diff --git a/.DS_Store b/.DS_Store index d2882e14..a133d9e0 100644 Binary files a/.DS_Store and b/.DS_Store differ diff --git a/bifacial_radiance/.DS_Store b/bifacial_radiance/.DS_Store index 5a3126b3..523da610 100644 Binary files a/bifacial_radiance/.DS_Store and b/bifacial_radiance/.DS_Store differ diff --git a/bifacial_radiance/main.py b/bifacial_radiance/main.py index e2e508be..3928fd6e 100644 --- a/bifacial_radiance/main.py +++ b/bifacial_radiance/main.py @@ -2898,13 +2898,14 @@ def analysis1axisground(self, trackerdict=None, singleindex=None, accuracy='low' try: #on error, trackerdict[index] is returned empty Results['Wm2Ground'] = analysis.Wm2Front + Results['Sensorsground'] = sensorsground except AttributeError as e: # no key Wm2Front. warnings.warn('Index: {}. Trackerdict key not found: {}. Skipping'.format(index,e), Warning) return trackerdict[index]['Results'].append(Results) - print('Index: {}. Wm2Ground: {}'.format(index, - np.mean(analysis.Wm2Front))) + print('Index: {}. Wm2Ground: {}. Sensorsground: {}'.format(index, + np.mean(analysis.Wm2Front), sensorsground)) return trackerdict diff --git a/docs/development/groundscan testing/.DS_Store b/docs/.DS_Store similarity index 75% rename from docs/development/groundscan testing/.DS_Store rename to docs/.DS_Store index 2c19f39f..9b1df423 100644 Binary files a/docs/development/groundscan testing/.DS_Store and b/docs/.DS_Store differ diff --git a/docs/development/.DS_Store b/docs/development/.DS_Store new file mode 100644 index 00000000..df0fe91b Binary files /dev/null and b/docs/development/.DS_Store differ diff --git a/docs/development/1axis-test-180.ipynb b/docs/development/1axis-test-180.ipynb index d9ab2100..47b49bd9 100644 --- a/docs/development/1axis-test-180.ipynb +++ b/docs/development/1axis-test-180.ipynb @@ -9,7 +9,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Your simulation will be stored in C:\\Users\\sayala\\Documents\\GitHub\\bifacial_radiance\\bifacial_radiance\\TEMP\\1axis\n" + "Your simulation will be stored in Simulations/1axis\n" ] } ], @@ -17,8 +17,7 @@ "import os\n", "from pathlib import Path\n", "\n", - "\n", - "testfolder = str(Path().resolve().parent.parent / 'bifacial_radiance' / 'TEMP' / '1axis')\n", + "testfolder = 'Simulations/1axis'\n", "\n", "if not os.path.exists(testfolder):\n", " os.makedirs(testfolder)\n", @@ -47,10 +46,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "Working on a Windows 10\n", - "Python version 3.11.4 | packaged by Anaconda, Inc. | (main, Jul 5 2023, 13:38:37) [MSC v.1916 64 bit (AMD64)]\n", - "Pandas version 2.1.0\n", - "bifacial_radiance version 0.4.2+177.gd5001f6.dirty\n", + "Working on a Darwin 21.6.0\n", + "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", + "Pandas version 2.0.3\n", + "bifacial_radiance version 0.4.2+179.g317ccac.dirty\n", "pyplot 3.7.2\n" ] } @@ -110,7 +109,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "path = C:\\Users\\sayala\\Documents\\GitHub\\bifacial_radiance\\bifacial_radiance\\TEMP\\1axis\n", + "path = Simulations/1axis\n", "Loading albedo, 1 value(s), 0.200 avg\n", "1 nonzero albedo values.\n", "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", @@ -136,7 +135,7 @@ "\n", "Module Name: PVmod\n", "Module PVmod updated in module.json\n", - "Pre-existing .rad file objects\\PVmod.rad will be overwritten\n", + "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", "\n" ] } @@ -159,7 +158,7 @@ "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", "Coercing year to 2021\n", "Filtering dates\n", - "Saving file EPWs\\metdata_temp.csv, # points: 8760\n", + "Saving file EPWs/metdata_temp.csv, # points: 8760\n", "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" ] } @@ -201,11 +200,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "Saving file EPWs\\1axis_-60.0.csv, # points: 90\n", - "Saving file EPWs\\1axis_-30.0.csv, # points: 90\n", - "Saving file EPWs\\1axis_-0.0.csv, # points: 90\n", - "Saving file EPWs\\1axis_30.0.csv, # points: 90\n", - "Saving file EPWs\\1axis_60.0.csv, # points: 90\n" + "Saving file EPWs/1axis_-60.0.csv, # points: 90\n", + "Saving file EPWs/1axis_-30.0.csv, # points: 90\n", + "Saving file EPWs/1axis_-0.0.csv, # points: 90\n", + "Saving file EPWs/1axis_30.0.csv, # points: 90\n", + "Saving file EPWs/1axis_60.0.csv, # points: 90\n" ] } ], @@ -226,19 +225,19 @@ "text": [ "message: There were 90 sun up hours in this climate file\n", "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies\\1axis_-60.0.rad\n", - "message: There were 89 sun up hours in this climate file\n", + "Created skyfile skies/1axis_-60.0.rad\n", + "message: There were 90 sun up hours in this climate file\n", "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies\\1axis_-30.0.rad\n", - "message: There were 84 sun up hours in this climate file\n", + "Created skyfile skies/1axis_-30.0.rad\n", + "message: There were 89 sun up hours in this climate file\n", "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies\\1axis_-0.0.rad\n", - "message: There were 86 sun up hours in this climate file\n", + "Created skyfile skies/1axis_-0.0.rad\n", + "message: There were 90 sun up hours in this climate file\n", "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies\\1axis_30.0.rad\n", - "message: There were 86 sun up hours in this climate file\n", + "Created skyfile skies/1axis_30.0.rad\n", + "message: There were 90 sun up hours in this climate file\n", "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies\\1axis_60.0.rad\n" + "Created skyfile skies/1axis_60.0.rad\n" ] } ], @@ -296,13 +295,13 @@ "metadata": {}, "outputs": [], "source": [ - "sensorsgroundvalues = np.array([2, 30, 100, 150])\n", + "sensorsgroundvalues = np.array([3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])\n", "angles = np.array([-0.0, -30.0, -60.0, 30.0, 60.0])" ] }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -311,24 +310,24 @@ "text": [ "Linescan in process: 1axis_-60.0_Row1_Module3_Front\n", "Linescan in process: 1axis_-60.0_Row1_Module3_Back\n", - "Saved: results\\irr_1axis_-60.0_Row1_Module3.csv\n", - "Index: -60.0. Wm2Front: 54915.925. Wm2Back: 5775.628500000001\n", + "Saved: results/irr_1axis_-60.0_Row1_Module3.csv\n", + "Index: -60.0. Wm2Front: 58050.935. Wm2Back: 5717.10125\n", "Linescan in process: 1axis_-30.0_Row1_Module3_Front\n", "Linescan in process: 1axis_-30.0_Row1_Module3_Back\n", - "Saved: results\\irr_1axis_-30.0_Row1_Module3.csv\n", - "Index: -30.0. Wm2Front: 49277.3025. Wm2Back: 6292.562499999999\n", + "Saved: results/irr_1axis_-30.0_Row1_Module3.csv\n", + "Index: -30.0. Wm2Front: 49680.2475. Wm2Back: 6303.893250000001\n", "Linescan in process: 1axis_-0.0_Row1_Module3_Front\n", "Linescan in process: 1axis_-0.0_Row1_Module3_Back\n", - "Saved: results\\irr_1axis_-0.0_Row1_Module3.csv\n", - "Index: -0.0. Wm2Front: 42478.545. Wm2Back: 6379.288500000001\n", + "Saved: results/irr_1axis_-0.0_Row1_Module3.csv\n", + "Index: -0.0. Wm2Front: 43165.0175. Wm2Back: 6314.83\n", "Linescan in process: 1axis_30.0_Row1_Module3_Front\n", "Linescan in process: 1axis_30.0_Row1_Module3_Back\n", - "Saved: results\\irr_1axis_30.0_Row1_Module3.csv\n", - "Index: 30.0. Wm2Front: 42481.815. Wm2Back: 5922.213500000001\n", + "Saved: results/irr_1axis_30.0_Row1_Module3.csv\n", + "Index: 30.0. Wm2Front: 43370.52249999999. Wm2Back: 6060.933\n", "Linescan in process: 1axis_60.0_Row1_Module3_Front\n", "Linescan in process: 1axis_60.0_Row1_Module3_Back\n", - "Saved: results\\irr_1axis_60.0_Row1_Module3.csv\n", - "Index: 60.0. Wm2Front: 39707.3. Wm2Back: 5650.172\n" + "Saved: results/irr_1axis_60.0_Row1_Module3.csv\n", + "Index: 60.0. Wm2Front: 40521.912500000006. Wm2Back: 5833.1205\n" ] } ], @@ -338,11 +337,228 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 62, "metadata": { "scrolled": false }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Doing sensor 0\n", + "sensorsground: 3\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_3.csv\n", + "Index: -60.0. Wm2Ground: 32171.163333333334. Sensorsground: 3\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_3.csv\n", + "Index: -30.0. Wm2Ground: 38428.57. Sensorsground: 3\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_3.csv\n", + "Index: -0.0. Wm2Ground: 32078.579999999998. Sensorsground: 3\n", + "Linescan in process: 1axis_30.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_3.csv\n", + "Index: 30.0. Wm2Ground: 34336.549999999996. Sensorsground: 3\n", + "Linescan in process: 1axis_60.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_3.csv\n", + "Index: 60.0. Wm2Ground: 23050.413333333334. Sensorsground: 3\n", + "Doing sensor 1\n", + "sensorsground: 5\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_5_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_5.csv\n", + "Index: -60.0. Wm2Ground: 32933.368. Sensorsground: 5\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_5_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_5.csv\n", + "Index: -30.0. Wm2Ground: 39708.872. Sensorsground: 5\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_5_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_5.csv\n", + "Index: -0.0. Wm2Ground: 35895.112. Sensorsground: 5\n", + "Linescan in process: 1axis_30.01-axis_groundscan_5_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_5.csv\n", + "Index: 30.0. Wm2Ground: 33308.216. Sensorsground: 5\n", + "Linescan in process: 1axis_60.01-axis_groundscan_5_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_5.csv\n", + "Index: 60.0. Wm2Ground: 21682.63. Sensorsground: 5\n", + "Doing sensor 2\n", + "sensorsground: 10\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_10_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_10.csv\n", + "Index: -60.0. Wm2Ground: 32834.022999999994. Sensorsground: 10\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_10_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_10.csv\n", + "Index: -30.0. Wm2Ground: 40564.361000000004. Sensorsground: 10\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_10_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_10.csv\n", + "Index: -0.0. Wm2Ground: 37565.93. Sensorsground: 10\n", + "Linescan in process: 1axis_30.01-axis_groundscan_10_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_10.csv\n", + "Index: 30.0. Wm2Ground: 32237.877. Sensorsground: 10\n", + "Linescan in process: 1axis_60.01-axis_groundscan_10_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_10.csv\n", + "Index: 60.0. Wm2Ground: 20880.406. Sensorsground: 10\n", + "Doing sensor 3\n", + "sensorsground: 20\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_20_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_20.csv\n", + "Index: -60.0. Wm2Ground: 32317.064500000008. Sensorsground: 20\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_20_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_20.csv\n", + "Index: -30.0. Wm2Ground: 40924.74250000001. Sensorsground: 20\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_20_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_20.csv\n", + "Index: -0.0. Wm2Ground: 38450.898. Sensorsground: 20\n", + "Linescan in process: 1axis_30.01-axis_groundscan_20_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_20.csv\n", + "Index: 30.0. Wm2Ground: 31934.9205. Sensorsground: 20\n", + "Linescan in process: 1axis_60.01-axis_groundscan_20_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_20.csv\n", + "Index: 60.0. Wm2Ground: 20791.208000000002. Sensorsground: 20\n", + "Doing sensor 4\n", + "sensorsground: 30\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_30_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_30.csv\n", + "Index: -60.0. Wm2Ground: 32695.550999999996. Sensorsground: 30\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_30_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_30.csv\n", + "Index: -30.0. Wm2Ground: 40126.58066666667. Sensorsground: 30\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_30_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_30.csv\n", + "Index: -0.0. Wm2Ground: 38631.40866666667. Sensorsground: 30\n", + "Linescan in process: 1axis_30.01-axis_groundscan_30_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_30.csv\n", + "Index: 30.0. Wm2Ground: 31576.40833333333. Sensorsground: 30\n", + "Linescan in process: 1axis_60.01-axis_groundscan_30_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_30.csv\n", + "Index: 60.0. Wm2Ground: 20683.237. Sensorsground: 30\n", + "Doing sensor 5\n", + "sensorsground: 100\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_100_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_100.csv\n", + "Index: -60.0. Wm2Ground: 32608.873199999998. Sensorsground: 100\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_100_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_100.csv\n", + "Index: -30.0. Wm2Ground: 40493.878099999994. Sensorsground: 100\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_100_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_100.csv\n", + "Index: -0.0. Wm2Ground: 38859.22463. Sensorsground: 100\n", + "Linescan in process: 1axis_30.01-axis_groundscan_100_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_100.csv\n", + "Index: 30.0. Wm2Ground: 31513.758700000002. Sensorsground: 100\n", + "Linescan in process: 1axis_60.01-axis_groundscan_100_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_100.csv\n", + "Index: 60.0. Wm2Ground: 20485.3501. Sensorsground: 100\n", + "Doing sensor 6\n", + "sensorsground: 150\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_150_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_150.csv\n", + "Index: -60.0. Wm2Ground: 32729.684466666666. Sensorsground: 150\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_150_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_150.csv\n", + "Index: -30.0. Wm2Ground: 40521.469000000005. Sensorsground: 150\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_150_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_150.csv\n", + "Index: -0.0. Wm2Ground: 40048.774333333335. Sensorsground: 150\n", + "Linescan in process: 1axis_30.01-axis_groundscan_150_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_150.csv\n", + "Index: 30.0. Wm2Ground: 31560.38786666667. Sensorsground: 150\n", + "Linescan in process: 1axis_60.01-axis_groundscan_150_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_150.csv\n", + "Index: 60.0. Wm2Ground: 20731.48373333333. Sensorsground: 150\n", + "Doing sensor 7\n", + "sensorsground: 200\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_200_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_200.csv\n", + "Index: -60.0. Wm2Ground: 32652.517650000005. Sensorsground: 200\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_200_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_200.csv\n", + "Index: -30.0. Wm2Ground: 41114.927149999996. Sensorsground: 200\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_200_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_200.csv\n", + "Index: -0.0. Wm2Ground: 38787.010200000004. Sensorsground: 200\n", + "Linescan in process: 1axis_30.01-axis_groundscan_200_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_200.csv\n", + "Index: 30.0. Wm2Ground: 31329.23245. Sensorsground: 200\n", + "Linescan in process: 1axis_60.01-axis_groundscan_200_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_200.csv\n", + "Index: 60.0. Wm2Ground: 20460.947549999997. Sensorsground: 200\n", + "Doing sensor 8\n", + "sensorsground: 250\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_250_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_250.csv\n", + "Index: -60.0. Wm2Ground: 33259.475399999996. Sensorsground: 250\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_250_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_250.csv\n", + "Index: -30.0. Wm2Ground: 40905.04948. Sensorsground: 250\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_250_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_250.csv\n", + "Index: -0.0. Wm2Ground: 38856.23392. Sensorsground: 250\n", + "Linescan in process: 1axis_30.01-axis_groundscan_250_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_250.csv\n", + "Index: 30.0. Wm2Ground: 31265.37596. Sensorsground: 250\n", + "Linescan in process: 1axis_60.01-axis_groundscan_250_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_250.csv\n", + "Index: 60.0. Wm2Ground: 20557.31624. Sensorsground: 250\n", + "Doing sensor 9\n", + "sensorsground: 300\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_300_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_300.csv\n", + "Index: -60.0. Wm2Ground: 32479.0011. Sensorsground: 300\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_300_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-30.01-axis_groundscan_300.csv\n", + "Index: -30.0. Wm2Ground: 40730.512566666664. Sensorsground: 300\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_300_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_300.csv\n", + "Index: -0.0. Wm2Ground: 39156.56046666667. Sensorsground: 300\n", + "Linescan in process: 1axis_30.01-axis_groundscan_300_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_300.csv\n", + "Index: 30.0. Wm2Ground: 31264.515666666663. Sensorsground: 300\n", + "Linescan in process: 1axis_60.01-axis_groundscan_300_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_300.csv\n", + "Index: 60.0. Wm2Ground: 20512.2922. Sensorsground: 300\n", + "Doing sensor 10\n", + "sensorsground: 400\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_400_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_400.csv\n", + "Index: -60.0. Wm2Ground: 32536.319825. Sensorsground: 400\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_400_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_400.csv\n", + "Index: -30.0. Wm2Ground: 40680.5464. Sensorsground: 400\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_400_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_400.csv\n", + "Index: -0.0. Wm2Ground: 38981.38305. Sensorsground: 400\n", + "Linescan in process: 1axis_30.01-axis_groundscan_400_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_400.csv\n", + "Index: 30.0. Wm2Ground: 31259.295724999996. Sensorsground: 400\n", + "Linescan in process: 1axis_60.01-axis_groundscan_400_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_400.csv\n", + "Index: 60.0. Wm2Ground: 20569.245825. Sensorsground: 400\n", + "Doing sensor 11\n", + "sensorsground: 500\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_500_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_500.csv\n", + "Index: -60.0. Wm2Ground: 32796.580239999996. Sensorsground: 500\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_500_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_500.csv\n", + "Index: -30.0. Wm2Ground: 41242.78188. Sensorsground: 500\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_500_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_500.csv\n", + "Index: -0.0. Wm2Ground: 39019.457. Sensorsground: 500\n", + "Linescan in process: 1axis_30.01-axis_groundscan_500_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_500.csv\n", + "Index: 30.0. Wm2Ground: 31163.879699999998. Sensorsground: 500\n", + "Linescan in process: 1axis_60.01-axis_groundscan_500_Front\n", + "Saved: results/irr_1axis_60.01-axis_groundscan_500.csv\n", + "Index: 60.0. Wm2Ground: 20402.77264. Sensorsground: 500\n" + ] + } + ], "source": [ "resultsdict = {}\n", "\n", @@ -350,119 +566,2799 @@ " print(\"Doing sensor\", i)\n", " print(f\"sensorsground: {sensorsground}\")\n", " trakerdict = demo.analysis1axisground(customname='1-axis_groundscan_' + str(sensorsground), \n", - " sensorsground=sensorsground)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ + " sensorsground=sensorsground)\n", + " angleswm2dict = {}\n", "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues): \n", " for i, angle in enumerate(angles):\n", + " wm2 = []\n", " for i, x in enumerate(trakerdict[angle]['Results'][0]['AnalysisObj'].x):\n", " if x >= 1 and x <= pitch-1:\n", - " if (sensorsground, angle) in resultsdict:\n", - " resultsdict[(sensorsground, angle)] += trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front\n", - " else:\n", - " resultsdict[(sensorsground, angle)] = trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front\n" + " wm2.append(trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front[i])\n", + " resultsdict[(sensorsground)] = np.mean(wm2)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 63, "metadata": { "scrolled": true }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "{-0.0: {'csvfile': 'EPWs/1axis_-0.0.csv',\n", + " 'surf_azm': 90.00000409455455,\n", + " 'surf_tilt': 0.0,\n", + " 'datetime': Index(['2021-06-01 05:00:00', '2021-06-01 12:00:00', '2021-06-01 13:00:00',\n", + " '2021-06-02 05:00:00', '2021-06-02 12:00:00', '2021-06-02 13:00:00',\n", + " '2021-06-03 05:00:00', '2021-06-03 12:00:00', '2021-06-03 13:00:00',\n", + " '2021-06-04 05:00:00', '2021-06-04 12:00:00', '2021-06-04 13:00:00',\n", + " '2021-06-05 05:00:00', '2021-06-05 12:00:00', '2021-06-05 13:00:00',\n", + " '2021-06-06 05:00:00', '2021-06-06 12:00:00', '2021-06-06 13:00:00',\n", + " '2021-06-07 05:00:00', '2021-06-07 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+ " 'scene': {'module': {'x': 2, 'y': 1, 'z': 0.02, 'modulematerial': 'black', 'scenex': 2.01, 'sceney': 1.0, 'scenez': 0.1, 'numpanels': 1, 'bifi': 1, 'text': '! genbox black PVmod 2 1 0.02 | xform -t -1.0 -0.5 0 -a 1 -t 0 1.0 0', 'modulefile': 'objects/PVmod.rad', 'glass': False, 'offsetfromaxis': 0, 'xgap': 0.01, 'ygap': 0.0, 'zgap': 0.1}, 'modulefile': 'objects/PVmod.rad', 'hpc': False, 'name': 'Scene0', 'gcr': 0.17543859649122806, 'text': '!xform -rx 0.0 -t 0 0 1.5 -a 5 -t 2.01 0 0 -a 2 -t 0 5.7 0 -i 1 -t -4.02 -0.0 0 -rz 89.99999590544545 -t 0 0 0 objects/PVmod.rad', 'radfiles': 'objects/1axis-0.0__C_1.50000_rtr_5.70000_tilt_0.00000_5modsx2rows_origin0,0.rad', 'sceneDict': {'tilt': 0.0, 'pitch': 5.7, 'clearance_height': 1.5, 'azimuth': 90.00000409455455, 'nMods': 5, 'nRows': 2, 'modulez': 0.02, 'axis_tilt': 0, 'originx': 0, 'originy': 0}},\n", + " 'octfile': '1axis_-0.0.oct',\n", + " 'Results': [{'Groundscan': '1-axis_groundscan_500',\n", + " 'AnalysisObj': {'octfile': 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Index(['2021-06-01 07:00:00', '2021-06-01 08:00:00', '2021-06-01 09:00:00',\n", + " '2021-06-02 07:00:00', '2021-06-02 08:00:00', '2021-06-02 09:00:00',\n", + " '2021-06-03 07:00:00', '2021-06-03 08:00:00', '2021-06-03 09:00:00',\n", + " '2021-06-04 07:00:00', '2021-06-04 08:00:00', '2021-06-04 09:00:00',\n", + " '2021-06-05 07:00:00', '2021-06-05 08:00:00', '2021-06-05 09:00:00',\n", + " '2021-06-06 07:00:00', '2021-06-06 08:00:00', '2021-06-06 09:00:00',\n", + " '2021-06-07 07:00:00', '2021-06-07 08:00:00', '2021-06-07 09:00:00',\n", + " '2021-06-08 07:00:00', '2021-06-08 08:00:00', '2021-06-08 09:00:00',\n", + " '2021-06-09 07:00:00', '2021-06-09 08:00:00', '2021-06-09 09:00:00',\n", + " '2021-06-10 07:00:00', '2021-06-10 08:00:00', '2021-06-10 09:00:00',\n", + " '2021-06-11 07:00:00', '2021-06-11 08:00:00', '2021-06-11 09:00:00',\n", + " '2021-06-12 07:00:00', '2021-06-12 08:00:00', '2021-06-12 09:00:00',\n", + " '2021-06-13 07:00:00', '2021-06-13 08:00:00', '2021-06-13 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resultsdict:\n", - " results.append(np.mean(resultsdict[(sensorsground, angle)]))\n", - " else:\n", - " results.append(0)\n", - " \n", - " resulsbyangle[angle] = results" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "resulsbyangle" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "for i, angle in enumerate(angles):\n", - " df = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': resulsbyangle[angle]\n", - " })\n", - "\n", - " df.plot(x='groundscan', y='average', marker='o', color='blue')\n", - " plt.xticks(np.arange(0, 501, 50))\n", - " plt.title(f'Irradiance at different groundscan for 1-axis {angle}')\n", - " plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# one graph for all angles\n", - "resultsbysensor = {}\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " resultsarr = []\n", - " for i, angle in enumerate(angles):\n", - " if (sensorsground, angle) in resultsdict:\n", - " resultsarr.append(np.mean(resultsdict[(sensorsground, angle)]))\n", - " \n", - " resultsbysensor[sensorsground] = np.mean(resultsarr)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "{3: 20058.15,\n", + " 5: 19585.11,\n", + " 10: 18807.175,\n", + " 20: 18993.96916666667,\n", + " 30: 18779.199999999997,\n", + " 100: 18936.23203125,\n", + " 150: 19016.741145833334,\n", + " 200: 18870.32146153846,\n", + " 250: 18970.605679012348,\n", + " 300: 18909.183144329894,\n", + " 400: 18967.94530769231,\n", + " 500: 18801.79287037037}" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "resultsbysensor" + "resultsdict" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 70, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "df1 = pd.DataFrame({\n", " 'groundscan': sensorsgroundvalues,\n", - " 'average': resultsbysensor.values()\n", + " 'average': resultsdict.values()\n", "})\n", "\n", "df1.plot(x='groundscan', y='average', marker='o', color='blue')\n", @@ -495,7 +3391,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.4" + "version": "3.11.5" } }, "nbformat": 4, diff --git a/docs/development/1axis-test-90.ipynb b/docs/development/1axis-test-90.ipynb index 33ec3589..4d4e9bf3 100644 --- a/docs/development/1axis-test-90.ipynb +++ b/docs/development/1axis-test-90.ipynb @@ -49,7 +49,7 @@ "Working on a Darwin 21.6.0\n", "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", "Pandas version 2.0.3\n", - "bifacial_radiance version 0.4.2+164.ge460768.dirty\n", + "bifacial_radiance version 0.4.2+179.g317ccac.dirty\n", "pyplot 3.7.2\n" ] } @@ -171,63 +171,6 @@ "cell_type": "code", "execution_count": 8, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'skies/sky2_39.74_-105.18_2021-06-01_0500.rad'" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "demo.gendaylit(timeindex=0) " - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "scene = demo.makeScene(module,sceneDict)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Created 1axis-groundscan.oct\n" - ] - } - ], - "source": [ - "octfile = demo.makeOct()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "analysis = br.AnalysisObj(octfile, demo.name)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, "outputs": [], "source": [ "hub_height = 1.5\n", @@ -250,7 +193,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -270,7 +213,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 10, "metadata": { "scrolled": true }, @@ -303,7 +246,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 11, "metadata": {}, "outputs": [], "source": [ @@ -311,15 +254,13 @@ " 'pitch': pitch,\n", " 'hub_height': hub_height,\n", " 'nMods': 5,\n", - " 'nRows': 2,\n", - " 'tilt': fixed_tilt_angle,\n", - " 'sazm': sazm\n", + " 'nRows': 2\n", "}" ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 12, "metadata": {}, "outputs": [ { @@ -345,7 +286,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 13, "metadata": {}, "outputs": [], "source": [ @@ -355,289 +296,367 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ + "Doing sensor 0\n", "sensorsground: 3\n", - "Linescan in process: 1axis_-60.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3313.733. Wm2Back: 1168.24\n", - "Linescan in process: 1axis_-30.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 10931.105333333333. Wm2Back: 2094.543\n", - "Linescan in process: 1axis_-0.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 84203.83666666667. Wm2Back: 16733.85\n", - "Linescan in process: 1axis_30.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 46775.079999999994. Wm2Back: 8559.697\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_3.csv\n", + "Index: -60.0. Wm2Ground: 3571.2376666666664. Sensorsground: 3\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_3.csv\n", + "Index: -30.0. Wm2Ground: 10710.345333333333. Sensorsground: 3\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_3.csv\n", + "Index: -0.0. Wm2Ground: 83427.29999999999. Sensorsground: 3\n", + "Linescan in process: 1axis_30.01-axis_groundscan_3_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_3.csv\n", + "Index: 30.0. Wm2Ground: 48341.54666666666. Sensorsground: 3\n", + "Doing sensor 1\n", "sensorsground: 5\n", - "Linescan in process: 1axis_-60.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3641.9208. Wm2Back: 1157.958\n", - "Linescan in process: 1axis_-30.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 10769.778. Wm2Back: 2082.493\n", - "Linescan in process: 1axis_-0.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 95009.82599999999. Wm2Back: 16695.26\n", - "Linescan in process: 1axis_30.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 50938.388. Wm2Back: 8598.297\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_5_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_5.csv\n", + "Index: -60.0. Wm2Ground: 3379.4055999999996. Sensorsground: 5\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_5_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_5.csv\n", + "Index: -30.0. Wm2Ground: 11078.0474. Sensorsground: 5\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_5_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_5.csv\n", + "Index: -0.0. Wm2Ground: 94628.12599999999. Sensorsground: 5\n", + "Linescan in process: 1axis_30.01-axis_groundscan_5_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_5.csv\n", + "Index: 30.0. Wm2Ground: 50303.646. Sensorsground: 5\n", + "Doing sensor 2\n", "sensorsground: 10\n", - "Linescan in process: 1axis_-60.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3666.6225000000004. Wm2Back: 1164.778\n", - "Linescan in process: 1axis_-30.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11244.102799999997. Wm2Back: 2101.815\n", - "Linescan in process: 1axis_-0.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 102301.437. Wm2Back: 16695.68\n", - "Linescan in process: 1axis_30.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47888.778999999995. Wm2Back: 8564.817\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_10_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_10.csv\n", + "Index: -60.0. Wm2Ground: 3632.8441999999995. Sensorsground: 10\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_10_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_10.csv\n", + "Index: -30.0. Wm2Ground: 11010.2519. Sensorsground: 10\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_10_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_10.csv\n", + "Index: -0.0. Wm2Ground: 100717.89. Sensorsground: 10\n", + "Linescan in process: 1axis_30.01-axis_groundscan_10_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_10.csv\n", + "Index: 30.0. Wm2Ground: 47792.256. Sensorsground: 10\n", + "Doing sensor 3\n", "sensorsground: 20\n", - "Linescan in process: 1axis_-60.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3598.4451. Wm2Back: 1157.581\n", - "Linescan in process: 1axis_-30.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11070.32985. Wm2Back: 2100.568\n", - "Linescan in process: 1axis_-0.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 102932.3705. Wm2Back: 16684.72\n", - "Linescan in process: 1axis_30.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 46921.47749999999. Wm2Back: 8579.868\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_20_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_20.csv\n", + "Index: -60.0. Wm2Ground: 3692.7961999999998. Sensorsground: 20\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_20_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_20.csv\n", + "Index: -30.0. Wm2Ground: 10965.1392. Sensorsground: 20\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_20_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_20.csv\n", + "Index: -0.0. Wm2Ground: 102286.61750000001. Sensorsground: 20\n", + "Linescan in process: 1axis_30.01-axis_groundscan_20_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_20.csv\n", + "Index: 30.0. Wm2Ground: 47230.336. Sensorsground: 20\n", + "Doing sensor 4\n", "sensorsground: 30\n", - "Linescan in process: 1axis_-60.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3659.760533333334. Wm2Back: 1161.25\n", - "Linescan in process: 1axis_-30.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11124.5762. Wm2Back: 2087.543\n", - "Linescan in process: 1axis_-0.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 102445.43666666668. Wm2Back: 16713.82\n", - "Linescan in process: 1axis_30.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 46944.69533333333. Wm2Back: 8554.549\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_30_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_30.csv\n", + "Index: -60.0. Wm2Ground: 3557.6534333333334. Sensorsground: 30\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_30_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_30.csv\n", + "Index: -30.0. Wm2Ground: 11226.529966666665. Sensorsground: 30\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_30_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_30.csv\n", + "Index: -0.0. Wm2Ground: 102777.365. Sensorsground: 30\n", + "Linescan in process: 1axis_30.01-axis_groundscan_30_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_30.csv\n", + "Index: 30.0. Wm2Ground: 46963.70733333333. Sensorsground: 30\n", + "Doing sensor 5\n", "sensorsground: 100\n", - "Linescan in process: 1axis_-60.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3648.54025. Wm2Back: 1160.473\n", - "Linescan in process: 1axis_-30.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11240.96296. Wm2Back: 2120.494\n", - "Linescan in process: 1axis_-0.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 103901.9609. Wm2Back: 16756.54\n", - "Linescan in process: 1axis_30.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47421.400700000006. Wm2Back: 8506.657\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_100_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_100.csv\n", + "Index: -60.0. Wm2Ground: 3454.3020500000007. Sensorsground: 100\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_100_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_100.csv\n", + "Index: -30.0. Wm2Ground: 11203.624270000002. Sensorsground: 100\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_100_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_100.csv\n", + "Index: -0.0. Wm2Ground: 104281.38140000003. Sensorsground: 100\n", + "Linescan in process: 1axis_30.01-axis_groundscan_100_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_100.csv\n", + "Index: 30.0. Wm2Ground: 46771.387599999995. Sensorsground: 100\n", + "Doing sensor 6\n", "sensorsground: 150\n", - "Linescan in process: 1axis_-60.01-axis groundscan 150_Row1_Module2_Front\n" + "Linescan in process: 1axis_-60.01-axis_groundscan_150_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Linescan in process: 1axis_-60.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3583.063753333334. Wm2Back: 1153.518\n", - "Linescan in process: 1axis_-30.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11186.94132. Wm2Back: 2078.177\n", - "Linescan in process: 1axis_-0.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104183.18359999999. Wm2Back: 16701.13\n", - "Linescan in process: 1axis_30.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47022.46499999999. Wm2Back: 8636.585\n", - "\n", + "Saved: results/irr_1axis_-60.01-axis_groundscan_150.csv\n", + "Index: -60.0. Wm2Ground: 3648.252793333333. Sensorsground: 150\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_150_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_150.csv\n", + "Index: -30.0. Wm2Ground: 11102.861993333334. Sensorsground: 150\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_150_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_150.csv\n", + "Index: -0.0. Wm2Ground: 104311.63433333335. Sensorsground: 150\n", + "Linescan in process: 1axis_30.01-axis_groundscan_150_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_150.csv\n", + "Index: 30.0. Wm2Ground: 47160.92593333333. Sensorsground: 150\n", + "Doing sensor 7\n", "sensorsground: 200\n", - "Linescan in process: 1axis_-60.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3625.17168. Wm2Back: 1148.314\n", - "Linescan in process: 1axis_-30.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11027.448844999999. Wm2Back: 2103.353\n", - "Linescan in process: 1axis_-0.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104447.20504999999. Wm2Back: 16690.99\n", - "Linescan in process: 1axis_30.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47389.9394. Wm2Back: 8592.745\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_200_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_200.csv\n", + "Index: -60.0. Wm2Ground: 3574.36407. Sensorsground: 200\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_200_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_200.csv\n", + "Index: -30.0. Wm2Ground: 11132.548295. Sensorsground: 200\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_200_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_200.csv\n", + "Index: -0.0. Wm2Ground: 103780.00265000001. Sensorsground: 200\n", + "Linescan in process: 1axis_30.01-axis_groundscan_200_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_200.csv\n", + "Index: 30.0. Wm2Ground: 47055.81415. Sensorsground: 200\n", + "Doing sensor 8\n", "sensorsground: 250\n", - "Linescan in process: 1axis_-60.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3542.4941440000002. Wm2Back: 1158.08\n", - "Linescan in process: 1axis_-30.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11032.548612. Wm2Back: 2095.997\n", - "Linescan in process: 1axis_-0.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 103647.89395999999. Wm2Back: 16658.93\n", - "Linescan in process: 1axis_30.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47128.59488. Wm2Back: 8569.926\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_250_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_250.csv\n", + "Index: -60.0. Wm2Ground: 3670.5760880000003. Sensorsground: 250\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_250_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_250.csv\n", + "Index: -30.0. Wm2Ground: 10852.983059999999. Sensorsground: 250\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_250_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_250.csv\n", + "Index: -0.0. Wm2Ground: 104027.8042. Sensorsground: 250\n", + "Linescan in process: 1axis_30.01-axis_groundscan_250_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_250.csv\n", + "Index: 30.0. Wm2Ground: 47299.347519999996. Sensorsground: 250\n", + "Doing sensor 9\n", "sensorsground: 300\n", - "Linescan in process: 1axis_-60.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3655.0008. Wm2Back: 1165.109\n", - "Linescan in process: 1axis_-30.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11233.024776666665. Wm2Back: 2107.388\n", - "Linescan in process: 1axis_-0.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104313.96613333335. Wm2Back: 16721.75\n", - "Linescan in process: 1axis_30.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47180.6747. Wm2Back: 8591.608\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_300_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_300.csv\n", + "Index: -60.0. Wm2Ground: 3656.0592300000003. Sensorsground: 300\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_300_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_300.csv\n", + "Index: -30.0. Wm2Ground: 11285.117093333334. Sensorsground: 300\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_300_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_300.csv\n", + "Index: -0.0. Wm2Ground: 104140.76433333335. Sensorsground: 300\n", + "Linescan in process: 1axis_30.01-axis_groundscan_300_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_300.csv\n", + "Index: 30.0. Wm2Ground: 47564.19243333334. Sensorsground: 300\n", + "Doing sensor 10\n", "sensorsground: 400\n", - "Linescan in process: 1axis_-60.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3716.639265. Wm2Back: 1157.438\n", - "Linescan in process: 1axis_-30.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11076.5264625. Wm2Back: 2092.274\n", - "Linescan in process: 1axis_-0.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104851.57204999999. Wm2Back: 16715.21\n", - "Linescan in process: 1axis_30.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47147.1697. Wm2Back: 8588.052\n", - "\n", + "Linescan in process: 1axis_-60.01-axis_groundscan_400_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_1axis_-60.01-axis_groundscan_400.csv\n", + "Index: -60.0. Wm2Ground: 3475.0437075. Sensorsground: 400\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_400_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_400.csv\n", + "Index: -30.0. Wm2Ground: 11028.073105000001. 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Wm2Back: 1166.403\n", - "Linescan in process: 1axis_-30.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11328.515531999998. Wm2Back: 2088.188\n", - "Linescan in process: 1axis_-0.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104142.11792. Wm2Back: 16732.88\n", - "Linescan in process: 1axis_30.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 500_Row1_Module2_Back\n" + "Linescan in process: 1axis_-60.01-axis_groundscan_500_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Saved: results/irr_1axis_30.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 46946.316459999995. Wm2Back: 8527.712\n", - "\n" + "Saved: results/irr_1axis_-60.01-axis_groundscan_500.csv\n", + "Index: -60.0. Wm2Ground: 3508.1125899999997. Sensorsground: 500\n", + "Linescan in process: 1axis_-30.01-axis_groundscan_500_Front\n", + "Saved: results/irr_1axis_-30.01-axis_groundscan_500.csv\n", + "Index: -30.0. Wm2Ground: 11348.764842. Sensorsground: 500\n", + "Linescan in process: 1axis_-0.01-axis_groundscan_500_Front\n", + "Saved: results/irr_1axis_-0.01-axis_groundscan_500.csv\n", + "Index: -0.0. Wm2Ground: 104400.5765. Sensorsground: 500\n", + "Linescan in process: 1axis_30.01-axis_groundscan_500_Front\n", + "Saved: results/irr_1axis_30.01-axis_groundscan_500.csv\n", + "Index: 30.0. Wm2Ground: 47020.980480000006. Sensorsground: 500\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" ] } ], @@ -645,26 +664,24 @@ "resultsdict = {}\n", "\n", "for i, sensorsground in enumerate(sensorsgroundvalues):\n", + " print(\"Doing sensor\", i)\n", " print(f\"sensorsground: {sensorsground}\")\n", - " trakerdict = demo.analysis1axis(customname='1-axis groundscan ' + str(sensorsground), sensorsy=1, modWanted = 2, rowWanted = 1, sensorsground=sensorsground)\n", - " \n", - " for i, angle in enumerate(angles):\n", - " for i, y in enumerate(trakerdict[angle]['Results'][0]['AnalysisObj'].fronty):\n", - " if y >= 1 and y <= 4.7:\n", - " if (sensorsground, angle) in resultsdict:\n", - " resultsdict[(sensorsground, angle)] += trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front\n", - " else:\n", - " resultsdict[(sensorsground, angle)] = trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front\n", + " trakerdict = demo.analysis1axisground(customname='1-axis_groundscan_' + str(sensorsground), \n", + " sensorsground=sensorsground)\n", + " angleswm2dict = {}\n", "\n", - " print(\"\")" + " for i, angle in enumerate(angles):\n", + " wm2 = []\n", + " for i, y in enumerate(trakerdict[angle]['Results'][0]['AnalysisObj'].y):\n", + " if y >= 1 and y <= pitch - 1:\n", + " wm2.append(trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front[i])\n", + " resultsdict[(sensorsground)] = np.mean(wm2)" ] }, { "cell_type": "code", - "execution_count": 19, - "metadata": { - "scrolled": true - }, + "execution_count": 15, + "metadata": {}, "outputs": [ { "data": { @@ -687,12 +704,509 @@ " 'radfile': 'objects/1axis-0.0__C_1.50000_rtr_5.70000_tilt_0.00000_5modsx2rows_origin0,0.rad',\n", " 'scene': {'module': {'x': 2, 'y': 1, 'z': 0.02, 'modulematerial': 'black', 'scenex': 2.01, 'sceney': 1.0, 'scenez': 0.1, 'numpanels': 1, 'bifi': 1, 'text': '! genbox black PVmod 2 1 0.02 | xform -t -1.0 -0.5 0 -a 1 -t 0 1.0 0', 'modulefile': 'objects/PVmod.rad', 'glass': False, 'offsetfromaxis': 0, 'xgap': 0.01, 'ygap': 0.0, 'zgap': 0.1}, 'modulefile': 'objects/PVmod.rad', 'hpc': False, 'name': 'Scene0', 'gcr': 0.17543859649122806, 'text': '!xform -rx 0.0 -t 0 0 1.5 -a 5 -t 2.01 0 0 -a 2 -t 0 5.7 0 -i 1 -t -4.02 -0.0 0 -rz 2.831646838785673e-06 -t 0 0 0 objects/PVmod.rad', 'radfiles': 'objects/1axis-0.0__C_1.50000_rtr_5.70000_tilt_0.00000_5modsx2rows_origin0,0.rad', 'sceneDict': {'tilt': 0.0, 'pitch': 5.7, 'clearance_height': 1.5, 'azimuth': 179.99999716835316, 'nMods': 5, 'nRows': 2, 'modulez': 0.02, 'axis_tilt': 0, 'originx': 0, 'originy': 0}},\n", " 'octfile': '1axis_-0.0.oct',\n", - " 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{'module': {'x': 2, 'y': 1, 'z': 0.02, 'modulematerial': 'black', 'scenex': 2.01, 'sceney': 1.0, 'scenez': 0.1, 'numpanels': 1, 'bifi': 1, 'text': '! genbox black PVmod 2 1 0.02 | xform -t -1.0 -0.5 0 -a 1 -t 0 1.0 0', 'modulefile': 'objects/PVmod.rad', 'glass': False, 'offsetfromaxis': 0, 'xgap': 0.01, 'ygap': 0.0, 'zgap': 0.1}, 'modulefile': 'objects/PVmod.rad', 'hpc': False, 'name': 'Scene0', 'gcr': 0.17543859649122806, 'text': '!xform -rx 30.0 -t 0 0 1.5 -a 5 -t 2.01 0 0 -a 2 -t 0 5.7 0 -i 1 -t -4.02 -0.0 0 -rz 180.0 -t 0 0 0 objects/PVmod.rad', 'radfiles': 'objects/1axis-30.0__C_1.25000_rtr_5.70000_tilt_30.00000_5modsx2rows_origin0,0.rad', 'sceneDict': {'tilt': 30.0, 'pitch': 5.7, 'clearance_height': 1.25, 'azimuth': 0.0, 'nMods': 5, 'nRows': 2, 'modulez': 0.02, 'axis_tilt': 0, 'originx': 0, 'originy': 0}},\n", " 'octfile': '1axis_-30.0.oct',\n", - " 'Results': [{'rowWanted': 1,\n", - " 'modWanted': 2,\n", - " 'AnalysisObj': {'octfile': '1axis_-30.0.oct', 'name': 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"execute_result" } @@ -873,195 +2854,12 @@ }, { "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [], - "source": [ - "resulsbyangle = {}\n", - "\n", - "for i, angle in enumerate(angles):\n", - " results = []\n", - " for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " if (sensorsground, angle) in resultsdict:\n", - " results.append(np.mean(resultsdict[(sensorsground, angle)]))\n", - " else:\n", - " results.append(0)\n", - " \n", - " resulsbyangle[angle] = results" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{-0.0: [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0],\n", - " -30.0: [10931.105333333333,\n", - " 32309.334000000003,\n", - " 67464.61679999997,\n", - " 132843.95819999996,\n", - " 200242.37160000004,\n", - " 719421.62944,\n", - " 1073946.3667199991,\n", - " 1433568.3498500006,\n", - " 1787272.8751439953,\n", - " 2179206.8066733335,\n", - " 2879896.8802499967,\n", - " 3670439.0323679973],\n", - " -60.0: [3313.733,\n", - " 10925.7624,\n", - " 21999.735000000004,\n", - " 43181.341199999995,\n", - " 65875.68960000001,\n", - " 233506.57599999983,\n", - " 343974.12032,\n", - " 471272.3184000016,\n", - " 573884.0513279996,\n", - " 709070.1552000007,\n", - " 966326.2089000012,\n", - " 1194128.4001679919],\n", - " 30.0: [46775.079999999994,\n", - " 152815.164,\n", - " 287332.67399999994,\n", - " 563057.7299999999,\n", - " 845004.516,\n", - " 3034969.6448000045,\n", - " 4514156.639999994,\n", - " 6160692.121999985,\n", - " 7634832.370559991,\n", - " 9153050.891800014,\n", - " 12258264.122000072,\n", - " 15210606.533040075]}" - ] - }, - "execution_count": 23, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "resulsbyangle" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "for i, angle in enumerate(angles):\n", - " df = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': resulsbyangle[angle]\n", - " })\n", - "\n", - " df.plot(x='groundscan', y='average', marker='o', color='blue')\n", - " plt.xticks(np.arange(0, 501, 50))\n", - " plt.title(f'Irradiance at different groundscan for 1-axis {angle}')\n", - " plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "# one graph for all angles\n", - "resultsbysensor = {}\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " resultsarr = []\n", - " for i, angle in enumerate(angles):\n", - " if (sensorsground, angle) in resultsdict:\n", - " resultsarr.append(np.mean(resultsdict[(sensorsground, angle)]))\n", - " \n", - " resultsbysensor[sensorsground] = np.mean(resultsarr)" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{3: 20339.972777777777,\n", - " 5: 65350.0868,\n", - " 10: 125599.00859999999,\n", - " 20: 246361.00979999997,\n", - " 30: 370374.1924,\n", - " 100: 1329299.2834133347,\n", - " 150: 1977359.0423466645,\n", - " 200: 2688510.930083329,\n", - " 250: 3331996.432343995,\n", - " 300: 4013775.9512244496,\n", - " 400: 5368162.40371669,\n", - " 500: 6691724.655192021}" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "resultsbysensor" - ] - }, - { - "cell_type": "code", - "execution_count": 27, + "execution_count": 17, "metadata": {}, "outputs": [ { "data": { - "image/png": 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PwtbWFu+8847KuYMGDcpXXH///TcGDRoEFxcXGBsbw9TUVNknm7muFQoF/Pz8sryuN987v/32GywsLDBixIgcr7lv3z4oFAoMHjxYpY5dXFxQu3btPOs4NTUVn3/+OapXrw4zMzOYmJjAzMwMkZGRBX5/ALIu27Ztq9JaYmxsnO/WH3Xs27cPrVu3hpubm0odZIzDOH78uEr5d955B6ampsrtW7du4c8//4S/vz8AqDxHly5dEBMTg5s3b2Z5jjf5+PgAQLa/+/mREWO/fv1U9g8cODDHczK/1zNaDzK3rvTt2xfW1tY4fPhwgWID8n69R48eBQBlHWbo169fljFOjRo1wm+//YYZM2bg2LFjePXqlcrxv/76C7dv38bIkSNhYWGRY0zqvnc1+TO7efMmHj58iCFDhqh8rtvY2KB37944c+YMXr58qXJOTp9NBSWEUHmvpqamKo+p87nftGlTfPbZZ1i2bBnGjRuHwYMHY+TIkble+6233kKpUqUwffp0rFq1CtevX9fY69KbxKJ06dKwsrJCVFSU1q7h6Oiosm1mZpbj/tevXxfqfADZPkdBDBo0CN9//z1GjRqF33//HWfPnkV4eDjKlCmT5RdaHSNGjMCDBw9w6NAhAFA2Bb75ofb48WM8f/4cZmZmMDU1VXk8evQIT58+LdC1cxuZnN2xpUuXYty4cWjcuDF27dqFM2fOIDw8HJ06dVKpg2fPnmXbbeDi4pJnTC9evEDz5s0RFhaGhQsX4tixYwgPD0dwcDAAZKlrKyurLB+a5ubmKj/3J0+ewM3NTeWDK7PHjx9DCIGyZctmqeMzZ87kWceTJ0/G3Llz0aNHD/zyyy8ICwtDeHg4ateuXaj3x7Nnz7Ktt/zUpboeP36MX375Jcvrr1GjBgBkqYPM75HHjx8DAKZOnZrlOd57771sn8PJyUllO6OLoaB19uzZM5iYmGT5PMitGyvz68h4jsyD7BQKBVxcXFS6GtSV1+vNeO7MP18TE5Ms53777beYPn069uzZg9atW8PR0RE9evRAZGQkACi7LvMaHK3ue1eTP7OM15vd542bmxvS09Px77//quzX9B0VP/30U5b3awZ1P/f9/f1hZmaGpKQkTJs2Lc9r29vb4/jx46hTpw5mzZqFGjVqwM3NDfPmzUNKSkqhXpfejLEwNjZG27Zt8dtvv+H+/fv5Gq1vbm6OpKSkLPsL88unLQWNNS4uDvv27cO8efMwY8YM5f6kpKRCz+nRsWNHuLm5Yf369ejYsSPWr1+Pxo0bq4zwL126NJycnHK8G8fW1rZA185t/ojsjm3evBmtWrXCypUrVfZn7gt0cnLC2bNns5z/6NGjPGM6cuQIHj58iGPHjqmMHH/+/Hme5+akTJkyOHnyJNLT03NMLjL6SkNCQrLtP8+rT33z5s0YOnQoPv/8c5X9T58+hYODQ4Fjd3Jyyrbe8lOX6ipdujR8fHzw2WefZXvczc1NZTvze6R06dIA5PicXr16ZfscmfvrNc3JyQmpqan4559/VJKL3Oor8+vIeI4nT56oJBdCCDx69AgNGzZU7tP051/Gl/ajR49Qrlw55f7U1NQsz2ltbY0FCxZgwYIFePz4sbL1ws/PD3/++acy9vv37+d6TW29d/Mj4/XGxMRkOfbw4UMYGRmhVKlSKvs1Pe+Nn58fwsPDs+xX93M/LS0N/v7+KFWqFMzNzTFy5EicOnVK+UduTmrVqoWgoCAIIXD58mVs2LABn3zyCSwtLVWuqy69abEA5IeCEAKjR49GcnJyluMpKSn45ZdflNuenp64fPmySpkjR47gxYsXWo9VXQWNVaFQQAiR5ctl7dq1SEtLU9mnbvZubGyMIUOGYM+ePQgJCcG5c+eyNNl369YNz549Q1paGho0aJDloe0P6wwKhSJLHVy+fBmhoaEq+1q3bo2EhIQsA2fzGnCYcQ0g6xf5Dz/8UJCQAQCdO3fG69evc51kqVu3bhBC4MGDB9nWca1atfKMO3PMv/76Kx48eKCyT933R+vWrXH48GFlawAgP8C2b9+er/PV0a1bN1y9ehXe3t7Z1kHmxCKzKlWqoFKlSrh06VK25zdo0KBASbC5uXm+6ysjGc1cP0FBQfm+Xtu2bQHIL9w37dq1C4mJicrjgOY//zIGQG/ZskVl/44dO1Sa6DMrW7Yshg0bhoEDB+LmzZt4+fIlKleuDG9vb6xbty7b5CdDft+72lClShWUK1cOW7duhRBCuT8xMRG7du2Cr6+v1m//dXJyyvI+BdT73AfkoPaQkBBs2bIF27dvx6VLl/LVapFBoVCgdu3a+Prrr+Hg4IDz588X6nXpTYsFAPj6+mLlypV47733UL9+fYwbNw41atRASkoKLly4gNWrV6NmzZrKfu0hQ4Zg7ty5+Pjjj9GyZUtcv34d33//Pezt7XX8SrIqaKx2dnZo0aIFFi9ejNKlS8PT0xPHjx/Hjz/+mCWjr1mzJgBg9erVsLW1hYWFBby8vLI0H75pxIgRWLRoEQYNGgRLS8ss/ecDBgzAli1b0KVLF0yYMAGNGjWCqakp7t+/j6NHj6J79+7o2bNnwSpFDd26dcOnn36KefPmoWXLlrh58yY++eQTeHl5qXzoDR06FF9//TWGDh2Kzz77DJUqVcL+/fvx+++/53mNJk2aoFSpUhg7dizmzZsHU1NTbNmyBZcuXSpw3AMHDsT69esxduxY3Lx5E61bt0Z6ejrCwsJQrVo1DBgwAE2bNsWYMWMwfPhwnDt3Di1atIC1tTViYmJw8uRJ1KpVC+PGjcu1bjZs2ICqVavCx8cHERERWLx4cZZWP29vb1haWmLLli2oVq0abGxs4ObmluOX9pw5c7B37160adMGH3/8MaysrLB8+XKtjIb/5JNPcOjQITRp0gQffvghqlSpgtevX+POnTvYv38/Vq1alWcr5g8//IDOnTujY8eOGDZsGMqVK4d//vkHN27cwPnz57Fz506148r4i2779u2oWLEiLCwsckz0OnXqhKZNm2LKlCmIj49H/fr1ERoaio0bNwJArt1hGdq3b4+OHTti+vTpiI+PR9OmTZV3hdStWxdDhgxRltX051+1atUwePBgLFu2DKampmjXrh2uXr2qvPPmTY0bN0a3bt3g4+ODUqVK4caNG9i0aZPKl/Hy5cvh5+eHt99+G5MmTUL58uURHR2N33//XZm85Pe9qw1GRkb48ssv4e/vj27duuHdd99FUlISFi9ejOfPn+OLL74o1PMfP35c2SWUlpaGu3fv4ueffwYgk9Dc5pRQ53P/0KFDCAwMxNy5c5WJZ2BgIKZOnYpWrVrl+Pm8b98+rFixAj169EDFihUhhEBwcDCeP3+O9u3bF+q1681dIW+6ePGiCAgIEOXLlxdmZmbC2tpa1K1bV3z88ccqcyckJSWJjz76SHh4eAhLS0vRsmVLcfHixRxHRYeHh6tcJ2Ok75MnT1T2Z8xRkCFjJPrixYtVymU30jin6+U31uzuCrl//77o3bu3KFWqlLC1tRWdOnUSV69ezXKuEPJOFS8vL2FsbJzrPBZvatKkiQAg/P39sz2ekpIivvrqK+UcCzY2NqJq1ari3XffFZGRkdmekyG3eSwyy6k+hZD1N3XqVFGuXDlhYWEh6tWrJ/bs2ZPt68qoLxsbG2Frayt69+4tTp8+na+7Qk6fPi18fX2FlZWVKFOmjBg1apQ4f/58lnMzv0dye85Xr16Jjz/+WFSqVEmYmZkJJycn0aZNmyz3yq9bt040btxYWFtbC0tLS+Ht7S2GDh0qzp07l+U6b/r333/FyJEjhbOzs7CyshLNmjUTISEh2d6psW3bNlG1alVhamqar3ksTp06Jd5++21hbm4uXFxcxLRp0/KcxyKDOneFCCHEkydPxIcffii8vLyEqampcHR0FPXr1xezZ89W3ouf0+9ihkuXLol+/foJZ2dnYWpqKlxcXESbNm3EqlWrlGVy+jzI7nfvzp07okOHDsLW1jZf81j8888/Yvjw4cLBwUFYWVmJ9u3bizNnzggAKiP5c/rsEUK+X6ZPny4qVKggTE1Nhaurqxg3blyWeSwK+/mX3etNSkoSU6ZMEc7OzsLCwkK8/fbbIjQ0NMtzzpgxQzRo0EA5X0jFihXFpEmTxNOnT1WuERoaKjp37izs7e2Fubm58Pb2VrnbI7/v3Zw+GzLeD3nd6ZTbZ8uePXtE48aNhYWFhbC2thZt27ZVmWNGiNx/Xjlp2bJltvO2ZK7znOTnc//hw4fC2dlZtGnTRuXOlvT0dOHn5yccHByUv6eZ7wr5888/xcCBA4W3t7ewtLQU9vb2olGjRmLDhg35fo05UQjxRhsQERFpVMZcCadOnVLOW0JUnDGxICLSkG3btuHBgweoVasWjIyMcObMGSxevBh169bNcsssUXGlV2MsiIgMma2tLYKCgrBw4UIkJibC1dUVw4YNw8KFC3UdGlGRYYsFERERaYxe3W5KREREho2JBREREWkMEwsiIiLSGCYWREREpDFMLIiIiEhjdJZYnDhxAn5+fnBzc4NCocCePXvUfg4hBL766itUrlwZ5ubm8PDwyLKYDRERERUdnc1jkZiYiNq1a2P48OEFXuN+woQJOHjwIL766ivUqlULcXFxBV7Gm4iIiApPL+axUCgU2L17N3r06KHcl5ycjDlz5mDLli14/vw5atasiUWLFilX4Ltx4wZ8fHxw9erVIlthk4iIiHKnt2Mshg8fjlOnTiEoKAiXL19G37590alTJ0RGRgIAfvnlF1SsWBH79u2Dl5cXPD09MWrUqGzXqiciIqKioZeJxe3bt7Ft2zbs3LkTzZs3h7e3N6ZOnYpmzZph/fr1AIC///4bd+/exc6dO7Fx40Zs2LABERER6NOnj46jJyIiKrn0cq2Q8+fPQwiBypUrq+xPSkqCk5MTACA9PR1JSUnYuHGjstyPP/6I+vXr4+bNm+weISIi0gG9TCzS09NhbGyMiIgIGBsbqxyzsbEBALi6usLExEQl+ahWrRoAIDo6mokFERGRDuhlYlG3bl2kpaUhNjYWzZs3z7ZM06ZNkZqaitu3b8Pb2xsA8NdffwEAKlSoUGSxEhER0X90dlfIixcvcOvWLQAykVi6dClat24NR0dHlC9fHoMHD8apU6ewZMkS1K1bF0+fPsWRI0dQq1YtdOnSBenp6WjYsCFsbGywbNkypKenY/z48bCzs8PBgwd18ZKIiIhKPJ0lFseOHUPr1q2z7A8ICMCGDRuQkpKChQsXYuPGjXjw4AGcnJzg6+uLBQsWoFatWgCAhw8f4oMPPsDBgwdhbW2Nzp07Y8mSJXB0dCzql0NERETQk3ksiIiIqHhQ63ZTT09PKBSKLI/x48drKz4iIiIyIGoN3gwPD0daWppy++rVq2jfvj369u2r8cCIiIjI8BSqK2TixInYt28fIiMjoVAo8nVOeno6Hj58CFtb23yfQ0RERLolhEBCQgLc3NxgZJRzh0eBbzdNTk7G5s2bMXny5FwThKSkJCQlJSm3Hzx4gOrVqxf0skRERKRD9+7dg7u7e47HC5xY7NmzB8+fP8ewYcNyLRcYGIgFCxZkG5idnV1BL09ERERFKD4+Hh4eHrC1tc21XIG7Qjp27AgzMzP88ssvuZbL3GKREVhcXBwTCyIiIgMRHx8Pe3v7PL+/C9RicffuXfzxxx8IDg7Os6y5uTnMzc0LchkiIiIyMAVa3XT9+vVwdnZG165dNR0PERERGTC1E4v09HSsX78eAQEBMDHRy6VGiIiISEfUzgz++OMPREdHY8SIEdqIB4BMXpKTk7X2/FQ4pqamWVadJSIiAgqQWHTo0AHanAU8OTkZUVFRSE9P19o1qPAcHBzg4uLCuUiIiEiFXvVlCCEQExMDY2NjeHh45DoBB+mGEAIvX75EbGwsAMDV1VXHERERkT7Rq8QiNTUVL1++hJubG6ysrHQdDuXA0tISABAbGwtnZ2d2ixARkZJeNQlkrENiZmam40goLxmJX0pKio4jISIifaJXiUUG9tvrP/6MiIgoO3rVFUJEREQFk5YGhIQAMTGAqyvQvDmgi55qJhZEREQGLjgYmDABuH//v33u7sA33wC9ehVtLHrZFVJYaWnAsWPAtm3y3/8fukFERFTsBAcDffqoJhUA8OCB3J+P1Tc0qtglFsHBgKcn0Lo1MGiQ/NfTs+grVtvS0tI41wcRUQmXliZbKrKbXipj38SJRfsHdrFKLHSZtR04cADNmjWDg4MDnJyc0K1bN9y+fRsA4OvrixkzZqiUf/LkCUxNTXH06FEAcmKwjz76COXKlYO1tTUaN26MY8eOKctv2LABDg4O2LdvH6pXrw5zc3PcvXsX4eHhaN++PUqXLg17e3u0bNkS58+fV7nWn3/+iWbNmsHCwgLVq1fHH3/8AYVCgT179ijLPHjwAP3790epUqXg5OSE7t27486dO1qpKyIi0oyQkKzfeW8SArh3T5YrKnqdWAgBJCbm7xEfD3z4Ye5Z24QJslx+nk/dyUUTExMxefJkhIeH4/DhwzAyMkLPnj2Rnp4Of39/bNu2TWXG0u3bt6Ns2bJo2bIlAGD48OE4deoUgoKCcPnyZfTt2xedOnVCZGSk8pyXL18iMDAQa9euxbVr1+Ds7IyEhAQEBAQgJCQEZ86cQaVKldClSxckJCQAkNOj9+jRA1ZWVggLC8Pq1asxe/ZsldhfvnyJ1q1bw8bGBidOnMDJkydhY2ODTp06cWp1IiI9FhOj2XIaIYpYXFycACDi4uKyHHv16pW4fv26ePXqlRBCiBcvhJBf8UX/ePGicK8zNjZWABBXrlwRsbGxwsTERJw4cUJ53NfXV0ybNk0IIcStW7eEQqEQDx48UHmOtm3bipkzZwohhFi/fr0AIC5evJjrdVNTU4Wtra345ZdfhBBC/Pbbb8LExETExMQoyxw6dEgAELt37xZCCPHjjz+KKlWqiPT0dGWZpKQkYWlpKX7//fdsr5P5Z0VEREVvx478facdPVr4a+X2/f0mvW6xMCS3b9/GoEGDULFiRdjZ2cHLywsAEB0djTJlyqB9+/bYsmULACAqKgqhoaHw9/cHAJw/fx5CCFSuXBk2NjbKx/Hjx5XdKYCcOMzHx0flurGxsRg7diwqV64Me3t72Nvb48WLF4iOjgYA3Lx5Ex4eHnBxcVGe06hRI5XniIiIwK1bt2Bra6u8tqOjI16/fq1yfSIi0h+//AK8+27uZRQKwMND3npaVPT6dlMrK+DFi/yVPXEC6NIl73L79wMtWuTv2urw8/ODh4cH1qxZAzc3N6Snp6NmzZrKrgR/f39MmDAB3333HbZu3YoaNWqgdu3aAGR3hbGxMSIiIrJMj21jY6P8v6WlZZaJqYYNG4YnT55g2bJlqFChAszNzeHr66u8rhAiz8ms0tPTUb9+fWXi86YyZcqoVxFERKRVSUnA9OnyVlIA8PICMobEvdmNn/HRv2xZ0c5nodeJhUIBWFvnr2yHDvKe3QcPsh8foVDI4x06aL6Cnz17hhs3buCHH35A8/9PC0+ePKlSpkePHnj33Xdx4MABbN26FUOGDFEeq1u3LtLS0hAbG6s8P79CQkKwYsUKdPn/rOrevXt4+vSp8njVqlURHR2Nx48fo2zZsgCA8PBwleeoV68etm/fDmdnZ9jZ2al1fSIiKjqRkcCAAUDGGP1Jk4DAQODXX7Ofx2LZMs5jUWDGxv9lb5n/QNd21pZxJ8Xq1atx69YtHDlyBJMnT1YpY21tje7du2Pu3Lm4ceMGBg0apDxWuXJl+Pv7Y+jQoQgODkZUVBTCw8OxaNEi7N+/P9drv/XWW9i0aRNu3LiBsLAw+Pv7KxcJA4D27dvD29sbAQEBuHz5Mk6dOqUcvJnRkuHv74/SpUuje/fuCAkJQVRUFI4fP44JEybgfm7DjYmIqMhs3gzUqyeTCicn2RWydClgbi6Thzt3gKNHga1b5b9RUUWfVADFKLEAZAX+/DNQrpzqfnd3uV9bFWxkZISgoCBERESgZs2amDRpEhYvXpylnL+/Py5duoTmzZujfPnyKsfWr1+PoUOHYsqUKahSpQreeecdhIWFwcPDI9drr1u3Dv/++y/q1q2LIUOG4MMPP4Szs7PyuLGxMfbs2YMXL16gYcOGGDVqFObMmQMAsLCwACAXFDtx4gTKly+PXr16oVq1ahgxYgRevXrFFgwiIh178QIYNgwYMkT+v2VL4NIloFs31XLGxkCrVsDAgfJfXS08rRBC3RsrCyc+Ph729vaIi4vL8qX1+vVrREVFwcvLS/mlVxD6Ml+6vjp16hSaNWuGW7duwdvbu0DPoamfFRER5eziRdn1cfMmYGQEfPwxMGeObr7Tcvv+fpNej7EoqIysjaTdu3fDxsYGlSpVwq1btzBhwgQ0bdq0wEkFERFplxDAihXAlClysGa5csCWLbK1Qt8Vy8SCVCUkJOCjjz7CvXv3ULp0abRr1w5LlizRdVhERJSNf/4BRo4EMiZH7tYNWL8eKF1ap2HlGxOLEmDo0KEYOnSorsMgIqI8nDolx0jcuweYmgKLF8tZpfOYNUCvFKvBm0RERIYoLQ347DPZ1XHvHvDWW0BoqLyF1JCSCkBPWyyKeDwpFQB/RkREmhETAwweDBw5Irf9/YGVKwFbW93GVVB61WKRMeskF77Sfy9fvgQAmJqa6jgSIiLDdeAAULu2TCqsrIANG4BNmww3qQD0rMXCxMQEVlZWyiXFjYz0Ku8hyJaKly9fIjY2Fg4ODlmmICciorwlJwOzZwNffSW3a9cGgoKAqlV1G5cm6FVioVAo4OrqiqioKNy9e1fX4VAuHBwcVBY2IyKi/Pn7bzlA8+xZuT1+vEwwisuUQHqVWAByBc9KlSqxO0SPmZqasqWCiKgAduwARo8G4uMBBwdg3TqgZ09dR6VZepdYAHKKbM7mSERExcXLl8DEicCaNXK7SRO5pkeFCjoNSys4iIGIiEiLrl4FGjaUSYVCIcdWHD9ePJMKQE9bLIiIiAydEDKZmDABeP0acHGRK5S2bavryLSLiQUREZGGPX8OjBkD7Nwptzt2BDZuBN5YfLrYYlcIERGRBoWFAXXryqTCxEROy71/f8lIKgC2WBAREWlEerq8bXT2bCA1FfDyknNTNGqk68iKFhMLIiKiQoqNBYYOBX7/XW737SvHV9jb6zYuXWBXCBERUSH88YecOfP33+UkV6tXA9u3l8ykAmBiQUREVCCpqbLbo0MH4NEjoEYN4Nw5OQGWoa1IqknsCiEiIlLT3bvAoEHA6dNye8wY4Ouv5UJiJR0TCyIiIjUEBwMjR8pbSu3s5FiKfv10HZX+YFcIERFRPrx+LRcM691bJhWNGgEXLzKpyIyJBRERUR7+/BNo3BhYsUJuf/QRcPKkvKWUVLErhIiIKAdCAD/9JFsqXr4EypSRM2h26qTryPSX2i0WDx48wODBg+Hk5AQrKyvUqVMHERER2oiNiIhIZxISgCFDgOHDZVLRti1w6RKTiryo1WLx77//omnTpmjdujV+++03ODs74/bt23BwcNBSeEREREUvIgIYMAC4dQswNgY++QSYPl3+n3KnVmKxaNEieHh4YP369cp9np6emo6JiIhIJ4QAvvlGjqFISQHKlwe2bgWaNtV1ZIZDra6QvXv3okGDBujbty+cnZ1Rt25drFmzJtdzkpKSEB8fr/IgIiLSN0+fAu+8A0yaJJOKnj2BCxeYVKhLrcTi77//xsqVK1GpUiX8/vvvGDt2LD788ENs3Lgxx3MCAwNhb2+vfHh4eBQ6aCIiIk06flxOy71vH2BuDixfDuzaBTg66joyw6MQQoj8FjYzM0ODBg1wOmOqMQAffvghwsPDERoamu05SUlJSEpKUm7Hx8fDw8MDcXFxsLOzK0ToREREhZOWBnz6qXykpwNVqsh1PmrX1nVk+ic+Ph729vZ5fn+rNcbC1dUV1atXV9lXrVo17Nq1K8dzzM3NYW5urs5liIiItO7+fcDfHzhxQm4PGwZ8/z1gba3TsAyeWl0hTZs2xc2bN1X2/fXXX6hQoYJGgyIiItKmffuAOnVkUmFjA2zeDKxfz6RCE9RKLCZNmoQzZ87g888/x61bt7B161asXr0a48eP11Z8REREGpOUJAdn+vkBz54B9eoB58/LlgvSDLUSi4YNG2L37t3Ytm0batasiU8//RTLli2DP38iRESk5yIjgSZNgGXL5PbEiXJ10kqVdBlV8aPW4E1NyO/gDyIiIk3ZsgUYOxZ48QJwcgI2bAC6ddN1VIZFK4M3iYiIDEliIvD++zKRAIAWLWSS4e6u07CKNa5uSkRExdKlS0D9+jKpMDIC5s8HjhxhUqFtbLEgIqJiRQi5vPmUKXKwppubnJa7ZUtdR1YyMLEgIqJi459/gFGjgN275Xa3bvI20tKldRtXScKuECIiKhZOnQLq1pVJhampvPtj714mFUWNiQURERm0tDTg889lV0d0NPDWW0BoKDBhAqBQ6Dq6koddIUREZLBiYoAhQ4DDh+W2vz+wciVga6vbuEoytlgQEZFBOnBALhZ2+DBgZSXHUmzaxKRC15hYEBGRQUlOBj76COjcGXjyBPDxASIi5CJi7PrQPXaFEBGRwfj7b2DgQODsWbk9fjzw1VeAhYVu46L/MLEgIiKDsGMHMHo0EB8PODgA69YBPXvqOirKjF0hRESk116+BMaMAfr3l0lFkybAxYtMKvQVEwsiItJb164BjRoBa9bI8ROzZwPHjwMVKug6MsoJu0KIiEjvCAGsXSvnonj1CnBxATZvBtq21XVklBcmFkREpFfi4mTXx44dcrtjR2DjRsDZWbdxUf6wK4SIiPRGWJiclnvHDsDEBPjyS2D/fiYVhoQtFkREpHPp6cCSJcCsWUBqKuDpCQQFAY0b6zoyUhcTCyIi0qnYWCAgQM6kCQB9+wKrV8tbSsnwsCuEiIh05vBhOS33gQNykqvVq4Ht25lUGDImFkREVORSU4E5c4D27YFHj4AaNYDwcDkBFqflNmzsCiEiIq1JSwNCQuQqpK6uQPPmwIMHwKBBwKlTssyYMcDXX8uFxMjwMbEgIiKtCA6W81Dcv//fPicnOS/Fy5eAnZ2c+KpfP93FSJrHxIKIiDQuOBjo00dOdPWmZ8/kv2+9BRw8CHh5FX1spF0cY0FERBqVliZbKjInFW96/RooX77oYqKiw8SCiIg0KiREtfsjO/fvy3JU/DCxICIijYqJ0Ww5MixMLIiISKNSU/NXztVVu3GQbnDwJhERacy2bcC4cbmXUSgAd3d56ykVP2yxICKiQnv9Ghg7Vs5PkZgoJ7xSKLJOdpWxvWwZYGxc5GFSEWBiQUREhRIZCbz9NvDDDzJxmDsXuHgR+PlnoFw51bLu7nJ/r146CZWKALtCiIiowLZvB0aNAl68AMqUATZvBjp0kMd69QK6d8868yZbKoo3JhZERKS216+ByZOBlSvldosWcnyFm5tqOWNjoFWrIg+PdIhdIUREpJZbt4AmTf5LKmbPlquUZk4qqGRiiwUREeXbzp3AyJFAQgJQurTs+ujYUddRkT5hiwUREeUpKQl4/325YFhCAtCsGXDhApMKyoqJBRER5er2bdn1sXy53J4xAzh6VN7hQZQZu0KIiChHu3YBI0YA8fFyyfNNm4DOnXUdFekztlgQEVEWSUnAhx/Kpc/j44GmTeXcFEwqKC9MLIiISMXff8sxFN99J7enT2fXB+WfWonF/PnzoVAoVB4uLi7aio2IiIpYcDBQrx5w7hzg6Ajs2wd88QVgaqrryMhQqD3GokaNGvjjjz+U28acQo2IyOAlJwPTpgHffiu3fX3lrJoeHrqNiwyP2omFiYkJWymIiIqRqCigf38gPFxuT5sGfPYZWymoYNQeYxEZGQk3Nzd4eXlhwIAB+Pvvv3Mtn5SUhPj4eJUHERHphz17ZNdHeDhQqhSwdy/w5ZdMKqjg1EosGjdujI0bN+L333/HmjVr8OjRIzRp0gTPnj3L8ZzAwEDY29srHx5sVyMi0rnkZLnWR8+ewPPncnXSixcBPz9dR0aGTiGEEAU9OTExEd7e3vjoo48wefLkbMskJSUhKSlJuR0fHw8PDw/ExcXBzs6uoJcmIqICunNHdn2cPSu3p0wBPv8cMDPTaVik5+Lj42Fvb5/n93ehJsiytrZGrVq1EBkZmWMZc3NzmJubF+YyRESkIXv3AgEBspXCwQH46SfgnXd0HRUVJ4WaxyIpKQk3btyAq6urpuIhIiItSEkBpk4FuneXSUWjRnKtDyYVpGlqJRZTp07F8ePHERUVhbCwMPTp0wfx8fEICAjQVnxERFRI0dFAixbAkiVye9IkICQE8PTUaVhUTKnVFXL//n0MHDgQT58+RZkyZfD222/jzJkzqFChgrbiIyKiQti3Dxg6FPj3X9n1sX490KOHrqOi4kytxCIoKEhbcRARkQalpACzZgFffSW3GzaUE155eek2Lir+uLopEVExc++evOsjNFRuT5gg56bgXR9UFJhYEBEVI/v3A0OGAP/8A9jbA+vWAb166ToqKkm4uikRUTGQkgLMmAF07SqTivr1gfPnmVRQ0WOLBRGRgbt/HxgwADh1Sm5/8AGweDHAKYRIF5hYEBEZsN9+k10fz54BdnbAjz8CffroOioqydgVQkRkgFJTgZkzgS5dZFJRr57s+mBSQbrGFgsiIgPz4IHs+jh5Um6PHy8nv2LXB+kDJhZERAbk99+BwYOBp08BW1vZ9dG3r66jIvoPu0KIiAxAaiowezbQqZNMKurUkV0fTCpI37DFgohIzz18CAwcCJw4IbfHjQOWLgUsLHQbF1F2mFgQEemxgwdl18eTJ7LrY80aOasmkb5iVwgRkR5KSwPmzpVdH0+eALVrAxERTCpI/7HFgohIz8TEAIMGAceOye133wWWLWPXBxkGJhZERHrkjz8Af38gNhawsQFWr5bjK4gMBbtCiIj0QFoaMG8e0KGDTCp8fIBz55hUkOFhiwURkY49eiS7Po4eldtjxsiuD0tLnYZFVCBMLIiIdOjwYdn18fgxYG0N/PCD3CYyVOwKISLSgbQ0YMECoH17mVTUrCm7PphUkKFjiwURURF7/FgmEIcPy+2RI4FvvwWsrHQbF5EmMLEgIipCR4/K8RSPHslEYtUquew5UXHBrhAioiKQlgZ8+inQrp1MKmrUkF0fTCqouGGLBRGRlsXGymm5Dx2S28OHA99/z64PKp6YWBARadHx43IuipgYmUisWAEEBOg6KiLtYVcIEZEWpKcDn30GtGkjk4rq1YHwcCYVVPyxxYKISMOePJFdHwcPyu2AAGD5cjlPBVFxx8SCiEiDTpyQXR8PH8qZM1esAIYN03VUREWHXSFERBqQng4EBgKtW8ukompV4OxZJhVU8rDFgoiokJ48AYYOBQ4ckNtDhsiWChsb3cZFpAtMLIiICuHkSWDAAODBA8DCQo6lGD4cUCh0HRmRbrArhIioANLTgUWLgFatZFJRpYrs+hgxgkkFlWxssSAiUtPTp/JOj/375ba/v5yam10fREwsiIjUcuqU7Pq4f192fXz3nVxEjK0URBK7QoiI8iE9HfjyS6BlS5lUVK4MhIUBo0YxqSB6E1ssiIjy8OyZ7Pr49Ve5PXAg8MMPgK2tbuMi0kdMLIiIchEaCvTvD9y7B5ibA99+C4wezVYKopywK4SIKBtCAEuWAC1ayKSiUiXZ9TFmDJMKotywxYKIKJN//pEzZv7yi9zu3x9YvRqws9NpWEQGgYkFEdEbzpyRiUR0tOz6WLYMePddtlIQ5RcTCyIqkdLSgJAQuaS5qyvQrJkcPzF9OpCaCnh7Azt3AnXr6jpSIsNSqDEWgYGBUCgUmDhxoobCISLSvuBgwNNTLhg2aJD819YWmDJFJhV9+wLnzzOpICqIArdYhIeHY/Xq1fDx8dFkPEREWhUcDPTpIwdnvun1a/nv6NHyVlJ2fRAVTIFaLF68eAF/f3+sWbMGpUqV0nRMRERakZYGTJiQNal404EDcjIsIiqYAiUW48ePR9euXdGuXbs8yyYlJSE+Pl7lQUSkCyEhctbM3Ny7J8sRUcGo3RUSFBSE8+fPIzw8PF/lAwMDsWDBArUDIyLStJgYzZYjoqzUarG4d+8eJkyYgM2bN8PCwiJf58ycORNxcXHKx7179woUKBFRYQghlzXPD1dX7cZCVJwphMitt1HVnj170LNnTxgbGyv3paWlQaFQwMjICElJSSrHshMfHw97e3vExcXBjrPNEFERSEiQM2YGBeVeTqEA3N2BqCggj48yohInv9/fanWFtG3bFleuXFHZN3z4cFStWhXTp0/PM6kgIipqly/L20f/+gswMQH8/YGNG+WxN/+syrgLZNkyJhVEhaFWYmFra4uaNWuq7LO2toaTk1OW/UREuiQEsH49MH68vJXU3R3Yvh1o0gR45x15d8ibAznd3WVS0auXzkImKhY48yYRFTuJiTKh+Oknud2pE7BpE1C6tNzu1Qvo3l115s3mzdlSQaQJhU4sjh07poEwiIg048YN2fVx7RpgZAQsXCin6TbKNFTd2Bho1UonIRIVa2yxIKJiY/NmYOxY2WLh4gJs28bkgaioFWqtECIiffDqlbzrY8gQmVS0aQNcvMikgkgXmFgQkUGLjAR8fYE1a+SdHfPmAQcPAmXL6joyopKJXSFEZLB27gRGjpTzVJQpA2zZArRvr+uoiEo2tlgQkcFJSgI+/BDo108mFc2aARcuMKkg0gdMLIjIoERFyVtDv/tObk+fDhw9CpQrp9u4iEhiVwgRGYy9e4GAAOD5c6BUKTmDZrduuo6KiN7EFgsi0nspKcC0aXJSq+fPgcaNZdcHkwoi/cMWCyLSa/fvA/37A6dPy+2JE4FFiwAzM52GRUQ5YGJBRHrrwAFg8GDg2TPAzk6u/cG1PIj0G7tCiEjvpKYCc+YAnTvLpKJuXeD8eSYVRIaALRZEpFdiYoBBg4CMZYjGjQOWLgUsLHQaFhHlExMLItIbR47IpOLxY8DGRs6mOWCArqMiInWwK4SIdC4tDfj0UznB1ePHQK1awLlzTCqIDBFbLIhIp2Jj5QDNQ4fk9ogRcvIrKyvdxkVEBcPEgoh0JiREtko8fAhYWgIrVgDDhuk6KiIqDHaFEFGRS08HvvwSaN1aJhVVqwJnzzKpICoO2GJBREXq2TM5Lfevv8rtQYOAH36QgzWJyPAxsSCiIhMWJlckjY4GzM2Bb78FRo8GFApdR0ZEmsKuECLSOiGAb76Rq5JGRwPe3kBoKDBmDJMKouKGLRZEpFVxcfJOj+Bgud27N/Djj4C9vW7jIiLtYIsFEWnN+fNAvXoyqTA1lV0fO3cyqSAqzthiQUSFkpYmbxuNiQFcXWV3h5GRHJA5YQKQnAxUqADs2AE0aqTraIlI25hYEFGBBQfL5OH+/f/2ubkBFSsCJ0/KbT8/YMMGwNFRJyESURFjYkFEBRIcDPTpIwdmvunhQ/kwMgIWLQKmTOEATaKShGMsiEhtaWmypSJzUvGm0qWBSZOYVBCVNEwsiEhtISGq3R/ZiY2V5YioZGFiQURqi4nRbDkiKj6YWBCR2pyd81fO1VW7cRCR/uHgTSJSy927wLx5uZdRKAB3d3nrKRGVLGyxIKJ8CwoCatcGTp0CLCzkvsyDMzO2ly0DjI2LNDwi0gNMLIgoTwkJckXSgQPlFN2NGwNXrwK7dgHlyqmWdXcHfv4Z6NVLN7ESkW6xK4SIchUWJpc2//tvOTfFrFnAxx/LKbq9vYHu3bPOvMmWCqKSi4kFEWUrLQ0IDATmz5f/L18e2Lw567gJY2OgVStdREhE+oiJBRFlcfcuMGTIf/NQ9O8PrFoFODjoNCwiMgAcY0FEKjIGaIaEADY2wE8/Adu2MakgovxhiwURAZADND/4QCYSgByguWWLHEdBRJRfbLEgIoSFAXXqyKTCyAiYM0e2WDCpICJ1scWCqATL7wBNIqL8YmJBVEJFRwODB3OAJhFpllpdIStXroSPjw/s7OxgZ2cHX19f/Pbbb9qKjYi0ZPt2wMfnvwGaGzZwgCYRaYZaiYW7uzu++OILnDt3DufOnUObNm3QvXt3XLt2TVvxEZEGJSQAw4YBAwb8N4PmxYtyVs3MU3MTERWEQgghCvMEjo6OWLx4MUaOHJmv8vHx8bC3t0dcXBzs7OwKc2kiUkNYGODvD9y+LZOIWbPkYmKmprqOjIgMQX6/vws8xiItLQ07d+5EYmIifH19cyyXlJSEpKQklcCIqOikpQFffCGTiIwBmps2AS1a6DoyIiqO1E4srly5Al9fX7x+/Ro2NjbYvXs3qlevnmP5wMBALFiwoFBBElHBcIAmERU1tbtCkpOTER0djefPn2PXrl1Yu3Ytjh8/nmNykV2LhYeHB7tCiLRs+3bg3XflWAobG+D774GhQzmWgogKJr9dIYUeY9GuXTt4e3vjhx9+0GhgRFQwmWfQbNRIzqD51lu6jYuIDFt+v78LPfOmEEKlRYKIdCcsDKhbVyYVCgUwezZw8iSTCiIqOmqNsZg1axY6d+4MDw8PJCQkICgoCMeOHcOBAwe0FR8R5UPmAZoeHnIGTQ7QJKKiplZi8fjxYwwZMgQxMTGwt7eHj48PDhw4gPbt22srPiLKQ3S0XOL8xAm53a+fHKBZqpRu4yKikkmtxOLHH3/UVhxEVAA7dsgBms+fc4AmEekHrhVCZIA4QJOI9BWXTScyMGfPcoAmEekvtlgQGQgO0CQiQ8DEgsgAcIAmERkKJhZEeiQtTU6/HRMDuLoCzZsDu3ZxgCYRGQ4mFkR6IjgYmDABuH//v31WVsDLl/L/HKBJRIaAiQWRHggOBvr0ATJPsJ+RVPTuDWzbxiXOiUj/8a4QIh1LS5MtFbmt2nP2LGDE31YiMgD8qCLSsZAQ1e6P7Ny799/S50RE+oyJBZGOxcRothwRkS4xsSDSsRs38lfO1VW7cRARaQIHbxLpSGoqMGMGsGRJ7uUUCsDdXd56SkSk79hiQaQDsbFA+/b/JRU9esgEIvPcFBnby5YBxsZFGSERUcEwsSAqYmfPAvXrA8eOyQmvfv4Z2L1b/luunGpZd3e5v1cvnYRKRKQ2doUQFaG1a4Hx44HkZKByZZlQVK8uj/XqBXTvnnXmTbZUEJEhYWJBVASSkuQy52vWyO3u3eXqpPb2quWMjYFWrYo8PCIijWFXCJGW3b8vVyBds0aOmfjsMznTZuakgoioOGCLBZEWHTsmVyJ98kSuRLptG9Cxo66jIiLSHrZYEGmBEMDXXwPt2smkonZt4Nw5JhVEVPwxsSDSsMREYNAgYPJkuQ7I4MHA6dNAxYq6joyISPvYFUKkQbduAT17AlevAiYmwNKlwPvvZ52fgoiouGJiQaQhv/4K+PsDcXFA2bLAzp2cLZOISh52hRAVUno6sGAB4OcnkwpfX+D8eSYVRFQyscWCqBCePweGDAH27ZPb48bJ6bfNzHQZFRGR7jCxICqgq1fleIpbtwBzc2DVKmDYMF1HRUSkW0wsiApg+3ZgxAjg5UugfHk54VX9+rqOiohI9zjGgkgNqanA1KnAgAEyqWjbFoiIYFJBRJSBiQVRPsXGAh06/LfU+fTpwIEDQOnSuo2LiEifsCuEKB/OngV695brftjYAOvXA3366DoqIiL9wxYLojz8+KO8dfT+fbnUeVgYkwoiopwwsSDKQVIS8O67wKhRQHKyXOr87FmgenVdR0ZEpL+YWBBlI2Op89Wr5XTcCxdyqXMiovzgGAuiTI4dA/r3l4M1S5UCtm4FOnXSdVRERIaBLRZE/+/Npc5jY/9b6pxJBRFR/jGxIIJc6tzf/7+lzv39udQ5EVFBsCuESrzbt+XU3FeucKlzIqLCYmJBJdr+/bJ14vlzLnVORKQJ7AqhEik9HfjkE6BbN5lUcKlzIiLNYIsFlThc6pyISHvUarEIDAxEw4YNYWtrC2dnZ/To0QM3b97UVmxEhZKWJm8d3bZN/puWJpc6b9RIJhXm5sC6dcCKFUwqiIg0Ra0Wi+PHj2P8+PFo2LAhUlNTMXv2bHTo0AHXr1+HtbW1tmIkUltwMDBhgpzoKoOjo7z7IymJS50TEWmLQgghCnrykydP4OzsjOPHj6NFixb5Oic+Ph729vaIi4uDnZ1dQS9NlKPgYLmWR07v7Fq1gCNHuCopEZE68vv9XagxFnFxcQAAR0fHHMskJSUhKSlJJTAibUlLky0VuaXL//4rZ9QkIiLNK/BdIUIITJ48Gc2aNUPNmjVzLBcYGAh7e3vlw8PDo6CXJMpTSIhq90d27t+X5YiISPMKnFi8//77uHz5MrZt25ZruZkzZyIuLk75uHfvXkEvSZSnmBjNliMiIvUUqCvkgw8+wN69e3HixAm4u7vnWtbc3Bzm5uYFCo5IXcbG+Svn6qrdOIiISiq1EgshBD744APs3r0bx44dg5eXl7biIlLbrl3Au+/mXkahANzdOREWEZG2qNUVMn78eGzevBlbt26Fra0tHj16hEePHuHVq1faio8oT4mJwJgx8k6Q588Bb2+ZQGRe6yNje9my/LdsEBGRetRKLFauXIm4uDi0atUKrq6uysf27du1FR9Rri5ckHNRrFkjE4eZM4EbN4CffwbKlVMt6+4u9/fqpZtYiYhKArW7Qoj0QXq6bHmYMQNISQHc3IBNm4A2beTxXr2A7t3l3R8xMXJMRfPmbKkgItI2rhVCBufRIyAgADh4UG736AGsXQs4OamWMzYGWrUq6uiIiEo2rm5KBmX/fsDHRyYVlpbAqlVyps3MSQUREekGWyzIILx+DUyfDnz7rdz28ZGLi1Wvrtu4iIhIFVssSO9duyZXJM1IKiZOBMLCmFQQEekjtliQ3hJCdnVMnixbLMqUATZsALp00XVkRESUEyYWpJeePgVGjQL+9z+53bGjTCpcXHQaFhER5YFdIaR3jhwBateWSYWZGfD113LQJpMKIiL9x8SC9EZyspyXol074OFDoGpV4MwZOabCiO9UIiKDwK4Q0guRkcCgQcC5c3J7zBhg6VLA2lq3cRERkXr4dyDplBDATz8BdevKpKJUKbmY2A8/MKkgIjJEbLEgnXn+HBg3DggKktstW8ppuT08dBoWEREVAlssSCdOnwbq1JFJhbEx8NlnwOHDTCqIiAwdWyyoSKWmAp9/DixYIBcSq1gR2LoVaNxY15EREZEmMLGgInP3LjB4MHDypNweMgT4/nvAzk63cRERkeawK4SKxI4dcm6KkycBW1tg82Zg40YmFURExQ1bLEirXrwAPvwQWL9ebjduLLs+KlbUbVxERKQdbLEgrYmIAOrVk0mFQgHMmQOEhDCpICIqzthiQRqXng4sWQLMng2kpADu7rLro2VLXUdGRETaxsSCNOrhQ2DoUHnrKAD07g2sXg04Ouo2LiIiKhrsCiGN2bsX8PGRSYWVFbBmDbBzJ5MKIqKShC0WVGivXgFTpwIrVsjtOnWAbdvkImJERFSysMWCCuXKFaBhw/+SiilT5IqkTCqIiEomtlhQntLS5N0cMTGAqyvQvLlcxnz5ctlSkZQElC0rFxPr2FHX0RIRkS4xsaBcBQcDEyYA9+//t8/NTSYYERFyu0sXeUups7NuYiQiIv3BxIJyFBwM9OkjlzZ/08OH8mFiAixdCrz/vpyngoiIiGMsKFtpabKlInNS8SYnJ+C995hUEBHRf5hYULZCQlS7P7Lz+LEsR0RElIGJBWUrJkaz5YiIqGRgYkHZKlMmf+VcXbUbBxERGRYO3qQsHjwA5s3LvYxCIdcAad68aGIiIiLDwBYLUnHokJw58/RpwNJS7ss8ODNje9kywNi4KKMjIiJ9x8SCAMi7QObPlxNcPX0qk4vLl4Fdu4By5VTLursDP/8M9Oqli0iJiEifsSuEEBsL+PsDf/wht8eMka0RlpbAW28B3btnnXmTLRVERJQdJhYlXEgIMGCAnPDKygr44Qdg8GDVMsbGQKtWOgmPiIgMDLtCSighgC+/BFq3lklFtWpAeHjWpIKIiEgdbLEogf79FwgIAH75RW77+wOrVgE2NrqNi4iIDB8TixImPBzo1w+4cwcwMwO+/VaOqeC03EREpAnsCikhhJDLnDdrJpOKihWB0FDg3XeZVBARkeawxaIESEiQrRJBQXK7Z09g3TrAwUGnYRERUTGkdovFiRMn4OfnBzc3NygUCuzZs0cLYZGmXLkCNGggkwoTE2DJEjk3BZMKIiLSBrUTi8TERNSuXRvff/+9NuIhDdqwAWjcGPjrLzmp1fHjwOTJ7PogIiLtUbsrpHPnzujcubM2YiENefkS+OAD2d0ByNk0N28GSpfWbVxERFT8cfBmMfPXX8Dbb8ukwsgI+PRTYP9+JhVERFQ0tD54MykpCUlJScrt+Ph4bV+yxNq5Exg5Ug7WdHYGtm0D2rTRdVRERFSSaL3FIjAwEPb29sqHh4eHti9Z4iQlya6Pfv1kUtGiBXDxIpMKIiIqelpPLGbOnIm4uDjl4969e9q+ZIly965cFCxjLO2MGcDhw3KxMCIioqKm9a4Qc3NzmJuba/syJdK+fcDQoXKK7lKlgE2bgK5ddR0VERGVZGonFi9evMCtW7eU21FRUbh48SIcHR1Rvnx5jQZH2UtNBebMARYtktuNGgE7dgAVKug2LiIiIrUTi3PnzqF169bK7cmTJwMAAgICsGHDBo0FRtl7+FAucx4SIrc/+AD46iu57gcREZGuqZ1YtGrVCkIIbcRCeTh8GBg0CIiNBWxtgR9/BPr21XVURERE/+E8FgYgPV3OR9G+vUwqfHyAc+eYVBARkf7hImR67skTYPBg4OBBuT1yJPDdd4ClpW7jIiIiyg4TCz12+rScm+LBA5lIrFwJBAToOioiIqKcsStEDwkBLF0KtGwpk4oqVYCwMCYVRESk/9hioWeePweGDwcyVqMfMABYvVoO1iQiItJ3TCz0SESEHJAZFSVvH122DBg7lsucExGR4WBioQeEAH74AZgwAUhOBjw95YJiDRroOjIiIiL1cIyFjr14Ie/6GDdOJhXvvAOcP8+kgoiIDBMTCx26dg1o2BDYuhUwNgYWL5ZjK0qV0nVkREREBcOuEB3ZtEmOn3j5EnBzA7ZvB5o103VUREREhcMWiyL26hUwZoxclfTlS6BdO+DCBSYVRERUPDCxKEK3bgFNmgBr1sg7PebPBw4cAJyddR0ZERGRZrArpIjs2iXnp0hIAMqUAbZskWt/EBERFSdssdCy5GRg4kSgTx+ZVDRrJrs+mFQQEVFxxMRCi6KjgRYtgG++kdvTpgFHjgDlyuk2LiIiIm1hV4iW/PabnJ/in38ABwfgp5/kHBVERETFGVssNCw1FZg9G+jSRSYVDRrICa+YVBARUUnAFgsNevQIGDgQOHZMbr/3nlyl1Nxcp2EREREVGSYWGnLsmFyJ9PFjwMZG3lI6YICuoyIiIipa7AoppPR04PPPgbZtZVJRsyZw7hyTCiIiKpnYYpFPaWlASAgQEwO4ugLNmwPPnwNDhsiBmgAwbBiwfDlgZaXLSImIiHSHiUU+BAfLJc3v3/9vn7OzTDaePQMsLGRCMWKE7mIkIiLSB0ws8hAcLCe3EkJ1f2ys/NfVVU7L7eNT9LERERHpG46xyEVammypyJxUvMnICKhRo+hiIiIi0mdMLHIREqLa/ZGdBw9kOSIiImJikauYGM2WIyIiKu6YWOQiOTl/5VxdtRsHERGRoeDgTWS9lbRpU3mXx/TpuZ+nUADu7vLWUyIiImJike2tpObmQFKS/H+dOsClS/L/bw7iVCjkv8uWAcbGRREpERGR/ivRXSEZt5JmHqCZkVSMGSMXEPv556xLnbu7y/29ehVNrERERIZAIURuN1NqXnx8POzt7REXFwc7O7uivLSKtDTA0zPnuz4yujmiomSLRHYzb7KlgoiISor8fn+X2K6QvG4lFQK4d0+Wa9VKJhGtWhVVdERERIapxHaF3LyZv3K8lZSIiCj/inWLRU7dF7t25X3HRwbeSkpERJR/xTaxyO5uDzc3wMsLOHVKbpuYAKmp2Z/PW0mJiIjUVywTi5wWDnv4UD4UCmDmTLlw2MCB8hhvJSUiIiq8YpVYpKUBx44Bo0fnvnCYszPwyScyaTA1zdqy4e4ukwreSkpERKSeYnO7aXZdH7k5evS/uzx4KykREVHuStTtpj//DPTtq945b97twVtJiYiINMPgbzfduRMYMED983i3BxERkeYVKLFYsWIFvLy8YGFhgfr16yMkJETTceVLcDDQr5/sysgvhQLw8ODdHkRERNqgdmKxfft2TJw4EbNnz8aFCxfQvHlzdO7cGdHR0dqIL0dpaXJMhTp4twcREZF2qZ1YLF26FCNHjsSoUaNQrVo1LFu2DB4eHli5cqU24stRXlNyZ4cLhxEREWmXWoM3k5OTERERgRkzZqjs79ChA06fPp3tOUlJSUjKWC4UclSpJqgz1bajI7Bjx39rfhAREZF2qNVi8fTpU6SlpaFs2bIq+8uWLYtHjx5le05gYCDs7e2VDw8Pj4JH+wZ1Bl+uWQO0bcukgoiISNsKNHhTkTFY4f8JIbLsyzBz5kzExcUpH/fu3SvIJbNo3lx2beRwWQAykdi5k10fRERERUWtxKJ06dIwNjbO0joRGxubpRUjg7m5Oezs7FQemmBsDHzzjfx/TsnFtm1yam8iIiIqGmolFmZmZqhfvz4OHTqksv/QoUNo0qSJRgPLj1695GDMcuVU93t4yBVM1Z00i4iIiApH7Zk3J0+ejCFDhqBBgwbw9fXF6tWrER0djbFjx2ojvjz16gV0784puYmIiPSB2olF//798ezZM3zyySeIiYlBzZo1sX//flSoUEEb8eULp+QmIiLSD8VmETIiIiLSnvx+fxv8WiFERESkP5hYEBERkcYwsSAiIiKNYWJBREREGsPEgoiIiDSGiQURERFpDBMLIiIi0hgmFkRERKQxas+8WVgZ83HFx8cX9aWJiIiogDK+t/OaV7PIE4uEhAQAgIeHR1FfmoiIiAopISEB9vb2OR4v8im909PT8fDhQ9ja2kKR03rn+RQfHw8PDw/cu3fPoKYHN8S4DTFmwDDjZsxFxxDjZsxFxxDj1mbMQggkJCTAzc0NRkY5j6Qo8hYLIyMjuLu7a/Q57ezsDOaH/iZDjNsQYwYMM27GXHQMMW7GXHQMMW5txZxbS0UGDt4kIiIijWFiQURERBpj0ImFubk55s2bB3Nzc12HohZDjNsQYwYMM27GXHQMMW7GXHQMMW59iLnIB28SERFR8WXQLRZERESkX5hYEBERkcYwsSAiIiKNYWJBREREGmPQicWKFSvg5eUFCwsL1K9fHyEhIboOSWn+/PlQKBQqDxcXF+VxIQTmz58PNzc3WFpaolWrVrh27VqRxnjixAn4+fnBzc0NCoUCe/bsUTmenxiTkpLwwQcfoHTp0rC2tsY777yD+/fv6zTuYcOGZan7t99+W6dxBwYGomHDhrC1tYWzszN69OiBmzdvqpTRt/rOT8z6VtcrV66Ej4+PcnIgX19f/Pbbb8rj+lbH+Y1b3+o5O4GBgVAoFJg4caJyn77Wd24x62Nda+L7pEhjFgYqKChImJqaijVr1ojr16+LCRMmCGtra3H37l1dhyaEEGLevHmiRo0aIiYmRvmIjY1VHv/iiy+Era2t2LVrl7hy5Yro37+/cHV1FfHx8UUW4/79+8Xs2bPFrl27BACxe/duleP5iXHs2LGiXLly4tChQ+L8+fOidevWonbt2iI1NVVncQcEBIhOnTqp1P2zZ89UyhR13B07dhTr168XV69eFRcvXhRdu3YV5cuXFy9evFCW0bf6zk/M+lbXe/fuFb/++qu4efOmuHnzppg1a5YwNTUVV69eFULoXx3nN259q+fMzp49Kzw9PYWPj4+YMGGCcr++1nduMetjXWvi+6QoYzbYxKJRo0Zi7NixKvuqVq0qZsyYoaOIVM2bN0/Url0722Pp6enCxcVFfPHFF8p9r1+/Fvb29mLVqlVFFKGqzF/Q+Ynx+fPnwtTUVAQFBSnLPHjwQBgZGYkDBw7oJG4h5AdD9+7dczxHH+KOjY0VAMTx48eFEIZR35ljFsIw6rpUqVJi7dq1BlHH2cUthH7Xc0JCgqhUqZI4dOiQaNmypfJLWp/rO6eYhdDPui7s90lRx2yQXSHJycmIiIhAhw4dVPZ36NABp0+f1lFUWUVGRsLNzQ1eXl4YMGAA/v77bwBAVFQUHj16pBK/ubk5WrZsqTfx5yfGiIgIpKSkqJRxc3NDzZo1df46jh07BmdnZ1SuXBmjR49GbGys8pg+xB0XFwcAcHR0BGAY9Z055gz6WtdpaWkICgpCYmIifH19DaKOs4s7g77W8/jx49G1a1e0a9dOZb8+13dOMWfQx7ouzPdJUcdc5IuQacLTp0+RlpaGsmXLquwvW7YsHj16pKOoVDVu3BgbN25E5cqV8fjxYyxcuBBNmjTBtWvXlDFmF//du3d1EW4W+Ynx0aNHMDMzQ6lSpbKU0eXPoXPnzujbty8qVKiAqKgozJ07F23atEFERATMzc11HrcQApMnT0azZs1Qs2ZNAPpf39nFDOhnXV+5cgW+vr54/fo1bGxssHv3blSvXl35AaqvdZxT3IB+1jMABAUF4fz58wgPD89yTF/f07nFDOhnXRf2+6SoYzbIxCJD5mXXhRCFXopdUzp37qz8f61ateDr6wtvb2/89NNPyoFA+hx/hoLEqOvX0b9/f+X/a9asiQYNGqBChQr49ddf0atXrxzPK6q433//fVy+fBknT57Mckxf6zunmPWxrqtUqYKLFy/i+fPn2LVrFwICAnD8+HHlcX2t45zirl69ul7W87179zBhwgQcPHgQFhYWOZbTp/rOT8z6WNfa+j7RVswG2RVSunRpGBsbZ8m0YmNjs2Rt+sLa2hq1atVCZGSkcjSvPsefnxhdXFyQnJyMf//9N8cy+sDV1RUVKlRAZGQkAN3G/cEHH2Dv3r04evQo3N3dlfv1ub5zijk7+lDXZmZmeOutt9CgQQMEBgaidu3a+Oabb/S6jnOLOzv6UM8RERGIjY1F/fr1YWJiAhMTExw/fhzffvstTExMlNfVp/rOK+a0tLQs5+hDXWem7vdJUcdskImFmZkZ6tevj0OHDqnsP3ToEJo0aaKjqHKXlJSEGzduwNXVFV5eXnBxcVGJPzk5GcePH9eb+PMTY/369WFqaqpSJiYmBlevXtWb1wEAz549w7179+Dq6gpAN3ELIfD+++8jODgYR44cgZeXl8pxfazvvGLOjj7UdWZCCCQlJellHecn7uzoQz23bdsWV65cwcWLF5WPBg0awN/fHxcvXkTFihX1rr7zitnY2DjLOfpQ15mp+31S5DFrfDhoEcm43fTHH38U169fFxMnThTW1tbizp07ug5NCCHElClTxLFjx8Tff/8tzpw5I7p16yZsbW2V8X3xxRfC3t5eBAcHiytXroiBAwcW+e2mCQkJ4sKFC+LChQsCgFi6dKm4cOGC8pbd/MQ4duxY4e7uLv744w9x/vx50aZNG63fKpZb3AkJCWLKlCni9OnTIioqShw9elT4+vqKcuXK6TTucePGCXt7e3Hs2DGVW8ZevnypLKNv9Z1XzPpY1zNnzhQnTpwQUVFR4vLly2LWrFnCyMhIHDx4UAihf3Wcn7j1sZ5zkvkOC32t75xi1te61sT3SVHGbLCJhRBCLF++XFSoUEGYmZmJevXqqdwGp2sZ9xGbmpoKNzc30atXL3Ht2jXl8fT0dDFv3jzh4uIizM3NRYsWLcSVK1eKNMajR48KAFkeAQEB+Y7x1atX4v333xeOjo7C0tJSdOvWTURHR+ss7pcvX4oOHTqIMmXKCFNTU1G+fHkREBCQJaaijju7eAGI9evXK8voW33nFbM+1vWIESOUnwllypQRbdu2VSYVQuhfHecnbn2s55xkTiz0tb5zillf61oT3ydFGTOXTSciIiKNMcgxFkRERKSfmFgQERGRxjCxICIiIo1hYkFEREQaw8SCiIiINIaJBREREWkMEwsiIiLSGCYWRKR1GzZsgIODg67DIKIiwMSCiIiINIaJBVEJkJycrOsQiKiEYGJBZIASEhLg7+8Pa2truLq64uuvv0arVq0wceJEAICnpycWLlyIYcOGwd7eHqNHjwYA7Nq1CzVq1IC5uTk8PT2xZMkSledVKBTYs2ePyj4HBwds2LABAHDnzh0oFAoEBwejdevWsLKyQu3atREaGqpyzoYNG1C+fHlYWVmhZ8+eePbsmcrxS5cuoXXr1rC1tYWdnR3q16+Pc+fOKY+fOnUKLVu2hJWVFUqVKoWOHTsql3w+cOAAmjVrBgcHBzg5OaFbt264ffu28tz8xkhE2sHEgsgATZ48GadOncLevXtx6NAhhISE4Pz58yplFi9ejJo1ayIiIgJz585FREQE+vXrhwEDBuDKlSuYP38+5s6dq0wa1DF79mxMnToVFy9eROXKlTFw4ECkpqYCAMLCwjBixAi89957uHjxIlq3bo2FCxeqnO/v7w93d3eEh4cjIiICM2bMgKmpKQDg4sWLaNu2LWrUqIHQ0FCcPHkSfn5+SEtLAwAkJiZi8uTJCA8Px+HDh2FkZISePXsiPT093zESkRZpZWkzItKa+Ph4YWpqKnbu3Knc9/z5c2FlZaVcpbFChQqiR48eKucNGjRItG/fXmXftGnTRPXq1ZXbAMTu3btVytjb2ytXNI2KihIAxNq1a5XHr127JgCIGzduCCGEGDhwoOjUqZPKc/Tv31/Y29srt21tbcWGDRuyfX0DBw4UTZs2zbkCMomNjRUAlKs55idGItIetlgQGZi///4bKSkpaNSokXKfvb09qlSpolKuQYMGKts3btxA06ZNVfY1bdoUkZGRytaA/PLx8VH+39XVFQAQGxurvI6vr69K+czbkydPxqhRo9CuXTt88cUXKl0ZGS0WObl9+zYGDRqEihUrws7ODl5eXgCA6OjofMdIRNrDxILIwAghAMjxENntz2BtbZ3leF7nKBSKLPtSUlKyxJDRbfFmHBldEZnPz878+fNx7do1dO3aFUeOHEH16tWxe/duAIClpWWu5/r5+eHZs2dYs2YNwsLCEBYWBiDrANXcYiQi7WFiQWRgvL29YWpqirNnzyr3xcfHIzIyMtfzqlevjpMnT6rsO336NCpXrgxjY2MAQJkyZRATE6M8HhkZiZcvX6oVX/Xq1XHmzBmVfZm3AaBy5cqYNGkSDh48iF69emH9+vUAZEvD4cOHs33uZ8+e4caNG5gzZw7atm2LatWqKQd1EpF+MNF1AESkHltbWwQEBGDatGlwdHSEs7Mz5s2bByMjoywtEm+aMmUKGjZsiE8//RT9+/dHaGgovv/+e6xYsUJZpk2bNvj+++/x9ttvIz09HdOnT1f5yz8/PvzwQzRp0gRffvklevTogYMHD+LAgQPK469evcK0adPQp08feHl54f79+wgPD0fv3r0BADNnzkStWrXw3nvvYezYsTAzM8PRo0fRt29fODo6wsnJCatXr4arqyuio6MxY8YMNWuQiLSJLRZEBmjp0qXw9fVFt27d0K5dOzRt2hTVqlWDhYVFjufUq1cPO3bsQFBQEGrWrImPP/4Yn3zyCYYNG6Yss2TJEnh4eKBFixYYNGgQpk6dCisrK7Vie/vtt7F27Vp89913qFOnDg4ePIg5c+YojxsbG+PZs2cYOnQoKleujH79+qFz585YsGABANmScfDgQVy6dAmNGjWCr68v/ve//8HExARGRkYICgpCREQEatasiUmTJmHx4sXqVR4RaZVC5KdDlIj0WmJiIsqVK4clS5Zg5MiRug6HiEowdoUQGaALFy7gzz//RKNGjRAXF4dPPvkEANC9e3cdR0ZEJR0TCyID9dVXX+HmzZswMzND/fr1ERISgtKlS+s6LCIq4dgVQkRERBrDwZtERESkMUwsiIiISGOYWBAREZHGMLEgIiIijWFiQURERBrDxIKIiIg0hokFERERaQwTCyIiItIYJhZERESkMf8HXyH+VWRHfpMAAAAASUVORK5CYII=", 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", 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" ] @@ -1073,7 +2871,7 @@ "source": [ "df1 = pd.DataFrame({\n", " 'groundscan': sensorsgroundvalues,\n", - " 'average': resultsbysensor.values()\n", + " 'average': resultsdict.values()\n", "})\n", "\n", "df1.plot(x='groundscan', y='average', marker='o', color='blue')\n", diff --git a/docs/development/fixed-tilt-test-150.ipynb b/docs/development/fixed-tilt-test-150.ipynb new file mode 100644 index 00000000..b10a8d53 --- /dev/null +++ b/docs/development/fixed-tilt-test-150.ipynb @@ -0,0 +1,468 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5e8ab57e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Your simulation will be stored in Simulations/fixedtilt\n" + ] + } + ], + "source": [ + "import os\n", + "from pathlib import Path\n", + "\n", + "testfolder = 'Simulations/fixedtilt'\n", + "\n", + "if not os.path.exists(testfolder):\n", + " os.makedirs(testfolder)\n", + " \n", + "print (\"Your simulation will be stored in %s\" % testfolder)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ea7bf497", + "metadata": {}, + "outputs": [], + "source": [ + "import bifacial_radiance as br\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6cd9aac2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Working on a Darwin 21.6.0\n", + "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", + "Pandas version 2.0.3\n", + "bifacial_radiance version 0.4.2+179.g317ccac.dirty\n", + "pyplot 3.7.2\n" + ] + } + ], + "source": [ + "# This information helps with debugging and getting support :)\n", + "import sys, platform\n", + "print(\"Working on a \", platform.system(), platform.release())\n", + "print(\"Python version \", sys.version)\n", + "print(\"Pandas version \", pd.__version__)\n", + "print(\"bifacial_radiance version \", br.__version__)\n", + "print(\"pyplot \", plt.matplotlib.__version__)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "1a4ddbc7", + "metadata": {}, + "outputs": [], + "source": [ + "simulationname = 'fixedtilt-groundscan'\n", + "\n", + "# Location:\n", + "lat = 39.7555\n", + "lon = -105.2211\n", + "\n", + "# Scene Parameters:\n", + "azimuth_ang=90\n", + "tilt=10\n", + "\n", + "# MakeModule Parameters\n", + "moduletype='PVmod'\n", + "numpanels=1\n", + "module_x = 2 # m\n", + "module_y = 1 # m. slope we will measure\n", + "sensorsy=2\n", + "sensorsground=5\n", + "\n", + "# SceneDict Parameters\n", + "pitch = 5.7\n", + "albedo = 0.2\n", + "azimuth = 150\n", + "clearance_height = 0.2\n", + "nMods = 20 \n", + "nRows = 3\n", + "\n", + "sceneDict = {'tilt':tilt,'pitch':pitch,'clearance_height':clearance_height,'azimuth':azimuth, 'nMods': nMods, 'nRows': nRows} " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a3668517", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "path = Simulations/fixedtilt\n", + "Loading albedo, 1 value(s), 0.200 avg\n", + "1 nonzero albedo values.\n", + "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", + " ... OK!\n" + ] + } + ], + "source": [ + "demo = br.RadianceObj(simulationname,path = testfolder)\n", + "demo.setGround(albedo)\n", + "epwfile = demo.getEPW(lat, lon)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "85fb6790", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Module Name: PVmod\n", + "Module PVmod updated in module.json\n", + "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", + "\n" + ] + } + ], + "source": [ + "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "612cd6a4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", + "Coercing year to 2021\n", + "Filtering dates\n", + "Saving file EPWs/metdata_temp.csv, # points: 8760\n", + "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" + ] + } + ], + "source": [ + "#Valid options: mm_dd, mm_dd_HH, mm_dd_HHMM, YYYY-mm-dd_HHMM\n", + "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-21_12', endtime='2021-06-21_13')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cca2cfaf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'skies/sky2_39.74_-105.18_2021-06-21_1200.rad'" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "demo.gendaylit(timeindex=0) " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "314937d1", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "scene = demo.makeScene(module,sceneDict)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e6d55790", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Created fixedtilt-groundscan.oct\n" + ] + } + ], + "source": [ + "octfile = demo.makeOct()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "90839226", + "metadata": {}, + "outputs": [], + "source": [ + "analysis = br.AnalysisObj(octfile, demo.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "13371727", + "metadata": {}, + "outputs": [], + "source": [ + "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "36739ced", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sensorsground: 2\n", + "Linescan in process: groundscan2_Front\n", + "Saved: results/irr_groundscan2.csv\n", + "{'Wm2': [17.12512, 16.71536], 'x': [0.0, 2.85], 'y': [0.0, -4.936345], 'z': [0.05, 0.05], 'r': [17.12512, 16.71536], 'g': [17.12512, 16.71536], 'b': [17.12512, 16.71536], 'mattype': ['groundplane', 'groundplane'], 'title': 'groundscan2_Front'}\n", + "\n", + "sensorsground: 3\n", + "Linescan in process: groundscan3_Front\n", + "Saved: results/irr_groundscan3.csv\n", + "{'Wm2': [15.975900000000001, 958.5631, 16.6551], 'x': [0.0, 1.425, 2.85], 'y': [0.0, -2.468172, -4.936345], 'z': [0.05, 0.05, 0.05], 'r': [15.9759, 958.5631, 16.6551], 'g': [15.9759, 958.5631, 16.6551], 'b': [15.9759, 958.5631, 16.6551], 'mattype': ['groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan3_Front'}\n", + "\n", + "sensorsground: 5\n", + "Linescan in process: groundscan5_Front\n", + "Saved: results/irr_groundscan5.csv\n", + "{'Wm2': [16.89621, 959.072, 958.9769, 959.054, 16.95116], 'x': [0.0, 0.7125, 1.425, 2.1375, 2.85], 'y': [0.0, -1.234086, -2.468172, -3.702259, -4.936345], 'z': [0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.89621, 959.072, 958.9769, 959.054, 16.95116], 'g': [16.89621, 959.072, 958.9769, 959.054, 16.95116], 'b': [16.89621, 959.072, 958.9769, 959.054, 16.95116], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan5_Front'}\n", + "\n", + "sensorsground: 10\n", + "Linescan in process: groundscan10_Front\n", + "Saved: results/irr_groundscan10.csv\n", + "{'Wm2': [16.474, 942.0571, 958.9264, 959.5243, 959.5679999999999, 958.7102, 957.5218, 951.8979, 897.3154, 16.4675], 'x': [0.0, 0.3166667, 0.6333333, 0.95, 1.266667, 1.583333, 1.9, 2.216667, 2.533333, 2.85], 'y': [0.0, -0.5484828, -1.096966, -1.645448, -2.193931, -2.742414, -3.290897, -3.839379, -4.387862, -4.936345], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.474, 942.0571, 958.9264, 959.5243, 959.568, 958.7102, 957.5218, 951.8979, 897.3154, 16.4675], 'g': [16.474, 942.0571, 958.9264, 959.5243, 959.568, 958.7102, 957.5218, 951.8979, 897.3154, 16.4675], 'b': [16.474, 942.0571, 958.9264, 959.5243, 959.568, 958.7102, 957.5218, 951.8979, 897.3154, 16.4675], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan10_Front'}\n", + "\n", + "sensorsground: 20\n", + "Linescan in process: groundscan20_Front\n", + "Saved: results/irr_groundscan20.csv\n", + "{'Wm2': [16.97959, 30.5344, 938.0542, 955.0621, 958.3738, 958.9995, 959.3361, 959.3354, 959.3347, 959.3615, 959.3372, 959.3129, 958.0656, 957.9109, 954.7111, 953.5667, 938.3982, 83.82362, 27.3929, 17.00408], 'x': [0.0, 0.15, 0.3, 0.45, 0.6, 0.75, 0.9, 1.05, 1.2, 1.35, 1.5, 1.65, 1.8, 1.95, 2.1, 2.25, 2.4, 2.55, 2.7, 2.85], 'y': [0.0, -0.2598076, -0.5196152, -0.7794229, -1.03923, -1.299038, -1.558846, -1.818653, -2.078461, -2.338269, -2.598076, -2.857884, -3.117691, -3.377499, -3.637307, -3.897114, -4.156922, -4.41673, -4.676537, -4.936345], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.97959, 30.5344, 938.0542, 955.0621, 958.3738, 958.9995, 959.3361, 959.3354, 959.3347, 959.3615, 959.3372, 959.3129, 958.0656, 957.9109, 954.7111, 953.5667, 938.3982, 83.82362, 27.3929, 17.00408], 'g': [16.97959, 30.5344, 938.0542, 955.0621, 958.3738, 958.9995, 959.3361, 959.3354, 959.3347, 959.3615, 959.3372, 959.3129, 958.0656, 957.9109, 954.7111, 953.5667, 938.3982, 83.82362, 27.3929, 17.00408], 'b': [16.97959, 30.5344, 938.0542, 955.0621, 958.3738, 958.9995, 959.3361, 959.3354, 959.3347, 959.3615, 959.3372, 959.3129, 958.0656, 957.9109, 954.7111, 953.5667, 938.3982, 83.82362, 27.3929, 17.00408], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan20_Front'}\n", + "\n", + "sensorsground: 30\n", + "Linescan in process: groundscan30_Front\n", + "Saved: results/irr_groundscan30.csv\n", + "{'Wm2': [16.64368, 20.68347, 56.43003000000001, 935.4531000000001, 952.0485, 956.5192000000001, 956.7313, 958.9362, 959.0679999999999, 959.1998, 959.2677, 959.2889, 959.3101, 959.3312, 958.6258000000001, 958.5768000000002, 958.5277, 958.4787, 958.4297, 958.3806, 958.3316, 958.2826, 953.0257, 951.8203, 943.6933, 928.2543, 81.03403, 36.57351, 20.52524, 16.41156], 'x': [0.0, 0.09827586, 0.1965517, 0.2948276, 0.3931034, 0.4913793, 0.5896552, 0.687931, 0.7862069, 0.8844828, 0.9827586, 1.081034, 1.17931, 1.277586, 1.375862, 1.474138, 1.572414, 1.67069, 1.768966, 1.867241, 1.965517, 2.063793, 2.162069, 2.260345, 2.358621, 2.456897, 2.555172, 2.653448, 2.751724, 2.85], 'y': [0.0, 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groundscan100_Front\n", + "Saved: results/irr_groundscan100.csv\n", + "{'Wm2': [16.2617, 16.27564, 17.39332, 18.66759, 23.601289999999995, 25.32896, 39.89589, 42.83518999999999, 896.6664, 903.4056, 933.2154, 942.8001, 947.1771, 950.3505, 953.5238, 954.0836, 954.3296, 954.5756, 954.8215999999999, 957.3848000000002, 957.4854, 957.5859, 957.6864, 957.7869, 957.8875000000002, 959.3840999999999, 959.3786999999999, 959.3732999999999, 959.3678999999998, 959.3624999999998, 959.3572, 959.3518, 959.3464, 959.341, 959.3356, 959.3303, 959.2734999999999, 959.2709, 959.2683000000001, 959.2657, 959.2632, 959.2606, 959.2580000000002, 959.2554, 959.2527999999999, 959.2502, 959.2476, 959.2451, 959.2425, 959.2399, 959.0445, 959.0372000000001, 959.0300000000001, 959.0227, 959.0153999999999, 959.0081999999999, 959.0009, 958.9937, 958.9864000000001, 958.9791, 958.9719, 958.9645999999999, 958.9573, 958.9501, 958.9428000000001, 957.3380000000001, 957.257, 957.1758, 957.0948, 957.0137, 956.9326, 956.8516, 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35.05269, 25.7603, 23.86265, 19.40704, 18.02329, 17.01242, 16.49546], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan100_Front'}\n", + "\n", + "sensorsground: 150\n", + "Linescan in process: groundscan150_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan150.csv\n", + "{'Wm2': [16.87264, 16.83549, 16.79833, 17.403, 18.21093, 19.01886, 23.024060000000002, 24.14967, 25.275269999999995, 39.88113, 41.80638, 43.73163, 896.0814, 900.6426, 905.2039, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan200_Front'}\n", + "\n", + "sensorsground: 250\n", + "Linescan in process: groundscan250_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan250.csv\n", + "{'Wm2': [16.67998, 16.69377, 16.70755, 16.72134, 17.31099, 17.68299, 18.05498, 18.42698, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan250_Front'}\n", + "\n", + "sensorsground: 300\n", + "Linescan in process: groundscan300_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan300.csv\n", + "{'Wm2': [16.61044, 16.63063, 16.65082, 16.67101, 16.6912, 17.66963, 18.05555, 18.44146, 18.82738, 19.21329, 20.46879, 20.96634, 21.4639, 21.96145, 22.459009999999996, 28.460529999999995, 29.15272, 29.84492, 30.53711, 31.2293, 51.57942, 52.83686, 54.09431, 858.2302, 859.4877, 904.1095, 906.5795000000002, 909.0495, 911.5195, 913.9894, 932.4384, 935.5956, 938.7529, 941.9101999999999, 945.0675, 945.0252, 946.3969000000001, 947.7684, 949.1401, 950.5117, 951.8833, 951.8989, 952.2842, 952.6694000000001, 953.0547, 953.4399, 953.8251999999999, 954.2104, 954.5957, 956.0512, 956.082, 956.1129, 956.1437, 956.1745, 956.2053, 956.2361, 956.2670000000002, 956.2977, 956.3286000000002, 956.3593999999999, 956.3902000000002, 956.4209999999999, 956.4518000000002, 956.4827, 956.5135, 958.7098, 958.7271999999999, 958.7446, 958.7620000000001, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan300_Front'}\n", + "\n", + "sensorsground: 400\n", + "Linescan in process: groundscan400_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan400.csv\n", + "{'Wm2': [16.58257, 16.60901, 16.63545, 16.66189, 16.68833, 16.71477, 17.55744, 17.82538, 18.09332, 18.36126, 18.62919, 18.89713, 19.16768, 19.51755, 19.86742, 20.21729, 20.56716, 20.91702, 24.9543, 25.40912, 25.86395, 26.31877, 26.7736, 27.22842, 38.76691, 39.47565, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan500_Front'}\n", + "\n" + ] + } + ], + "source": [ + "results = []\n", + "\n", + "for i, sensorsground in enumerate(sensorsgroundvalues):\n", + " wm2 = []\n", + " print(f\"sensorsground: {sensorsground}\")\n", + " groundscan = analysis.groundAnalysis(scene, sensorsground=sensorsground)\n", + " ground = analysis.analysis(octfile, \"groundscan\" + str(sensorsground), groundscan)\n", + " print(ground)\n", + " for i, x in enumerate(ground['x']):\n", + " if x >= 1 and x <= pitch-1:\n", + " wm2.append(ground['Wm2'])\n", + " results.append(np.mean(wm2))\n", + " print(\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "f4a747d0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[16.92024,\n", + " 330.39803333333333,\n", + " 582.190054,\n", + " 761.8462600000001,\n", + " 725.2447245,\n", + " 740.262754,\n", + " 777.7821951,\n", + " 775.3989701999999,\n", + " 782.39958325,\n", + " 783.2942965599999,\n", + " 781.1986749,\n", + " 782.6361228750002,\n", + " 781.96494274]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "results" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "d805c3e3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df = pd.DataFrame({\n", + " 'groundscan': sensorsgroundvalues,\n", + " 'average': results\n", + "})\n", + "\n", + "df.plot(x='groundscan', y='average', marker='o', color='blue')\n", + "plt.xticks(np.arange(0, 501, 50))\n", + "plt.title('Irradiance at different groundscan for fixed-tilt')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "677789f7", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/development/fixed-tilt-test-180.ipynb b/docs/development/fixed-tilt-test-180.ipynb new file mode 100644 index 00000000..ac3b773e --- /dev/null +++ b/docs/development/fixed-tilt-test-180.ipynb @@ -0,0 +1,468 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5e8ab57e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Your simulation will be stored in Simulations/fixedtilt\n" + ] + } + ], + "source": [ + "import os\n", + "from pathlib import Path\n", + "\n", + "testfolder = 'Simulations/fixedtilt'\n", + "\n", + "if not os.path.exists(testfolder):\n", + " os.makedirs(testfolder)\n", + " \n", + "print (\"Your simulation will be stored in %s\" % testfolder)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ea7bf497", + "metadata": {}, + "outputs": [], + "source": [ + "import bifacial_radiance as br\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6cd9aac2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Working on a Darwin 21.6.0\n", + "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", + "Pandas version 2.0.3\n", + "bifacial_radiance version 0.4.2+179.g317ccac.dirty\n", + "pyplot 3.7.2\n" + ] + } + ], + "source": [ + "# This information helps with debugging and getting support :)\n", + "import sys, platform\n", + "print(\"Working on a \", platform.system(), platform.release())\n", + "print(\"Python version \", sys.version)\n", + "print(\"Pandas version \", pd.__version__)\n", + "print(\"bifacial_radiance version \", br.__version__)\n", + "print(\"pyplot \", plt.matplotlib.__version__)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "1a4ddbc7", + "metadata": {}, + "outputs": [], + "source": [ + "simulationname = 'fixedtilt-groundscan'\n", + "\n", + "# Location:\n", + "lat = 39.7555\n", + "lon = -105.2211\n", + "\n", + "# Scene Parameters:\n", + "azimuth_ang=90\n", + "tilt=10\n", + "\n", + "# MakeModule Parameters\n", + "moduletype='PVmod'\n", + "numpanels=1\n", + "module_x = 2 # m\n", + "module_y = 1 # m. slope we will measure\n", + "sensorsy=2\n", + "sensorsground=5\n", + "\n", + "# SceneDict Parameters\n", + "pitch = 5.7\n", + "albedo = 0.2\n", + "azimuth = 180\n", + "clearance_height = 0.2\n", + "nMods = 20 \n", + "nRows = 3\n", + "\n", + "sceneDict = {'tilt':tilt,'pitch':pitch,'clearance_height':clearance_height,'azimuth':azimuth, 'nMods': nMods, 'nRows': nRows} " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a3668517", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "path = Simulations/fixedtilt\n", + "Loading albedo, 1 value(s), 0.200 avg\n", + "1 nonzero albedo values.\n", + "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", + " ... OK!\n" + ] + } + ], + "source": [ + "demo = br.RadianceObj(simulationname,path = testfolder)\n", + "demo.setGround(albedo)\n", + "epwfile = demo.getEPW(lat, lon)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "85fb6790", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Module Name: PVmod\n", + "Module PVmod updated in module.json\n", + "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", + "\n" + ] + } + ], + "source": [ + "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "612cd6a4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", + "Coercing year to 2021\n", + "Filtering dates\n", + "Saving file EPWs/metdata_temp.csv, # points: 8760\n", + "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" + ] + } + ], + "source": [ + "#Valid options: mm_dd, mm_dd_HH, mm_dd_HHMM, YYYY-mm-dd_HHMM\n", + "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-21_12', endtime='2021-06-21_13')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cca2cfaf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'skies/sky2_39.74_-105.18_2021-06-21_1200.rad'" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "demo.gendaylit(timeindex=0) " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "314937d1", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "scene = demo.makeScene(module,sceneDict)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e6d55790", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Created fixedtilt-groundscan.oct\n" + ] + } + ], + "source": [ + "octfile = demo.makeOct()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "90839226", + "metadata": {}, + "outputs": [], + "source": [ + "analysis = br.AnalysisObj(octfile, demo.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "13371727", + "metadata": {}, + "outputs": [], + "source": [ + "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "36739ced", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sensorsground: 2\n", + "Linescan in process: groundscan2_Front\n", + "Saved: results/irr_groundscan2.csv\n", + "{'Wm2': [16.93531, 16.44871], 'x': [0.0, 6.980487e-16], 'y': [0.0, -5.7], 'z': [0.05, 0.05], 'r': [16.93531, 16.44871], 'g': [16.93531, 16.44871], 'b': [16.93531, 16.44871], 'mattype': ['groundplane', 'groundplane'], 'title': 'groundscan2_Front'}\n", + "\n", + "sensorsground: 3\n", + "Linescan in process: groundscan3_Front\n", + "Saved: results/irr_groundscan3.csv\n", + "{'Wm2': [16.07777, 959.0336000000001, 16.78628], 'x': [0.0, 3.490243e-16, 6.980487e-16], 'y': [0.0, -2.85, -5.7], 'z': [0.05, 0.05, 0.05], 'r': [16.07777, 959.0336, 16.78628], 'g': [16.07777, 959.0336, 16.78628], 'b': [16.07777, 959.0336, 16.78628], 'mattype': ['groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan3_Front'}\n", + "\n", + "sensorsground: 5\n", + "Linescan in process: groundscan5_Front\n", + "Saved: results/irr_groundscan5.csv\n", + "{'Wm2': [16.64154, 959.3408, 958.6316, 953.6946000000002, 16.29975], 'x': [0.0, 1.745122e-16, 3.490243e-16, 5.235365e-16, 6.980487e-16], 'y': [0.0, -1.425, -2.85, -4.275, -5.7], 'z': [0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.64154, 959.3408, 958.6316, 953.6946, 16.29975], 'g': [16.64154, 959.3408, 958.6316, 953.6946, 16.29975], 'b': [16.64154, 959.3408, 958.6316, 953.6946, 16.29975], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan5_Front'}\n", + "\n", + "sensorsground: 10\n", + "Linescan in process: groundscan10_Front\n", + "Saved: results/irr_groundscan10.csv\n", + "{'Wm2': [16.55021, 941.3846, 958.8647, 959.2341, 959.3195, 958.7979, 958.7442, 951.6655999999999, 899.6538999999999, 16.4518], 'x': [0.0, 7.756096e-17, 1.551219e-16, 2.326829e-16, 3.102439e-16, 3.878048e-16, 4.653658e-16, 5.429267e-16, 6.204877e-16, 6.980487e-16], 'y': [0.0, -0.6333333, -1.266667, -1.9, -2.533333, -3.166667, -3.8, -4.433333, -5.066667, -5.7], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.55021, 941.3846, 958.8647, 959.2341, 959.3195, 958.7979, 958.7442, 951.6656, 899.6539, 16.4518], 'g': [16.55021, 941.3846, 958.8647, 959.2341, 959.3195, 958.7979, 958.7442, 951.6656, 899.6539, 16.4518], 'b': [16.55021, 941.3846, 958.8647, 959.2341, 959.3195, 958.7979, 958.7442, 951.6656, 899.6539, 16.4518], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan10_Front'}\n", + "\n", + "sensorsground: 20\n", + "Linescan in process: groundscan20_Front\n", + "Saved: results/irr_groundscan20.csv\n", + "{'Wm2': [16.58884, 29.710539999999998, 936.5303, 955.1353, 958.9534, 959.2256000000001, 959.3728, 959.4719, 959.571, 959.1833, 959.1609, 959.1384000000002, 957.8193, 957.6156, 955.1164, 950.5508, 939.6339000000002, 86.44991, 27.175120000000003, 16.81839], 'x': [0.0, 3.67394e-17, 7.347881e-17, 1.102182e-16, 1.469576e-16, 1.83697e-16, 2.204364e-16, 2.571758e-16, 2.939152e-16, 3.306546e-16, 3.67394e-16, 4.041334e-16, 4.408728e-16, 4.776123e-16, 5.143517e-16, 5.510911e-16, 5.878305e-16, 6.245699e-16, 6.613093e-16, 6.980487e-16], 'y': [0.0, -0.3, -0.6, -0.9, -1.2, -1.5, -1.8, -2.1, -2.4, -2.7, -3.0, -3.3, -3.6, -3.9, -4.2, -4.5, -4.8, -5.1, -5.4, -5.7], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.58884, 29.71054, 936.5303, 955.1353, 958.9534, 959.2256, 959.3728, 959.4719, 959.571, 959.1833, 959.1609, 959.1384, 957.8193, 957.6156, 955.1164, 950.5508, 939.6339, 86.44991, 27.17512, 16.81839], 'g': [16.58884, 29.71054, 936.5303, 955.1353, 958.9534, 959.2256, 959.3728, 959.4719, 959.571, 959.1833, 959.1609, 959.1384, 957.8193, 957.6156, 955.1164, 950.5508, 939.6339, 86.44991, 27.17512, 16.81839], 'b': [16.58884, 29.71054, 936.5303, 955.1353, 958.9534, 959.2256, 959.3728, 959.4719, 959.571, 959.1833, 959.1609, 959.1384, 957.8193, 957.6156, 955.1164, 950.5508, 939.6339, 86.44991, 27.17512, 16.81839], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan20_Front'}\n", + "\n", + "sensorsground: 30\n", + "Linescan in process: groundscan30_Front\n", + "Saved: results/irr_groundscan30.csv\n", + "{'Wm2': [16.99648, 20.03351, 54.34452000000001, 935.2709, 951.8613, 955.7859, 958.6339000000002, 959.0223, 959.0958999999999, 959.0679, 959.04, 959.0027999999999, 959.0297999999999, 959.0568, 959.0838, 959.1108, 958.8183, 958.8174, 958.8165, 958.8157, 958.8148, 958.814, 953.5875, 952.3003, 943.7596, 929.4823, 83.34216, 37.4071, 21.04414, 17.23193], 'x': [0.0, 2.407064e-17, 4.814129e-17, 7.221193e-17, 9.628258e-17, 1.203532e-16, 1.444239e-16, 1.684945e-16, 1.925652e-16, 2.166358e-16, 2.407064e-16, 2.647771e-16, 2.888477e-16, 3.129184e-16, 3.36989e-16, 3.610597e-16, 3.851303e-16, 4.092009e-16, 4.332716e-16, 4.573422e-16, 4.814129e-16, 5.054835e-16, 5.295542e-16, 5.536248e-16, 5.776955e-16, 6.017661e-16, 6.258367e-16, 6.499074e-16, 6.73978e-16, 6.980487e-16], 'y': [0.0, -0.1965517, -0.3931034, -0.5896552, -0.7862069, -0.9827586, -1.17931, -1.375862, -1.572414, -1.768966, -1.965517, -2.162069, -2.358621, -2.555172, -2.751724, -2.948276, -3.144828, -3.341379, -3.537931, -3.734483, -3.931034, -4.127586, -4.324138, -4.52069, -4.717241, -4.913793, -5.110345, -5.306897, -5.503448, -5.7], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.99648, 20.03351, 54.34452, 935.2709, 951.8613, 955.7859, 958.6339, 959.0223, 959.0959, 959.0679, 959.04, 959.0028, 959.0298, 959.0568, 959.0838, 959.1108, 958.8183, 958.8174, 958.8165, 958.8157, 958.8148, 958.814, 953.5875, 952.3003, 943.7596, 929.4823, 83.34216, 37.4071, 21.04414, 17.23193], 'g': [16.99648, 20.03351, 54.34452, 935.2709, 951.8613, 955.7859, 958.6339, 959.0223, 959.0959, 959.0679, 959.04, 959.0028, 959.0298, 959.0568, 959.0838, 959.1108, 958.8183, 958.8174, 958.8165, 958.8157, 958.8148, 958.814, 953.5875, 952.3003, 943.7596, 929.4823, 83.34216, 37.4071, 21.04414, 17.23193], 'b': [16.99648, 20.03351, 54.34452, 935.2709, 951.8613, 955.7859, 958.6339, 959.0223, 959.0959, 959.0679, 959.04, 959.0028, 959.0298, 959.0568, 959.0838, 959.1108, 958.8183, 958.8174, 958.8165, 958.8157, 958.8148, 958.814, 953.5875, 952.3003, 943.7596, 929.4823, 83.34216, 37.4071, 21.04414, 17.23193], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan30_Front'}\n", + "\n", + "sensorsground: 100\n", + "Linescan in process: groundscan100_Front\n", + "Saved: results/irr_groundscan100.csv\n", + "{'Wm2': [16.56838, 16.45011, 17.49257, 18.60009, 22.79523, 24.4729, 38.71655, 41.54918, 894.6820000000001, 901.4294999999998, 932.8547, 942.3828, 946.8954, 950.1214999999999, 952.5784, 953.723, 954.8678, 956.808, 956.7572999999999, 956.7067000000001, 956.656, 956.6053, 956.5547, 959.2527, 959.2482, 959.2437, 959.2391000000001, 959.2345, 959.23, 959.2253999999999, 959.2208999999999, 959.2163999999999, 959.2118, 959.2073, 959.2027000000002, 959.312, 959.3159, 959.3197, 959.3235, 959.3274, 959.3312, 959.3350999999999, 959.3389000000001, 959.3428, 959.3466, 959.3505, 959.0466, 959.0394, 959.0321, 959.0249, 959.0176, 959.0103, 959.0031, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan100_Front'}\n", + "\n", + "sensorsground: 150\n", + "Linescan in process: groundscan150_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan150.csv\n", + "{'Wm2': [16.59107, 16.49779, 16.40452, 17.50263, 18.2376, 18.97257, 22.52273, 23.622200000000003, 24.721680000000003, 38.63253, 40.50906, 42.38559, 893.1457999999999, 897.5652999999999, 901.9849, 932.1851, 938.4074999999999, 944.6298, 946.4126, 948.4229, 950.4332, 952.2758, 952.8763, 953.4769, 954.0775, 954.6781, 956.5642000000001, 956.6299, 956.6956, 956.7612, 956.8269999999999, 956.8926, 956.9584, 957.024, 957.0897, 958.8094, 958.8615, 958.9135, 958.9656, 959.0176, 959.0697, 959.1217, 959.1738, 959.2258, 959.2779, 959.33, 959.382, 959.4341, 959.2316999999999, 959.2346000000001, 959.2374999999998, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan150_Front'}\n", + "\n", + "sensorsground: 200\n", + "Linescan in process: groundscan200_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan200.csv\n", + "{'Wm2': [16.43525, 16.3269, 16.21855, 16.99828, 17.46069, 17.92311, 18.90115, 19.57503, 20.2489, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan200_Front'}\n", + "\n", + "sensorsground: 250\n", + "Linescan in process: groundscan250_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan250.csv\n", + "{'Wm2': [17.11448, 17.10818, 17.10188, 17.09558, 16.8877, 17.18015, 17.47261, 17.76507, 19.78618, 20.34956, 20.91294, 21.47631, 26.26178, 27.0311, 27.80042, 28.56975, 44.95168, 46.26259000000001, 47.57351, 851.7629000000001, 892.8969000000001, 895.5324999999999, 898.1681, 900.8035999999998, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan250_Front'}\n", + "\n", + "sensorsground: 300\n", + "Linescan in process: groundscan300_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan300.csv\n", + "{'Wm2': [17.08388, 17.08661, 17.08934, 17.09208, 17.09481, 17.33858, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan300_Front'}\n", + "\n", + "sensorsground: 400\n", + "Linescan in process: groundscan400_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan400.csv\n", + "{'Wm2': [16.48244, 16.48044, 16.47845, 16.47645, 16.47446, 16.47246, 16.56758, 16.81855, 17.06952, 17.32049, 17.57146, 17.82243, 19.04744, 19.39285, 19.73827, 20.08369, 20.42911, 20.77452, 24.99481, 25.45031, 25.90581, 26.3613, 26.8168, 27.2723, 37.56406, 38.24056, 38.91706, 39.59356, 40.27006, 40.94656, 72.69017, 876.8806, 878.1925, 879.5044000000001, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan500_Front'}\n", + "\n" + ] + } + ], + "source": [ + "results = []\n", + "\n", + "for i, sensorsground in enumerate(sensorsgroundvalues):\n", + " wm2 = []\n", + " print(f\"sensorsground: {sensorsground}\")\n", + " groundscan = analysis.groundAnalysis(scene, sensorsground=sensorsground)\n", + " ground = analysis.analysis(octfile, \"groundscan\" + str(sensorsground), groundscan)\n", + " print(ground)\n", + " for i, y in enumerate(ground['y']):\n", + " if y <= -1 and y >= -1*pitch-1:\n", + " wm2.append(ground['Wm2'])\n", + " results.append(np.mean(wm2))\n", + " print(\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "f4a747d0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[16.69201,\n", + " 330.63255000000004,\n", + " 580.921658,\n", + " 762.0666509999999,\n", + " 725.161085,\n", + " 740.516278,\n", + " 777.8950460000001,\n", + " 780.691677,\n", + " 778.4087913,\n", + " 783.25169216,\n", + " 783.9869097999999,\n", + " 782.883386475,\n", + " 785.3250531399999]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "results" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "d805c3e3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df = pd.DataFrame({\n", + " 'groundscan': sensorsgroundvalues,\n", + " 'average': results\n", + "})\n", + "\n", + "df.plot(x='groundscan', y='average', marker='o', color='blue')\n", + "plt.xticks(np.arange(0, 501, 50))\n", + "plt.title('Irradiance at different groundscan for fixed-tilt')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "677789f7", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/development/fixed-tilt-test-270.ipynb b/docs/development/fixed-tilt-test-270.ipynb new file mode 100644 index 00000000..85337938 --- /dev/null +++ b/docs/development/fixed-tilt-test-270.ipynb @@ -0,0 +1,484 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5e8ab57e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Your simulation will be stored in Simulations/fixedtilt\n" + ] + } + ], + "source": [ + "import os\n", + "from pathlib import Path\n", + "\n", + "testfolder = 'Simulations/fixedtilt'\n", + "\n", + "if not os.path.exists(testfolder):\n", + " os.makedirs(testfolder)\n", + " \n", + "print (\"Your simulation will be stored in %s\" % testfolder)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ea7bf497", + "metadata": {}, + "outputs": [], + "source": [ + "import bifacial_radiance as br\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6cd9aac2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Working on a Darwin 21.6.0\n", + "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", + "Pandas version 2.0.3\n", + "bifacial_radiance version 0.4.2+179.g317ccac.dirty\n", + "pyplot 3.7.2\n" + ] + } + ], + "source": [ + "# This information helps with debugging and getting support :)\n", + "import sys, platform\n", + "print(\"Working on a \", platform.system(), platform.release())\n", + "print(\"Python version \", sys.version)\n", + "print(\"Pandas version \", pd.__version__)\n", + "print(\"bifacial_radiance version \", br.__version__)\n", + "print(\"pyplot \", plt.matplotlib.__version__)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "1a4ddbc7", + "metadata": {}, + "outputs": [], + "source": [ + "simulationname = 'fixedtilt-groundscan'\n", + "\n", + "# Location:\n", + "lat = 39.7555\n", + "lon = -105.2211\n", + "\n", + "# Scene Parameters:\n", + "azimuth_ang=90\n", + "tilt=10\n", + "\n", + "# MakeModule Parameters\n", + "moduletype='PVmod'\n", + "numpanels=1\n", + "module_x = 2 # m\n", + "module_y = 1 # m. slope we will measure\n", + "sensorsy=2\n", + "sensorsground=5\n", + "\n", + "# SceneDict Parameters\n", + "pitch = 5.7\n", + "albedo = 0.2\n", + "azimuth = 270\n", + "clearance_height = 0.2\n", + "nMods = 20 \n", + "nRows = 3\n", + "\n", + "sceneDict = {'tilt':tilt,'pitch':pitch,'clearance_height':clearance_height,'azimuth':azimuth, 'nMods': nMods, 'nRows': nRows} " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a3668517", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "path = Simulations/fixedtilt\n", + "Loading albedo, 1 value(s), 0.200 avg\n", + "1 nonzero albedo values.\n", + "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", + " ... OK!\n" + ] + } + ], + "source": [ + "demo = br.RadianceObj(simulationname,path = testfolder)\n", + "demo.setGround(albedo)\n", + "epwfile = demo.getEPW(lat, lon)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "85fb6790", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Module Name: PVmod\n", + "Module PVmod updated in module.json\n", + "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", + "\n" + ] + } + ], + "source": [ + "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "612cd6a4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", + "Coercing year to 2021\n", + "Filtering dates\n", + "Saving file EPWs/metdata_temp.csv, # points: 8760\n", + "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" + ] + } + ], + "source": [ + "#Valid options: mm_dd, mm_dd_HH, mm_dd_HHMM, YYYY-mm-dd_HHMM\n", + "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-21_12', endtime='2021-06-21_13')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cca2cfaf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'skies/sky2_39.74_-105.18_2021-06-21_1200.rad'" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "demo.gendaylit(timeindex=0) " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "314937d1", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "scene = demo.makeScene(module,sceneDict)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e6d55790", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Created fixedtilt-groundscan.oct\n" + ] + } + ], + "source": [ + "octfile = demo.makeOct()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "90839226", + "metadata": {}, + "outputs": [], + "source": [ + "analysis = br.AnalysisObj(octfile, demo.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "13371727", + "metadata": {}, + "outputs": [], + "source": [ + "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "36739ced", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sensorsground: 2\n", + "Linescan in process: groundscan2_Front\n", + "Saved: results/irr_groundscan2.csv\n", + "{'Wm2': [18.89717, 18.59137], 'x': [0.0, -5.7], 'y': [0.0, -1.047073e-15], 'z': [0.05, 0.05], 'r': [18.89717, 18.59137], 'g': [18.89717, 18.59137], 'b': [18.89717, 18.59137], 'mattype': ['groundplane', 'groundplane'], 'title': 'groundscan2_Front'}\n", + "\n", + "sensorsground: 3\n", + "Linescan in process: groundscan3_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan3.csv\n", + "{'Wm2': [18.27337, 959.1601999999999, 18.41868], 'x': [0.0, -2.85, -5.7], 'y': [0.0, -5.235365e-16, -1.047073e-15], 'z': [0.05, 0.05, 0.05], 'r': [18.27337, 959.1602, 18.41868], 'g': [18.27337, 959.1602, 18.41868], 'b': [18.27337, 959.1602, 18.41868], 'mattype': ['groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan3_Front'}\n", + "\n", + "sensorsground: 5\n", + "Linescan in process: groundscan5_Front\n", + "Saved: results/irr_groundscan5.csv\n", + "{'Wm2': [18.13289, 958.6619, 958.869, 954.7783, 18.60827], 'x': [0.0, -1.425, -2.85, -4.275, -5.7], 'y': [0.0, -2.617683e-16, -5.235365e-16, -7.853048e-16, -1.047073e-15], 'z': [0.05, 0.05, 0.05, 0.05, 0.05], 'r': [18.13289, 958.6619, 958.869, 954.7783, 18.60827], 'g': [18.13289, 958.6619, 958.869, 954.7783, 18.60827], 'b': [18.13289, 958.6619, 958.869, 954.7783, 18.60827], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan5_Front'}\n", + "\n", + "sensorsground: 10\n", + "Linescan in process: groundscan10_Front\n", + "Saved: results/irr_groundscan10.csv\n", + "{'Wm2': [18.03237, 931.8204, 958.5261999999999, 959.3219, 959.4124, 959.2855, 958.014, 953.7845000000001, 925.8689, 18.92194], 'x': [0.0, -0.6333333, -1.266667, -1.9, -2.533333, -3.166667, -3.8, -4.433333, -5.066667, -5.7], 'y': [0.0, -1.163414e-16, -2.326829e-16, -3.490243e-16, -4.653658e-16, -5.817072e-16, -6.980487e-16, -8.143901e-16, -9.307316e-16, -1.047073e-15], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [18.03237, 931.8204, 958.5262, 959.3219, 959.4124, 959.2855, 958.014, 953.7845, 925.8689, 18.92194], 'g': [18.03237, 931.8204, 958.5262, 959.3219, 959.4124, 959.2855, 958.014, 953.7845, 925.8689, 18.92194], 'b': [18.03237, 931.8204, 958.5262, 959.3219, 959.4124, 959.2855, 958.014, 953.7845, 925.8689, 18.92194], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan10_Front'}\n", + "\n", + "sensorsground: 20\n", + "Linescan in process: groundscan20_Front\n", + "Saved: results/irr_groundscan20.csv\n", + "{'Wm2': [18.5797, 23.48523, 922.2334, 952.9002, 958.638, 959.0706999999999, 959.5056, 959.5092, 959.5128, 959.5162999999999, 959.0048, 958.9900000000001, 958.9752, 958.9604, 955.8717, 955.1184, 945.8801, 920.5616, 40.41982, 18.42169], 'x': [0.0, -0.3, -0.6, -0.9, -1.2, -1.5, -1.8, -2.1, -2.4, -2.7, -3.0, -3.3, -3.6, -3.9, -4.2, -4.5, -4.8, -5.1, -5.4, -5.7], 'y': [0.0, -5.510911e-17, -1.102182e-16, -1.653273e-16, -2.204364e-16, -2.755455e-16, -3.306546e-16, -3.857637e-16, -4.408728e-16, -4.95982e-16, -5.510911e-16, -6.062002e-16, -6.613093e-16, -7.164184e-16, -7.715275e-16, -8.266366e-16, -8.817457e-16, -9.368548e-16, -9.919639e-16, -1.047073e-15], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [18.5797, 23.48523, 922.2334, 952.9002, 958.638, 959.0707, 959.5056, 959.5092, 959.5128, 959.5163, 959.0048, 958.99, 958.9752, 958.9604, 955.8717, 955.1184, 945.8801, 920.5616, 40.41982, 18.42169], 'g': [18.5797, 23.48523, 922.2334, 952.9002, 958.638, 959.0707, 959.5056, 959.5092, 959.5128, 959.5163, 959.0048, 958.99, 958.9752, 958.9604, 955.8717, 955.1184, 945.8801, 920.5616, 40.41982, 18.42169], 'b': [18.5797, 23.48523, 922.2334, 952.9002, 958.638, 959.0707, 959.5056, 959.5092, 959.5128, 959.5163, 959.0048, 958.99, 958.9752, 958.9604, 955.8717, 955.1184, 945.8801, 920.5616, 40.41982, 18.42169], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan20_Front'}\n", + "\n", + "sensorsground: 30\n", + "Linescan in process: groundscan30_Front\n", + "Saved: results/irr_groundscan30.csv\n", + "{'Wm2': [18.88302, 18.31225, 34.32198, 918.8098, 949.6354, 955.6547999999999, 956.0324999999999, 958.6945, 958.5769, 958.4591999999999, 958.3416000000001, 959.201, 959.2437999999999, 959.2866, 959.3293, 958.9780999999999, 959.0072999999999, 959.0364, 959.0655, 959.0946, 957.5009, 957.3119, 957.1228, 952.4231999999998, 951.0206, 940.1227, 919.4838999999998, 60.94495, 28.29225, 18.89566], 'x': [0.0, -0.1965517, -0.3931034, -0.5896552, -0.7862069, -0.9827586, -1.17931, -1.375862, -1.572414, -1.768966, -1.965517, -2.162069, -2.358621, -2.555172, -2.751724, -2.948276, -3.144828, -3.341379, -3.537931, -3.734483, -3.931034, -4.127586, -4.324138, -4.52069, -4.717241, -4.913793, -5.110345, -5.306897, -5.503448, -5.7], 'y': [0.0, -3.610597e-17, -7.221193e-17, -1.083179e-16, -1.444239e-16, -1.805298e-16, -2.166358e-16, -2.527418e-16, -2.888477e-16, -3.249537e-16, -3.610597e-16, -3.971656e-16, -4.332716e-16, -4.693776e-16, -5.054835e-16, -5.415895e-16, -5.776955e-16, -6.138014e-16, -6.499074e-16, -6.860134e-16, -7.221193e-16, -7.582253e-16, -7.943313e-16, -8.304372e-16, -8.665432e-16, -9.026491e-16, -9.387551e-16, -9.748611e-16, -1.010967e-15, -1.047073e-15], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [18.88302, 18.31225, 34.32198, 918.8098, 949.6354, 955.6548, 956.0325, 958.6945, 958.5769, 958.4592, 958.3416, 959.201, 959.2438, 959.2866, 959.3293, 958.9781, 959.0073, 959.0364, 959.0655, 959.0946, 957.5009, 957.3119, 957.1228, 952.4232, 951.0206, 940.1227, 919.4839, 60.94495, 28.29225, 18.89566], 'g': [18.88302, 18.31225, 34.32198, 918.8098, 949.6354, 955.6548, 956.0325, 958.6945, 958.5769, 958.4592, 958.3416, 959.201, 959.2438, 959.2866, 959.3293, 958.9781, 959.0073, 959.0364, 959.0655, 959.0946, 957.5009, 957.3119, 957.1228, 952.4232, 951.0206, 940.1227, 919.4839, 60.94495, 28.29225, 18.89566], 'b': [18.88302, 18.31225, 34.32198, 918.8098, 949.6354, 955.6548, 956.0325, 958.6945, 958.5769, 958.4592, 958.3416, 959.201, 959.2438, 959.2866, 959.3293, 958.9781, 959.0073, 959.0364, 959.0655, 959.0946, 957.5009, 957.3119, 957.1228, 952.4232, 951.0206, 940.1227, 919.4839, 60.94495, 28.29225, 18.89566], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan30_Front'}\n", + "\n", + "sensorsground: 100\n", + "Linescan in process: groundscan100_Front\n", + "Saved: results/irr_groundscan100.csv\n", + "{'Wm2': [18.61819, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan100_Front'}\n", + "\n", + "sensorsground: 150\n", + "Linescan in process: groundscan150_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan150.csv\n", + "{'Wm2': [19.08955, 18.40201, 17.71446, 17.00215, 17.16681, 17.33147, 19.08268, 20.01704, 20.9514, 27.18391, 28.490439999999996, 29.79697, 54.13855, 56.78947, 862.3188, 913.5062000000001, 918.9141, 924.322, 940.6093999999999, 944.5703, 948.5312, 949.486, 950.5084, 951.5306999999999, 952.5531, 955.3491, 955.4713, 955.5934000000001, 955.7154999999999, 955.8376, 955.9598, 956.0819, 956.2040000000001, 958.8348, 958.8936, 958.9521, 959.0108999999999, 959.0695, 959.1282, 959.1868, 959.2454000000001, 959.3041, 959.3628, 959.5148, 959.5304, 959.5459999999999, 959.5616, 959.5773, 959.5929, 959.6084999999999, 959.6241, 959.6398, 959.6555, 959.6711, 959.6866999999999, 959.7023, 959.4121, 959.4175, 959.4229, 959.4282, 959.4336, 959.439, 959.4443, 959.4498, 959.4551, 959.4605, 959.4659, 959.4713, 959.4767, 959.4820999999998, 959.4874, 959.4928, 959.4982, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan150_Front'}\n", + "\n", + "sensorsground: 200\n", + "Linescan in process: groundscan200_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan200.csv\n", + "{'Wm2': [18.13517, 17.59583, 17.0565, 17.76407, 17.65392, 17.54378, 17.43364, 18.81091, 19.44874, 20.08658, 22.381510000000002, 23.18168, 23.98186, 31.63533, 32.79516, 33.95499, 53.39872, 55.35643000000001, 57.31414, 898.8311, 902.3481, 905.8653, 930.6874000000001, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan250_Front'}\n", + "\n", + "sensorsground: 300\n", + "Linescan in process: groundscan300_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan300.csv\n", + "{'Wm2': [18.61375, 18.2078, 17.80185, 17.3959, 16.98994, 17.41046, 17.42996, 17.44946, 17.46896, 17.48846, 18.11035, 18.4884, 18.86646, 19.24451, 19.62257, 21.71118, 22.211969999999997, 22.71276, 23.21355, 23.714340000000004, 32.58771, 33.38192, 34.17612, 34.97033, 35.76453, 61.56656999999999, 63.068360000000006, 64.57016, 868.9504000000001, 870.4522000000001, 913.0849, 915.6244, 918.1637999999999, 920.7032, 923.2427000000001, 937.0297, 939.4888, 941.9478, 944.4069, 946.8659000000001, 947.9176000000001, 948.7563, 949.5949, 950.4336, 951.2722, 952.1108, 952.9495000000001, 953.4335, 953.5786000000002, 953.7238000000001, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan300_Front'}\n", + "\n", + "sensorsground: 400\n", + "Linescan in process: groundscan400_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan400.csv\n", + "{'Wm2': [18.00665, 17.77882, 17.551, 17.32317, 17.09535, 16.86752, 18.10729, 18.01863, 17.92996, 17.8413, 17.75263, 17.66396, 17.5753, 18.00043, 18.26265, 18.52486, 18.78707, 19.04929, 19.3115, 21.17795, 21.5371, 21.89625, 22.255399999999998, 22.614549999999998, 22.973699999999997, 28.8955, 29.42262, 29.949740000000002, 30.47685, 31.00397, 31.531089999999995, 48.1131, 48.98543, 49.857760000000006, 50.73009, 51.60243, 52.47476, 890.7534, 892.3597, 893.9661, 895.5724, 897.1788, 898.7851, 926.1322, 928.3032, 930.4742, 932.6453, 934.8161999999999, 936.9872, 941.5083, 942.7509, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan500_Front'}\n", + "\n" + ] + } + ], + "source": [ + "results = []\n", + "\n", + "for i, sensorsground in enumerate(sensorsgroundvalues):\n", + " wm2 = []\n", + " print(f\"sensorsground: {sensorsground}\")\n", + " groundscan = analysis.groundAnalysis(scene, sensorsground=sensorsground)\n", + " ground = analysis.analysis(octfile, \"groundscan\" + str(sensorsground), groundscan)\n", + " print(ground)\n", + " for i, x in enumerate(ground['x']):\n", + " if x <= -1 and x >= -1*(pitch-1):\n", + " wm2.append(ground['Wm2'])\n", + " results.append(np.mean(wm2))\n", + " print(\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "f4a747d0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[nan,\n", + " 331.95074999999997,\n", + " 581.810072,\n", + " 764.2988110000001,\n", + " 767.257742,\n", + " 768.7027803333333,\n", + " 787.2757489,\n", + " 792.9984804,\n", + " 791.85323555,\n", + " 791.20084652,\n", + " 793.4998409333333,\n", + " 796.0954035999999,\n", + " 794.7706587199998]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "results" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "677789f7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df = pd.DataFrame({\n", + " 'groundscan': sensorsgroundvalues,\n", + " 'average': results\n", + "})\n", + "\n", + "df.plot(x='groundscan', y='average', marker='o', color='blue')\n", + "plt.xticks(np.arange(0, 501, 50))\n", + "plt.title('Irradiance at different groundscan for fixed-tilt')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "660e9e04", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/development/fixed-tilt-test-90.ipynb b/docs/development/fixed-tilt-test-90.ipynb new file mode 100644 index 00000000..0dfbc062 --- /dev/null +++ b/docs/development/fixed-tilt-test-90.ipynb @@ -0,0 +1,484 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5e8ab57e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Your simulation will be stored in Simulations/fixedtilt\n" + ] + } + ], + "source": [ + "import os\n", + "from pathlib import Path\n", + "\n", + "testfolder = 'Simulations/fixedtilt'\n", + "\n", + "if not os.path.exists(testfolder):\n", + " os.makedirs(testfolder)\n", + " \n", + "print (\"Your simulation will be stored in %s\" % testfolder)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ea7bf497", + "metadata": {}, + "outputs": [], + "source": [ + "import bifacial_radiance as br\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6cd9aac2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Working on a Darwin 21.6.0\n", + "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", + "Pandas version 2.0.3\n", + "bifacial_radiance version 0.4.2+179.g317ccac.dirty\n", + "pyplot 3.7.2\n" + ] + } + ], + "source": [ + "# This information helps with debugging and getting support :)\n", + "import sys, platform\n", + "print(\"Working on a \", platform.system(), platform.release())\n", + "print(\"Python version \", sys.version)\n", + "print(\"Pandas version \", pd.__version__)\n", + "print(\"bifacial_radiance version \", br.__version__)\n", + "print(\"pyplot \", plt.matplotlib.__version__)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "1a4ddbc7", + "metadata": {}, + "outputs": [], + "source": [ + "simulationname = 'fixedtilt-groundscan'\n", + "\n", + "# Location:\n", + "lat = 39.7555\n", + "lon = -105.2211\n", + "\n", + "# Scene Parameters:\n", + "azimuth_ang=90\n", + "tilt=10\n", + "\n", + "# MakeModule Parameters\n", + "moduletype='PVmod'\n", + "numpanels=1\n", + "module_x = 2 # m\n", + "module_y = 1 # m. slope we will measure\n", + "sensorsy=2\n", + "sensorsground=5\n", + "\n", + "# SceneDict Parameters\n", + "pitch = 5.7\n", + "albedo = 0.2\n", + "azimuth = 90\n", + "clearance_height = 0.2\n", + "nMods = 20 \n", + "nRows = 3\n", + "\n", + "sceneDict = {'tilt':tilt,'pitch':pitch,'clearance_height':clearance_height,'azimuth':azimuth, 'nMods': nMods, 'nRows': nRows} " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a3668517", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "path = Simulations/fixedtilt\n", + "Loading albedo, 1 value(s), 0.200 avg\n", + "1 nonzero albedo values.\n", + "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", + " ... OK!\n" + ] + } + ], + "source": [ + "demo = br.RadianceObj(simulationname,path = testfolder)\n", + "demo.setGround(albedo)\n", + "epwfile = demo.getEPW(lat, lon)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "85fb6790", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Module Name: PVmod\n", + "Module PVmod updated in module.json\n", + "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", + "\n" + ] + } + ], + "source": [ + "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "612cd6a4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", + "Coercing year to 2021\n", + "Filtering dates\n", + "Saving file EPWs/metdata_temp.csv, # points: 8760\n", + "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" + ] + } + ], + "source": [ + "#Valid options: mm_dd, mm_dd_HH, mm_dd_HHMM, YYYY-mm-dd_HHMM\n", + "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-21_12', endtime='2021-06-21_13')" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cca2cfaf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'skies/sky2_39.74_-105.18_2021-06-21_1200.rad'" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "demo.gendaylit(timeindex=0) " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "314937d1", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "scene = demo.makeScene(module,sceneDict)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e6d55790", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Created fixedtilt-groundscan.oct\n" + ] + } + ], + "source": [ + "octfile = demo.makeOct()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "90839226", + "metadata": {}, + "outputs": [], + "source": [ + "analysis = br.AnalysisObj(octfile, demo.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "13371727", + "metadata": {}, + "outputs": [], + "source": [ + "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "36739ced", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "sensorsground: 2\n", + "Linescan in process: groundscan2_Front\n", + "Saved: results/irr_groundscan2.csv\n", + "{'Wm2': [16.10384, 16.72513], 'x': [0.0, 5.7], 'y': [0.0, 3.490243e-16], 'z': [0.05, 0.05], 'r': [16.10384, 16.72513], 'g': [16.10384, 16.72513], 'b': [16.10384, 16.72513], 'mattype': ['groundplane', 'groundplane'], 'title': 'groundscan2_Front'}\n", + "\n", + "sensorsground: 3\n", + "Linescan in process: groundscan3_Front\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", + " return _methods._mean(a, axis=axis, dtype=dtype,\n", + "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", + " ret = ret.dtype.type(ret / rcount)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan3.csv\n", + "{'Wm2': [16.58538, 958.918, 16.85241], 'x': [0.0, 2.85, 5.7], 'y': [0.0, 1.745122e-16, 3.490243e-16], 'z': [0.05, 0.05, 0.05], 'r': [16.58538, 958.918, 16.85241], 'g': [16.58538, 958.918, 16.85241], 'b': [16.58538, 958.918, 16.85241], 'mattype': ['groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan3_Front'}\n", + "\n", + "sensorsground: 5\n", + "Linescan in process: groundscan5_Front\n", + "Saved: results/irr_groundscan5.csv\n", + "{'Wm2': [17.04203, 958.9191999999999, 958.6704999999998, 954.5369, 16.74776], 'x': [0.0, 1.425, 2.85, 4.275, 5.7], 'y': [0.0, 8.725608e-17, 1.745122e-16, 2.617683e-16, 3.490243e-16], 'z': [0.05, 0.05, 0.05, 0.05, 0.05], 'r': [17.04203, 958.9192, 958.6705, 954.5369, 16.74776], 'g': [17.04203, 958.9192, 958.6705, 954.5369, 16.74776], 'b': [17.04203, 958.9192, 958.6705, 954.5369, 16.74776], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan5_Front'}\n", + "\n", + "sensorsground: 10\n", + "Linescan in process: groundscan10_Front\n", + "Saved: results/irr_groundscan10.csv\n", + "{'Wm2': [16.59641, 938.8828, 958.7887999999999, 959.1178999999998, 959.2208999999999, 958.428, 958.3296, 953.1982000000002, 911.7722, 16.85872], 'x': [0.0, 0.6333333, 1.266667, 1.9, 2.533333, 3.166667, 3.8, 4.433333, 5.066667, 5.7], 'y': [0.0, 3.878048e-17, 7.756096e-17, 1.163414e-16, 1.551219e-16, 1.939024e-16, 2.326829e-16, 2.714634e-16, 3.102439e-16, 3.490243e-16], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.59641, 938.8828, 958.7888, 959.1179, 959.2209, 958.428, 958.3296, 953.1982, 911.7722, 16.85872], 'g': [16.59641, 938.8828, 958.7888, 959.1179, 959.2209, 958.428, 958.3296, 953.1982, 911.7722, 16.85872], 'b': [16.59641, 938.8828, 958.7888, 959.1179, 959.2209, 958.428, 958.3296, 953.1982, 911.7722, 16.85872], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan10_Front'}\n", + "\n", + "sensorsground: 20\n", + "Linescan in process: groundscan20_Front\n", + "Saved: results/irr_groundscan20.csv\n", + "{'Wm2': [16.65688, 27.21388, 932.9647, 954.5035000000001, 958.9418, 959.092, 959.1967, 959.2163999999999, 959.2361, 959.2559, 958.8765, 958.8647, 958.853, 957.1151999999998, 956.6044, 951.8503, 942.6326, 903.8026, 30.4777, 16.51626], 'x': [0.0, 0.3, 0.6, 0.9, 1.2, 1.5, 1.8, 2.1, 2.4, 2.7, 3.0, 3.3, 3.6, 3.9, 4.2, 4.5, 4.8, 5.1, 5.4, 5.7], 'y': [0.0, 1.83697e-17, 3.67394e-17, 5.510911e-17, 7.347881e-17, 9.184851e-17, 1.102182e-16, 1.285879e-16, 1.469576e-16, 1.653273e-16, 1.83697e-16, 2.020667e-16, 2.204364e-16, 2.388061e-16, 2.571758e-16, 2.755455e-16, 2.939152e-16, 3.122849e-16, 3.306546e-16, 3.490243e-16], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.65688, 27.21388, 932.9647, 954.5035, 958.9418, 959.092, 959.1967, 959.2164, 959.2361, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan100_Front'}\n", + "\n", + "sensorsground: 150\n", + "Linescan in process: groundscan150_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan150.csv\n", + "{'Wm2': [17.0384, 16.76649, 16.49458, 16.73608, 17.33035, 17.92463, 20.96149, 21.983999999999998, 23.006510000000002, 32.64294, 34.20362, 35.76431, 75.54832, 882.1238, 885.8206999999999, 927.4897, 933.3121, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan150_Front'}\n", + "\n", + "sensorsground: 200\n", + "Linescan in process: groundscan200_Front\n" + ] + }, + { 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan200_Front'}\n", + "\n", + "sensorsground: 250\n", + "Linescan in process: groundscan250_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan250.csv\n", + "{'Wm2': [17.06973, 16.98913, 16.90852, 16.82792, 16.43827, 16.70155, 16.96484, 17.22812, 18.63647, 19.18018, 19.7239, 20.26762, 24.114819999999998, 24.81911, 25.52342, 26.22772, 37.42651, 38.52109, 39.61568, 40.71026, 75.2399, 880.3229, 882.5275, 884.7320999999998, 921.0801, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan300_Front'}\n", + "\n", + "sensorsground: 400\n", + "Linescan in process: groundscan400_Front\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Saved: results/irr_groundscan400.csv\n", + "{'Wm2': [16.58947, 16.50656, 16.42365, 16.34073, 16.25783, 16.17492, 16.42913, 16.5601, 16.69106, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan500_Front'}\n", + "\n" + ] + } + ], + "source": [ + "results = []\n", + "\n", + "for i, sensorsground in enumerate(sensorsgroundvalues):\n", + " wm2 = []\n", + " print(f\"sensorsground: {sensorsground}\")\n", + " groundscan = analysis.groundAnalysis(scene, sensorsground=sensorsground)\n", + " ground = analysis.analysis(octfile, \"groundscan\" + str(sensorsground), groundscan)\n", + " print(ground)\n", + " for i, x in enumerate(ground['x']):\n", + " if x >= 1 and x <= pitch-1:\n", + " wm2.append(ground['Wm2'])\n", + " results.append(np.mean(wm2))\n", + " print(\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "f4a747d0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[nan,\n", + " 330.7852633333333,\n", + " 581.183278,\n", + " 763.1193529999999,\n", + " 766.093556,\n", + " 767.7238403333333,\n", + " 778.3930851999999,\n", + " 781.4201494,\n", + " 783.0872162,\n", + " 787.0569332,\n", + " 787.2136502999999,\n", + " 787.1690138250002,\n", + " 788.93400022]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "results" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "d805c3e3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df = pd.DataFrame({\n", + " 'groundscan': sensorsgroundvalues,\n", + " 'average': results\n", + "})\n", + "\n", + "df.plot(x='groundscan', y='average', marker='o', color='blue')\n", + "plt.xticks(np.arange(0, 501, 50))\n", + "plt.title('Irradiance at different groundscan for fixed-tilt')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "677789f7", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/development/groundscan testing/1axis/1axis-test-180.ipynb b/docs/development/groundscan testing/1axis/1axis-test-180.ipynb deleted file mode 100644 index e1920dee..00000000 --- a/docs/development/groundscan testing/1axis/1axis-test-180.ipynb +++ /dev/null @@ -1,1292 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Your simulation will be stored in Simulations/1axis\n" - ] - } - ], - "source": [ - "import os\n", - "from pathlib import Path\n", - "\n", - "testfolder = 'Simulations/1axis'\n", - "\n", - "if not os.path.exists(testfolder):\n", - " os.makedirs(testfolder)\n", - " \n", - "print (\"Your simulation will be stored in %s\" % testfolder)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "import bifacial_radiance as br\n", - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Working on a Darwin 21.6.0\n", - "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", - "Pandas version 2.0.3\n", - "bifacial_radiance version 0.4.2+164.ge460768.dirty\n", - "pyplot 3.7.2\n" - ] - } - ], - "source": [ - "# This information helps with debugging and getting support :)\n", - "import sys, platform\n", - "print(\"Working on a \", platform.system(), platform.release())\n", - "print(\"Python version \", sys.version)\n", - "print(\"Pandas version \", pd.__version__)\n", - "print(\"bifacial_radiance version \", br.__version__)\n", - "print(\"pyplot \", plt.matplotlib.__version__)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "simulationname = '1axis-groundscan'\n", - "\n", - "# Location\n", - "lat = 39.7555\n", - "lon = -105.2211\n", - "\n", - "# Scene Parameters\n", - "azimuth_ang=90 # Facing south\n", - "tilt=30\n", - "\n", - "# MakeModule Parameters\n", - "moduletype='PVmod'\n", - "numpanels=1\n", - "module_x = 2 # m\n", - "module_y = 1 # m. slope we will measure\n", - "sensorsy=2\n", - "sensorsground=5\n", - "\n", - "# SceneDict Parameters\n", - "pitch = 6 # m\n", - "albedo = 0.2\n", - "clearance_height = 0.5 # m \n", - "nMods = 4 \n", - "nRows = 3\n", - "\n", - "sceneDict = {'tilt':10,'pitch':3,'clearance_height':0.2,'azimuth':180, 'nMods': 20, 'nRows': 7} " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "path = Simulations/1axis\n", - "Loading albedo, 1 value(s), 0.200 avg\n", - "1 nonzero albedo values.\n", - "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", - " ... OK!\n" - ] - } - ], - "source": [ - "demo = br.RadianceObj(simulationname,path = testfolder)\n", - "demo.setGround(albedo)\n", - "epwfile = demo.getEPW(lat, lon)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Module Name: PVmod\n", - "Module PVmod updated in module.json\n", - "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", - "\n" - ] - } - ], - "source": [ - "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", - "Coercing year to 2021\n", - "Filtering dates\n", - "Saving file EPWs/metdata_temp.csv, # points: 8760\n", - "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" - ] - } - ], - "source": [ - "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-01', endtime='2021-06-30_23')" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'skies/sky2_39.74_-105.18_2021-06-01_0500.rad'" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "demo.gendaylit(timeindex=0) " - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "scene = demo.makeScene(module,sceneDict)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Created 1axis-groundscan.oct\n" - ] - } - ], - "source": [ - "octfile = demo.makeOct()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "analysis = br.AnalysisObj(octfile, demo.name)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "hub_height = 1.5\n", - "pitch = 5.7\n", - "sazm = 180\n", - "fixed_tilt_angle = None\n", - "gcr = 2 / pitch\n", - "cumulativesky = True\n", - "\n", - "trakerParams = {\n", - " 'limit_angle': 50,\n", - " 'angledelta': 30,\n", - " 'backtrack': True,\n", - " 'gcr': gcr,\n", - " 'cumulativesky': cumulativesky,\n", - " 'azimuth': sazm,\n", - " 'fixed_tilt_angle': fixed_tilt_angle\n", - "}" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Saving file EPWs/1axis_-60.0.csv, # points: 90\n", - "Saving file EPWs/1axis_-30.0.csv, # points: 90\n", - "Saving file EPWs/1axis_-0.0.csv, # points: 90\n", - "Saving file EPWs/1axis_30.0.csv, # points: 90\n", - "Saving file EPWs/1axis_60.0.csv, # points: 90\n" - ] - } - ], - "source": [ - "trackerdict = demo.set1axis(**trakerParams)" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "message: There were 90 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_-60.0.rad\n", - "message: There were 90 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_-30.0.rad\n", - "message: There were 89 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_-0.0.rad\n", - "message: There were 90 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_30.0.rad\n", - "message: There were 90 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_60.0.rad\n" - ] - } - ], - "source": [ - "if cumulativesky:\n", - " demo.genCumSky1axis()\n", - "else:\n", - " demo.gendaylit1axis()" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [], - "source": [ - "sceneDict = {\n", - " 'pitch': pitch,\n", - " 'hub_height': hub_height,\n", - " 'nMods': 5,\n", - " 'nRows': 2,\n", - " 'tilt': fixed_tilt_angle,\n", - " 'sazm': sazm\n", - "}" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Making .rad files for cumulativesky 1-axis workflow\n", - "5 Radfiles created in /objects/\n", - "\n", - "Making 5 octfiles in root directory.\n", - "Created 1axis_-60.0.oct\n", - "Created 1axis_-30.0.oct\n", - "Created 1axis_-0.0.oct\n", - "Created 1axis_30.0.oct\n", - "Created 1axis_60.0.oct\n" - ] - } - ], - "source": [ - "trakerdict = demo.makeScene1axis(module=moduletype, sceneDict=sceneDict)\n", - "trakerdict = demo.makeOct1axis()" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [], - "source": [ - "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])\n", - "angles = np.array([-0.0, -30.0, -60.0, 30.0, 60.0])" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "sensorsground: 2\n", - "Linescan in process: 1axis_-60.01-axis groundscan 2_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 2_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 2_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 2_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 32816.885. Wm2Back: 5748.446\n", - "Linescan in process: 1axis_-30.01-axis groundscan 2_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 2_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 2_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 2_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 37921.225. Wm2Back: 6299.755\n", - "Linescan in process: 1axis_-0.01-axis groundscan 2_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 2_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 2_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 2_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 27360.999999999996. Wm2Back: 6396.586\n", - "Linescan in process: 1axis_30.01-axis groundscan 2_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 2_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 2_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 2_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 32501.595. Wm2Back: 6143.208\n", - "Linescan in process: 1axis_60.01-axis groundscan 2_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 2_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 2_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 2_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 24965.379999999997. Wm2Back: 5836.875\n", - "\n", - "sensorsground: 3\n", - "Linescan in process: 1axis_-60.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 32561.656666666666. Wm2Back: 5751.003\n", - "Linescan in process: 1axis_-30.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 39053.653333333335. Wm2Back: 6462.651999999999\n", - "Linescan in process: 1axis_-0.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 31442.599999999995. Wm2Back: 6430.181\n", - "Linescan in process: 1axis_30.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 34931.32666666667. Wm2Back: 6162.254\n", - "Linescan in process: 1axis_60.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 23081.933333333334. Wm2Back: 5849.965\n", - "\n", - "sensorsground: 5\n", - "Linescan in process: 1axis_-60.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 32281.4. Wm2Back: 5738.531\n", - "Linescan in process: 1axis_-30.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 39770.434. Wm2Back: 6362.012\n", - "Linescan in process: 1axis_-0.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 36151.732. Wm2Back: 6405.233\n", - "Linescan in process: 1axis_30.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 32674.917999999998. Wm2Back: 6134.351\n", - "Linescan in process: 1axis_60.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 21517.638000000003. Wm2Back: 5893.146\n", - "\n", - "sensorsground: 10\n", - "Linescan in process: 1axis_-60.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 33069.424000000006. Wm2Back: 5720.353\n", - "Linescan in process: 1axis_-30.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 40340.007000000005. Wm2Back: 6307.648\n", - "Linescan in process: 1axis_-0.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 37480.31. Wm2Back: 6379.479\n", - "Linescan in process: 1axis_30.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 32146.004999999997. Wm2Back: 6160.399\n", - "Linescan in process: 1axis_60.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 21078.298000000003. Wm2Back: 5851.394\n", - "\n", - "sensorsground: 20\n", - "Linescan in process: 1axis_-60.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 33278.81550000001. Wm2Back: 5709.162\n", - "Linescan in process: 1axis_-30.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 40647.86200000001. Wm2Back: 6365.238999999999\n", - "Linescan in process: 1axis_-0.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 38308.92999999999. Wm2Back: 6365.562000000001\n", - "Linescan in process: 1axis_30.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31439.6135. Wm2Back: 6145.145\n", - "Linescan in process: 1axis_60.01-axis groundscan 20_Row1_Module2_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: 1axis_60.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20953.767. Wm2Back: 5878.687999999999\n", - "\n", - "sensorsground: 30\n", - "Linescan in process: 1axis_-60.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 33135.90966666667. Wm2Back: 5732.865999999999\n", - "Linescan in process: 1axis_-30.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 41034.761999999995. Wm2Back: 6352.907\n", - "Linescan in process: 1axis_-0.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 38647.49833333333. Wm2Back: 6316.256\n", - "Linescan in process: 1axis_30.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31581.841000000008. Wm2Back: 6130.681\n", - "Linescan in process: 1axis_60.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20768.27833333333. Wm2Back: 5858.714\n", - "\n", - "sensorsground: 100\n", - "Linescan in process: 1axis_-60.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 32775.69959999999. Wm2Back: 5731.681\n", - "Linescan in process: 1axis_-30.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 41198.8543. Wm2Back: 6297.788\n", - "Linescan in process: 1axis_-0.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 38901.9994. Wm2Back: 6453.631\n", - "Linescan in process: 1axis_30.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31616.3862. Wm2Back: 6130.558\n", - "Linescan in process: 1axis_60.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20544.1676. Wm2Back: 5868.625\n", - "\n", - "sensorsground: 150\n", - "Linescan in process: 1axis_-60.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 32883.34573333333. Wm2Back: 5743.649\n", - "Linescan in process: 1axis_-30.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 40867.28346666666. Wm2Back: 6378.443\n", - "Linescan in process: 1axis_-0.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 38900.392133333335. Wm2Back: 6345.240000000001\n", - "Linescan in process: 1axis_30.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31522.089733333327. Wm2Back: 6120.392\n", - "Linescan in process: 1axis_60.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20688.8552. Wm2Back: 5863.726\n", - "\n", - "sensorsground: 200\n", - "Linescan in process: 1axis_-60.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 32940.99995. Wm2Back: 5747.146\n", - "Linescan in process: 1axis_-30.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 40887.53355. Wm2Back: 6348.873\n", - "Linescan in process: 1axis_-0.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 39244.289435. Wm2Back: 6365.956999999999\n", - "Linescan in process: 1axis_30.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31037.98705. Wm2Back: 6134.768\n", - "Linescan in process: 1axis_60.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20591.7878. Wm2Back: 5881.158\n", - "\n", - "sensorsground: 250\n", - "Linescan in process: 1axis_-60.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 32243.38376. Wm2Back: 5729.5\n", - "Linescan in process: 1axis_-30.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 41182.25192. Wm2Back: 6839.905\n", - "Linescan in process: 1axis_-0.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 250_Row1_Module2_Back\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Saved: results/irr_1axis_-0.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 39284.97876. Wm2Back: 6356.827\n", - "Linescan in process: 1axis_30.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31500.33484. Wm2Back: 6151.4710000000005\n", - "Linescan in process: 1axis_60.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20504.927079999998. Wm2Back: 5838.263\n", - "\n", - "sensorsground: 300\n", - "Linescan in process: 1axis_-60.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 33025.25716666667. Wm2Back: 5733.945\n", - "Linescan in process: 1axis_-30.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 40603.13256666667. Wm2Back: 6409.187999999999\n", - "Linescan in process: 1axis_-0.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 39678.0716. Wm2Back: 6367.71\n", - "Linescan in process: 1axis_30.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31666.580966666665. Wm2Back: 6159.78\n", - "Linescan in process: 1axis_60.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20548.6497. Wm2Back: 5863.105\n", - "\n", - "sensorsground: 400\n", - "Linescan in process: 1axis_-60.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 33085.475825. Wm2Back: 5719.703\n", - "Linescan in process: 1axis_-30.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 41608.392325. Wm2Back: 6408.661\n", - "Linescan in process: 1axis_-0.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 39210.418524999994. Wm2Back: 6381.692\n", - "Linescan in process: 1axis_30.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31350.774899999997. Wm2Back: 6104.065\n", - "Linescan in process: 1axis_60.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20554.777275. Wm2Back: 5862.301\n", - "\n", - "sensorsground: 500\n", - "Linescan in process: 1axis_-60.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 32486.04478. Wm2Back: 5745.427\n", - "Linescan in process: 1axis_-30.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 40729.7811. Wm2Back: 6302.369\n", - "Linescan in process: 1axis_-0.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 39506.5545. Wm2Back: 6383.153000000001\n", - "Linescan in process: 1axis_30.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 31437.681080000002. Wm2Back: 6128.828\n", - "Linescan in process: 1axis_60.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_60.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_60.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_60.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: 60.0. Wm2Front: 20696.03248. Wm2Back: 5858.092\n", - "\n" - ] - } - ], - "source": [ - "resultsdict = {}\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " print(f\"sensorsground: {sensorsground}\")\n", - " trakerdict = demo.analysis1axis(customname='1-axis groundscan ' + str(sensorsground), sensorsy=1, modWanted = 2, rowWanted = 1, sensorsground=sensorsground)\n", - " \n", - " for i, angle in enumerate(angles):\n", - " for i, x in enumerate(trakerdict[angle]['Results'][0]['AnalysisObj'].frontx):\n", - " if x >= 1 and x <= pitch-1:\n", - " if (sensorsground, angle) in resultsdict:\n", - " resultsdict[(sensorsground, angle)] += trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front\n", - " else:\n", - " resultsdict[(sensorsground, angle)] = trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front\n", - "\n", - " print(\"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "data": { - "text/plain": [ - "{-0.0: {'csvfile': 'EPWs/1axis_-0.0.csv',\n", - " 'surf_azm': 90.00000409455455,\n", - " 'surf_tilt': 0.0,\n", - " 'datetime': Index(['2021-06-01 05:00:00', '2021-06-01 12:00:00', '2021-06-01 13:00:00',\n", - " '2021-06-02 05:00:00', '2021-06-02 12:00:00', '2021-06-02 13:00:00',\n", - " '2021-06-03 05:00:00', '2021-06-03 12:00:00', '2021-06-03 13:00:00',\n", - " '2021-06-04 05:00:00', '2021-06-04 12:00:00', '2021-06-04 13:00:00',\n", - " '2021-06-05 05:00:00', '2021-06-05 12:00:00', '2021-06-05 13:00:00',\n", - " '2021-06-06 05:00:00', '2021-06-06 12:00:00', '2021-06-06 13:00:00',\n", - " '2021-06-07 05:00:00', '2021-06-07 12:00:00', '2021-06-07 13:00:00',\n", - " '2021-06-08 05:00:00', '2021-06-08 12:00:00', '2021-06-08 13:00:00',\n", - " '2021-06-09 05:00:00', '2021-06-09 12:00:00', '2021-06-09 13:00:00',\n", - " '2021-06-10 05:00:00', '2021-06-10 12:00:00', '2021-06-10 13:00:00',\n", - " '2021-06-11 05:00:00', '2021-06-11 12:00:00', '2021-06-11 13:00:00',\n", - " '2021-06-12 05:00:00', '2021-06-12 12:00:00', '2021-06-12 13:00:00',\n", - " '2021-06-13 05:00:00', '2021-06-13 12:00:00', '2021-06-13 13:00:00',\n", - " '2021-06-14 05:00:00', '2021-06-14 12:00:00', '2021-06-14 13:00:00',\n", - " '2021-06-15 05:00:00', '2021-06-15 12:00:00', '2021-06-15 13:00:00',\n", - " '2021-06-16 05:00:00', '2021-06-16 12:00:00', '2021-06-16 13:00:00',\n", - " '2021-06-17 05:00:00', '2021-06-17 12:00:00', '2021-06-17 13:00:00',\n", - " '2021-06-18 05:00:00', '2021-06-18 12:00:00', '2021-06-18 13:00:00',\n", - " '2021-06-19 05:00:00', '2021-06-19 12:00:00', '2021-06-19 13:00:00',\n", - " '2021-06-20 05:00:00', '2021-06-20 12:00:00', '2021-06-20 13:00:00',\n", - " '2021-06-21 05:00:00', '2021-06-21 12:00:00', '2021-06-21 13:00:00',\n", - " '2021-06-22 05:00:00', '2021-06-22 12:00:00', '2021-06-22 13:00:00',\n", - " '2021-06-23 05:00:00', '2021-06-23 12:00:00', '2021-06-23 13:00:00',\n", - " '2021-06-24 05:00:00', '2021-06-24 12:00:00', '2021-06-24 13:00:00',\n", - " '2021-06-25 05:00:00', '2021-06-25 12:00:00', '2021-06-25 13:00:00',\n", - " '2021-06-26 05:00:00', '2021-06-26 12:00:00', '2021-06-26 13:00:00',\n", - " '2021-06-27 05:00:00', '2021-06-27 12:00:00', '2021-06-27 13:00:00',\n", - " '2021-06-28 05:00:00', '2021-06-28 12:00:00', '2021-06-28 13:00:00',\n", - " '2021-06-29 05:00:00', '2021-06-29 12:00:00', '2021-06-29 13:00:00',\n", - " '2021-06-30 05:00:00', '2021-06-30 12:00:00', '2021-06-30 13:00:00'],\n", - " dtype='object'),\n", - " 'count': 90,\n", - " 'skyfile': 'skies/1axis_-0.0.rad',\n", - " 'radfile': 'objects/1axis-0.0__C_1.50000_rtr_5.70000_tilt_0.00000_5modsx2rows_origin0,0.rad',\n", - " 'scene': {'module': {'x': 2, 'y': 1, 'z': 0.02, 'modulematerial': 'black', 'scenex': 2.01, 'sceney': 1.0, 'scenez': 0.1, 'numpanels': 1, 'bifi': 1, 'text': '! genbox black PVmod 2 1 0.02 | xform -t -1.0 -0.5 0 -a 1 -t 0 1.0 0', 'modulefile': 'objects/PVmod.rad', 'glass': False, 'offsetfromaxis': 0, 'xgap': 0.01, 'ygap': 0.0, 'zgap': 0.1}, 'modulefile': 'objects/PVmod.rad', 'hpc': False, 'name': 'Scene0', 'gcr': 0.17543859649122806, 'text': '!xform -rx 0.0 -t 0 0 1.5 -a 5 -t 2.01 0 0 -a 2 -t 0 5.7 0 -i 1 -t -4.02 -0.0 0 -rz 89.99999590544545 -t 0 0 0 objects/PVmod.rad', 'radfiles': 'objects/1axis-0.0__C_1.50000_rtr_5.70000_tilt_0.00000_5modsx2rows_origin0,0.rad', 'sceneDict': {'tilt': 0.0, 'pitch': 5.7, 'clearance_height': 1.5, 'azimuth': 90.00000409455455, 'nMods': 5, 'nRows': 2, 'modulez': 0.02, 'axis_tilt': 0, 'originx': 0, 'originy': 0}},\n", - " 'octfile': '1axis_-0.0.oct',\n", - " 'Results': [{'rowWanted': 1,\n", - " 'modWanted': 2,\n", - " 'AnalysisObj': {'octfile': '1axis_-0.0.oct', 'name': '1axis_-0.01-axis groundscan 500', 'hpc': False, 'modWanted': 2, 'rowWanted': 1, 'Wm2Front': 39506.5545, 'Wm2Back': 6383.153000000001, 'backRatio': 0.1615719953110061, 'frontx': [-1.436416e-07, 0.0114227, 0.02284555, 0.03426839, 0.04569124, 0.05711408, 0.06853693, 0.07995978, 0.09138262, 0.1028055, 0.1142283, 0.1256512, 0.137074, 0.1484969, 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11:00:00',\n", - " '2021-06-20 06:00:00', '2021-06-20 10:00:00', '2021-06-20 11:00:00',\n", - " '2021-06-21 06:00:00', '2021-06-21 10:00:00', '2021-06-21 11:00:00',\n", - " '2021-06-22 06:00:00', '2021-06-22 10:00:00', '2021-06-22 11:00:00',\n", - " '2021-06-23 06:00:00', '2021-06-23 10:00:00', '2021-06-23 11:00:00',\n", - " '2021-06-24 06:00:00', '2021-06-24 10:00:00', '2021-06-24 11:00:00',\n", - " '2021-06-25 06:00:00', '2021-06-25 10:00:00', '2021-06-25 11:00:00',\n", - " '2021-06-26 06:00:00', '2021-06-26 10:00:00', '2021-06-26 11:00:00',\n", - " '2021-06-27 06:00:00', '2021-06-27 10:00:00', '2021-06-27 11:00:00',\n", - " '2021-06-28 06:00:00', '2021-06-28 10:00:00', '2021-06-28 11:00:00',\n", - " '2021-06-29 06:00:00', '2021-06-29 10:00:00', '2021-06-29 11:00:00',\n", - " '2021-06-30 06:00:00', '2021-06-30 10:00:00', '2021-06-30 11:00:00'],\n", - " dtype='object'),\n", - " 'count': 90,\n", - " 'skyfile': 'skies/1axis_-30.0.rad',\n", - " 'radfile': 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09:00:00',\n", - " '2021-06-04 07:00:00', '2021-06-04 08:00:00', '2021-06-04 09:00:00',\n", - " '2021-06-05 07:00:00', '2021-06-05 08:00:00', '2021-06-05 09:00:00',\n", - " '2021-06-06 07:00:00', '2021-06-06 08:00:00', '2021-06-06 09:00:00',\n", - " '2021-06-07 07:00:00', '2021-06-07 08:00:00', '2021-06-07 09:00:00',\n", - " '2021-06-08 07:00:00', '2021-06-08 08:00:00', '2021-06-08 09:00:00',\n", - " '2021-06-09 07:00:00', '2021-06-09 08:00:00', '2021-06-09 09:00:00',\n", - " '2021-06-10 07:00:00', '2021-06-10 08:00:00', '2021-06-10 09:00:00',\n", - " '2021-06-11 07:00:00', '2021-06-11 08:00:00', '2021-06-11 09:00:00',\n", - " '2021-06-12 07:00:00', '2021-06-12 08:00:00', '2021-06-12 09:00:00',\n", - " '2021-06-13 07:00:00', '2021-06-13 08:00:00', '2021-06-13 09:00:00',\n", - " '2021-06-14 07:00:00', '2021-06-14 08:00:00', '2021-06-14 09:00:00',\n", - " '2021-06-15 07:00:00', '2021-06-15 08:00:00', '2021-06-15 09:00:00',\n", - " '2021-06-16 07:00:00', '2021-06-16 08:00:00', '2021-06-16 09:00:00',\n", - " '2021-06-17 07:00:00', '2021-06-17 08:00:00', '2021-06-17 09:00:00',\n", - " '2021-06-18 07:00:00', '2021-06-18 08:00:00', '2021-06-18 09:00:00',\n", - " '2021-06-19 07:00:00', '2021-06-19 08:00:00', '2021-06-19 09:00:00',\n", - " '2021-06-20 07:00:00', '2021-06-20 08:00:00', '2021-06-20 09:00:00',\n", - " '2021-06-21 07:00:00', '2021-06-21 08:00:00', '2021-06-21 09:00:00',\n", - " '2021-06-22 07:00:00', '2021-06-22 08:00:00', '2021-06-22 09:00:00',\n", - " '2021-06-23 07:00:00', '2021-06-23 08:00:00', '2021-06-23 09:00:00',\n", - " '2021-06-24 07:00:00', '2021-06-24 08:00:00', '2021-06-24 09:00:00',\n", - " '2021-06-25 07:00:00', '2021-06-25 08:00:00', '2021-06-25 09:00:00',\n", - " '2021-06-26 07:00:00', '2021-06-26 08:00:00', '2021-06-26 09:00:00',\n", - " '2021-06-27 07:00:00', '2021-06-27 08:00:00', '2021-06-27 09:00:00',\n", - " '2021-06-28 07:00:00', '2021-06-28 08:00:00', '2021-06-28 09:00:00',\n", - " '2021-06-29 07:00:00', '2021-06-29 08:00:00', '2021-06-29 09:00:00',\n", - " '2021-06-30 07:00:00', '2021-06-30 08:00:00', '2021-06-30 09:00:00'],\n", - " dtype='object'),\n", - " 'count': 90,\n", - " 'skyfile': 'skies/1axis_-60.0.rad',\n", - " 'radfile': 'objects/1axis-60.0__C_1.06699_rtr_5.70000_tilt_60.00000_5modsx2rows_origin0,0.rad',\n", - " 'scene': {'module': {'x': 2, 'y': 1, 'z': 0.02, 'modulematerial': 'black', 'scenex': 2.01, 'sceney': 1.0, 'scenez': 0.1, 'numpanels': 1, 'bifi': 1, 'text': '! genbox black PVmod 2 1 0.02 | xform -t -1.0 -0.5 0 -a 1 -t 0 1.0 0', 'modulefile': 'objects/PVmod.rad', 'glass': False, 'offsetfromaxis': 0, 'xgap': 0.01, 'ygap': 0.0, 'zgap': 0.1}, 'modulefile': 'objects/PVmod.rad', 'hpc': False, 'name': 'Scene0', 'gcr': 0.17543859649122806, 'text': '!xform -rx 60.0 -t 0 0 1.5 -a 5 -t 2.01 0 0 -a 2 -t 0 5.7 0 -i 1 -t -4.02 -0.0 0 -rz 90.0 -t 0 0 0 objects/PVmod.rad', 'radfiles': 'objects/1axis-60.0__C_1.06699_rtr_5.70000_tilt_60.00000_5modsx2rows_origin0,0.rad', 'sceneDict': {'tilt': 60.0, 'pitch': 5.7, 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" '2021-06-17 14:00:00', '2021-06-17 15:00:00', '2021-06-17 19:00:00',\n", - " '2021-06-18 14:00:00', '2021-06-18 15:00:00', '2021-06-18 19:00:00',\n", - " '2021-06-19 14:00:00', '2021-06-19 15:00:00', '2021-06-19 19:00:00',\n", - " '2021-06-20 14:00:00', '2021-06-20 15:00:00', '2021-06-20 19:00:00',\n", - " '2021-06-21 14:00:00', '2021-06-21 15:00:00', '2021-06-21 19:00:00',\n", - " '2021-06-22 14:00:00', '2021-06-22 15:00:00', '2021-06-22 19:00:00',\n", - " '2021-06-23 14:00:00', '2021-06-23 15:00:00', '2021-06-23 19:00:00',\n", - " '2021-06-24 14:00:00', '2021-06-24 15:00:00', '2021-06-24 19:00:00',\n", - " '2021-06-25 14:00:00', '2021-06-25 15:00:00', '2021-06-25 19:00:00',\n", - " '2021-06-26 14:00:00', '2021-06-26 15:00:00', '2021-06-26 19:00:00',\n", - " '2021-06-27 14:00:00', '2021-06-27 15:00:00', '2021-06-27 19:00:00',\n", - " '2021-06-28 14:00:00', '2021-06-28 15:00:00', '2021-06-28 19:00:00',\n", - " '2021-06-29 14:00:00', '2021-06-29 15:00:00', '2021-06-29 19:00:00',\n", - " '2021-06-30 14:00:00', '2021-06-30 15:00:00', '2021-06-30 19:00:00'],\n", - " dtype='object'),\n", - " 'count': 90,\n", - " 'skyfile': 'skies/1axis_30.0.rad',\n", - " 'radfile': 'objects/1axis30.0__C_1.25000_rtr_5.70000_tilt_-30.00000_5modsx2rows_origin0,0.rad',\n", - " 'scene': {'module': {'x': 2, 'y': 1, 'z': 0.02, 'modulematerial': 'black', 'scenex': 2.01, 'sceney': 1.0, 'scenez': 0.1, 'numpanels': 1, 'bifi': 1, 'text': '! genbox black PVmod 2 1 0.02 | xform -t -1.0 -0.5 0 -a 1 -t 0 1.0 0', 'modulefile': 'objects/PVmod.rad', 'glass': False, 'offsetfromaxis': 0, 'xgap': 0.01, 'ygap': 0.0, 'zgap': 0.1}, 'modulefile': 'objects/PVmod.rad', 'hpc': False, 'name': 'Scene0', 'gcr': 0.17543859649122806, 'text': '!xform -rx -30.0 -t 0 0 1.5 -a 5 -t 2.01 0 0 -a 2 -t 0 5.7 0 -i 1 -t -4.02 -0.0 0 -rz 90.0 -t 0 0 0 objects/PVmod.rad', 'radfiles': 'objects/1axis30.0__C_1.25000_rtr_5.70000_tilt_-30.00000_5modsx2rows_origin0,0.rad', 'sceneDict': {'tilt': -30.0, 'pitch': 5.7, 'clearance_height': 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'backx': [0.0005], 'backy': [-2.01], 'backz': [1.499134], 'backrearMat': ['a1.0.a0.PVmod.2310'], 'backWm2Back': [6128.828]},\n", - " 'Wm2Front': 31437.681080000002,\n", - " 'Wm2Back': 6128.828,\n", - " 'backRatio': 0.19495165020130517}]},\n", - " 60.0: {'csvfile': 'EPWs/1axis_60.0.csv',\n", - " 'surf_azm': 90.0,\n", - " 'surf_tilt': -60.0,\n", - " 'datetime': Index(['2021-06-01 16:00:00', '2021-06-01 17:00:00', '2021-06-01 18:00:00',\n", - " '2021-06-02 16:00:00', '2021-06-02 17:00:00', '2021-06-02 18:00:00',\n", - " '2021-06-03 16:00:00', '2021-06-03 17:00:00', '2021-06-03 18:00:00',\n", - " '2021-06-04 16:00:00', '2021-06-04 17:00:00', '2021-06-04 18:00:00',\n", - " '2021-06-05 16:00:00', '2021-06-05 17:00:00', '2021-06-05 18:00:00',\n", - " '2021-06-06 16:00:00', '2021-06-06 17:00:00', '2021-06-06 18:00:00',\n", - " '2021-06-07 16:00:00', '2021-06-07 17:00:00', '2021-06-07 18:00:00',\n", - " '2021-06-08 16:00:00', '2021-06-08 17:00:00', '2021-06-08 18:00:00',\n", - " '2021-06-09 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'numpanels': 1, 'bifi': 1, 'text': '! genbox black PVmod 2 1 0.02 | xform -t -1.0 -0.5 0 -a 1 -t 0 1.0 0', 'modulefile': 'objects/PVmod.rad', 'glass': False, 'offsetfromaxis': 0, 'xgap': 0.01, 'ygap': 0.0, 'zgap': 0.1}, 'modulefile': 'objects/PVmod.rad', 'hpc': False, 'name': 'Scene0', 'gcr': 0.17543859649122806, 'text': '!xform -rx -60.0 -t 0 0 1.5 -a 5 -t 2.01 0 0 -a 2 -t 0 5.7 0 -i 1 -t -4.02 -0.0 0 -rz 90.0 -t 0 0 0 objects/PVmod.rad', 'radfiles': 'objects/1axis60.0__C_1.06699_rtr_5.70000_tilt_-60.00000_5modsx2rows_origin0,0.rad', 'sceneDict': {'tilt': -60.0, 'pitch': 5.7, 'clearance_height': 1.0669872981077808, 'azimuth': 90.0, 'nMods': 5, 'nRows': 2, 'modulez': 0.02, 'axis_tilt': 0, 'originx': 0, 'originy': 0}},\n", - " 'octfile': '1axis_60.0.oct',\n", - " 'Results': [{'rowWanted': 1,\n", - " 'modWanted': 2,\n", - " 'AnalysisObj': {'octfile': '1axis_60.0.oct', 'name': '1axis_60.01-axis groundscan 500', 'hpc': False, 'modWanted': 2, 'rowWanted': 1, 'Wm2Front': 20696.03248, 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[0.0008660254], 'backy': [-2.01], 'backz': [1.4995], 'backrearMat': ['a1.0.a0.PVmod.2310'], 'backWm2Back': [5858.092]},\n", - " 'Wm2Front': 20696.03248,\n", - " 'Wm2Back': 5858.092,\n", - " 'backRatio': 0.28305385211427475}]}}" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "trakerdict" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [], - "source": [ - "resulsbyangle = {}\n", - "\n", - "for i, angle in enumerate(angles):\n", - " results = []\n", - " for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " if (sensorsground, angle) in resultsdict:\n", - " results.append(np.mean(resultsdict[(sensorsground, angle)]))\n", - " else:\n", - " results.append(0)\n", - " \n", - " resulsbyangle[angle] = results" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{-0.0: [0,\n", - " 31442.599999999995,\n", 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", 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", 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", 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x8bG3zXfffZembUqWLMny5cvZvn07DRs2pGLFisyaNeu6z12/fn0WLFjA1KlT2bJlS7Yn2T7zzDPExMTw1VdfMXjwYB599FFee+21NPWuXWmX1fuuVycr5+ZH+SoZOXfuHLVq1XLoEsuOsWPHEhcX53CrXr063bt3z+FI0+fr65vhEEF63eA//fQTrVq1AuD9999n06ZNxMTEMGHCBMAaUgDs3Ytly5Z1ON/Dw4OSJUteN64+ffrwzjvvMHToUL755ht++uknYmJiKF26tP05rnbtY6bO7E6tmzrfoUKFChk+Z+r4ebdu3fD09HS4vfzyyxhj7F226Vm5ciU9evSgfPnyfPjhh0RHRxMTE8PgwYO5ePHidV9zRhISEggKCkpTfm3b5oRjx45x6tQpvLy80rTB0aNH03zZpfcZOXbsGF988UWa8++44w6ANI9xvfcuu1I/e+m1WXplkPZ1pD5Geq+vXLlyWe4+T8/1Xm9GPzvplfXr14958+axf/9+unbtSpkyZWjQoAGRkZH2OsePH8/0cw/Z/+ym9zPs7e19U+9ZRm2dev/VMhuiuxH79u1L83lNTZrfeOMNHn74YRo0aMCKFSvYsmULMTExtG7dOt3X26BBA+644w4uXrzIww8/nKU/LJcvX86AAQOYM2cOERERBAYG0r9//3TnhaWnYsWK1K1bl7Zt2zJz5kweeughxo8fb/+9l/p+pfe5PXnyJDabjeLFi2f4+Nc735VX4t2MfDVnpE2bNva/+NJz6dIlnn32WRYvXsypU6eoUaMGL7/8sn2cMXUiZaqff/6Z3bt3ZymbzgnZzZSXLVuGp6cnX375pcP44rU9Qqkf3qNHj1K+fHl7+ZUrV677izwxMZEvv/ySSZMmMW7cOHt56rj2jUhdtnbo0KE0f32lSp2H8vbbb3P33XenWyejLzOw5puEhYWxfPlyh7ZLSkq6oZhTlSxZMt2Jv1n9RZUdqROA16xZk+79V/81DOl/RkqVKkXNmjX597//ne5jpH7B5JbUz15qcnm1o0ePpts7cu3rSH2MuLi4NHWPHDniMGfJx8eHxMTENPXS66XIiqt/dq6VXtmgQYMYNGgQ586d44cffmDSpEm0b9+e//3vf4SGhlK6dGkOHTqU6XPm1mc3q0qWLJlhWwNp5ojl9F/i5cqVIyYmxqGsatWqgNU2TZs2ZebMmQ73ZzT3bdKkSezatYvw8HAmTpxI+/btM5xHk6pUqVJMnz6d6dOnc+DAAT7//HPGjRtHfHx8hj+Lmalfvz6zZs3ir7/+onTp0lSuXJkiRYrYJ9FebdeuXdx6660ZzhcBqFGjhr1u27Zt05yfen9Bk696Rq5n0KBBbNq0iWXLlvHLL7/QvXt3Wrduze+//55u/Tlz5lClShUaN26cx5Fmjc1mw8PDw6Gb+cKFC3zwwQcO9VKTrdTJkak++ugjh0myGT2HMSbNuvU5c+aQnJx8Q3G3atUKd3f3NL9QrtaoUSOKFy/O7t27qVu3bro3Ly+vTOP28vJy+EV59OjRdFckZOevyGbNmnHmzBk+//xzh/IlS5Zk6fzsaN++PQkJCSQnJ6f7+lN/QV/vMX799VcqV66c7mPcSDKSnd6SBg0a4O3tzfLlyx3Kt2zZkuVhhIiICIoUKZJm86hDhw7ZhxRSVapUif/9738OX9wJCQls3rw5S891rapVqxIcHMzSpUsdhgr279+f6WMWLVqUNm3aMGHCBC5dusRvv/0GWH8wrVu3jr1792Z4bnY+u7mhefPmfP/992lWwC1atAhfX98M/zjIKV5eXmk+p6mJt81mS/O76JdffkkzdATWcPC0adN49tlniYyMtK98u3TpUpZjqVixIo8++igtW7Zk+/btN/R61q1bh5ubmz0J8vDwoEOHDqxcudIhiTpw4ADr1q2jS5cumT5e+fLlqV+/Ph9++KHD7+AtW7awd+/e656fX+WrnpHM/PnnnyxdupRDhw7ZfwGPHTuWNWvWMH/+fF588UWH+klJSSxevNihN8DVtGvXjjfeeIM+ffrw0EMPkZCQwGuvvZbmh7VatWo8+OCDTJ8+HU9PT1q0aMGvv/7Ka6+9lunKEbBWltx77728+uqrlCpVikqVKrFhwwbmzp2baVdiZipVqsQzzzzDCy+8wIULF+jduzcBAQHs3r2bEydOMHnyZPz8/Hj77bcZMGAAJ0+epFu3bpQpU4bjx4/z888/c/z48UyTmdRlriNHjqRbt24cPHiQF154geDg4DTJ55133sn69ev54osvCA4Oxt/fP8Mv+v79+/Of//yH/v378+9//5vbbruN1atX880339xQW2SmV69eLF68mLZt2zJq1Cjq16+Pp6cnhw4dYt26dXTs2JHOnTtn+hhTpkwhMjKShg0b8vjjj1O1alUuXrzIvn37WL16NbNmzbrusMG1UlcivPzyy7Rp0wZ3d3dq1qyZbnIYGBjImDFjmDZtGiVKlKBz584cOnSIyZMnExwcnKWlnsWLF+e5557jmWeeoX///vTu3ZuEhAQmT56Mj48PkyZNstft168fs2fP5sEHH2TYsGEkJCTwyiuvXPdznhE3NzdeeOEFhg4dSufOnRk2bBinTp3i+eefTzNMM2zYMIoUKUKjRo0IDg7m6NGjTJs2jYCAAOrVqwdY78fXX3/NvffeyzPPPMOdd97JqVOnWLNmDWPGjOH222/P1mc3N0yaNMk+12jixIkEBgayePFivvrqK1555RX7KqMbsXv3bvvqoqNHj3L+/Hk++eQTwFpBdr3NFtu3b88LL7zApEmTaNKkCXv37mXKlCmEhYU5/GEVFxfHgw8+SJMmTZg0aRJubm4sX76ce++9l6effjrDnWYTExNp1qwZffr04fbbb8ff35+YmBjWrFlz3S/5hx56iGLFilG/fn2CgoI4ceIEH3/8McuXL+epp55y2Mhs8uTJ1KtXj/bt2zNu3Dj7pmelSpVyWNkEVvLSpEkTh7lRL7/8Mi1btqR79+6MHDmS+Ph4xo0bR40aNRg0aFCmceZbzp0/e+MAs2rVKvvxRx99ZABTtGhRh5uHh4fp0aNHmvOXLFliPDw87CtAclJGq2nSW2WR+lqunfGeat68eaZq1arG29vb3HLLLWbatGlm7ty5BjCxsbH2eklJSebJJ580ZcqUMT4+Pubuu+820dHRaTY9S281zaFDh0zXrl1NiRIljL+/v2ndurX59ddf05yb0WZuGa3QWbRokalXr57x8fExfn5+5q677kqzadiGDRtMu3btTGBgoPH09DTly5c37dq1Mx9//HG67XG1l156yVSqVMl4e3ubatWqmffffz/dFS47d+40jRo1Mr6+vmlWeKQntT38/PyMv7+/6dq1q9m8eXOOr6YxxpjLly+b1157zdSqVcveTrfffrsZPny4+f333+31QkNDTbt27dKN9/jx4+bxxx83YWFhxtPT0wQGBprw8HAzYcIEc/bsWWPMP6sKXn311TTnA2bSpEn246SkJDN06FBTunRpY7PZ0nzWrpWSkmKmTp1qKlSoYLy8vEzNmjXNl19+aWrVquWwAiL1c5LReztnzhxTs2ZN4+XlZQICAkzHjh3tq4GutnDhQlOtWjXj4+NjqlevbpYvX57hapqsvN7U577tttuMl5eXqVKlipk3b16ax1y4cKFp1qyZCQoKMl5eXqZcuXKmR48e5pdffnF4rIMHD5rBgwebsmXLGk9PT3u9Y8eO2etk9bOb0e+GrG5mmNH5u3btMh06dDABAQHGy8vL1KpVK83P5vXer/Skvob0bte2eXqSkpLM2LFjTfny5Y2Pj4+pU6eO+fTTTx3eiytXrpgmTZqYoKCgNL+/X331VYfvhmtX01y8eNGMGDHC1KxZ0xQrVswUKVLEVK1a1UyaNCnDTShTzZs3zzRu3NiUKlXKeHh4mOLFi5smTZqYDz74IN36W7duNc2bNze+vr6mWLFiplOnTuaPP/5IUy+j30lr1641d999t/Hx8TGBgYGmf//+Dp+hgsZmzDW7Z+UTNpuNVatW2bf4Xr58OX379uW3335zGNYAa67ItX/lpG60VVA3kBFxptjYWG6//XYmTZqUZlMwEZFrFZhhmrvuuovk5GTi4+OvOwckNjaWdevWpZkXICLZ9/PPP7N06VIaNmxIsWLF2Lt3r33oZMiQIc4OT0TygXyVjJw9e9ZhK+LY2Fh27txJYGAgVapUoW/fvvTv35/XX3+du+66ixMnTvD9999z5513OsxKnjdvHsHBwZmuzBGRrClatChbt25l7ty5nDp1ioCAAJo2bcq///3vTFdEiYikylfDNOvXr6dZs2ZpygcMGMCCBQu4fPkyU6dOZdGiRRw+fJiSJUsSERHB5MmT7ZPyUlJSCA0NtU9QFBEREefKV8mIiIiIFDwFap8RERERyX+UjIiIiIhT5YsJrCkpKRw5cgR/f/8Ce5EgERGRgsYYw5kzZyhXrlymmyDmi2TkyJEjGV7jRERERFzbwYMHM90NOl8kI6nXLTh48OANb/ssIiIieev06dOEhISkufDntfJFMpI6NFOsWDElIyIiIvnM9aZYaAKriIiIOJWSEREREXEqJSMiIiLiVPlizkhWJScnc/nyZWeHIenw9PRMczVlERERKCDJiDGGo0ePcurUKWeHIpkoXrw4ZcuW1V4xIiLioEAkI6mJSJkyZfD19dWXnYsxxnD+/Hni4+MBCA4OdnJEIiLiSvJ9MpKcnGxPREqWLOnscCQDRYoUASA+Pp4yZcpoyEZEROzy/QTW1Dkivr6+To5Erif1PdK8HhERuVq+T0ZSaWjG9ek9EhGR9OT7YRoRERG5McnJEBUFcXEQHAyNG4MzRtGVjIiIiBRCK1fCqFFw6NA/ZRUqwJtvQpcueRtLgRmmuVnJybB+PSxdav2bnOzsiERERHLHypXQrZtjIgJw+LBVvnJl3sajZASr0StVgmbNoE8f699KlfL+zchtycnJpKSkODsMERFxouRkq0fEmLT3pZY98UTe/lFe6JMRZ2aHa9as4Z577qF48eKULFmS9u3b8+effwIQERHBuHHjHOofP34cT09P1q1bB8ClS5d4+umnKV++PEWLFqVBgwasX7/eXn/BggUUL16cL7/8kurVq+Pt7c3+/fuJiYmhZcuWlCpVioCAAJo0acL27dsdnuu///0v99xzDz4+PlSvXp1vv/0Wm83Gp59+aq9z+PBhevbsSYkSJShZsiQdO3Zk3759udJWIiKSM6Ki0n7nXc0YOHjQqpdXClwyYgycO5e12+nT8PjjmWeHo0ZZ9bLyeOk9TmbOnTvHmDFjiImJ4bvvvsPNzY3OnTuTkpJC3759Wbp0KeaqB12+fDlBQUE0adIEgEGDBrFp0yaWLVvGL7/8Qvfu3WndujW///67/Zzz588zbdo05syZw2+//UaZMmU4c+YMAwYMICoqii1btnDbbbfRtm1bzpw5A0BKSgqdOnXC19eXH3/8kffee48JEyY4xH7+/HmaNWuGn58fP/zwAxs3bsTPz4/WrVtz6dKl7DWEiIjkmbi4nK2XI0w+kJiYaACTmJiY5r4LFy6Y3bt3mwsXLhhjjDl71hgrLcj729mzN/c64+PjDWB27dpl4uPjjYeHh/nhhx/s90dERJinnnrKGGPMH3/8YWw2mzl8+LDDYzRv3tyMHz/eGGPM/PnzDWB27tyZ6fNeuXLF+Pv7my+++MIYY8zXX39tPDw8TFxcnL1OZGSkAcyqVauMMcbMnTvXVK1a1aSkpNjrJCUlmSJFiphvvvkm3ee59r0SEZG8t3Zt1r7T1q27+efK7Pv7atnuGfnhhx/o0KED5cqVS9Ntn5ENGzYQHh6Oj48Pt9xyC7Nmzcru0xZIf/75J3369OGWW26hWLFihIWFAXDgwAFKly5Ny5YtWbx4MQCxsbFER0fTt29fALZv344xhipVquDn52e/bdiwwT7UA+Dl5UXNmjUdnjc+Pp4RI0ZQpUoVAgICCAgI4OzZsxw4cACAvXv3EhISQtmyZe3n1K9f3+Extm3bxh9//IG/v7/9uQMDA7l48aLD84uIiOv4808YPz7zOjYbhIRYy3zzSraX9p47d45atWoxaNAgunbtet36sbGxtG3blmHDhvHhhx+yadMmRo4cSenSpbN0fnb5+sLZs1mr+8MP0Lbt9eutXg333pu1586ODh06EBISwvvvv0+5cuVISUmhRo0a9mGOvn37MmrUKN5++22WLFnCHXfcQa1atQBrKMXd3Z1t27al2Vrdz8/P/v8iRYqk2Wxs4MCBHD9+nOnTpxMaGoq3tzcRERH25zXGXHeDspSUFMLDw+3J0tVKly6dvYYQEZFc99FHMHQonDkDfn7Wd6XN5jjFIPVX//TpebvfSLaTkTZt2tCmTZss1581axYVK1Zk+vTpAFSrVo2tW7fy2muv5UoyYrNB0aJZq9uqlbWm+vDh9Od72GzW/a1a5fybkpCQwJ49e5g9ezaN/z/93Lhxo0OdTp06MXz4cNasWcOSJUvo16+f/b677rqL5ORk4uPj7ednVVRUFDNmzKDt/2diBw8e5MSJE/b7b7/9dg4cOMCxY8cICgoCICYmxuEx6tSpw/LlyylTpgzFihXL1vOLiEjeuXABRo+G2bOt40aNrG0sYmLS32dk+vQCuM9IdHQ0rVq1cii7//772bp1a4bXKElKSuL06dMOt9zg7m5t7gL/ZIOpcjs7TF2B8t577/HHH3/w/fffM2bMGIc6RYsWpWPHjjz33HPs2bOHPn362O+rUqUKffv2pX///qxcuZLY2FhiYmJ4+eWXWb16dabPfeutt/LBBx+wZ88efvzxR/r27Wu/kB1Ay5YtqVy5MgMGDOCXX35h06ZN9gmsqT0mffv2pVSpUnTs2JGoqChiY2PZsGEDo0aN4lBm07RFRCTP7NkDDRpYiYjNBhMmWHtphYRYCce+fbBuHSxZYv0bG5v3iQjkQTJy9OhR+1/XqYKCgrhy5YrDX+NXmzZtmn0uQ0BAACEhIbkWX5cu8MknUL68Y3mFClZ5br0pbm5uLFu2jG3btlGjRg1Gjx7Nq6++mqZe3759+fnnn2ncuDEVK1Z0uG/+/Pn079+fJ598kqpVq/LAAw/w448/Xre95s2bx99//81dd91Fv379ePzxxylTpoz9fnd3dz799FPOnj1LvXr1GDp0KM8++ywAPj4+gHXRux9++IGKFSvSpUsXqlWrxuDBg7lw4YJ6SkREXMDChVC3LuzaBWXKwDffwNSp4HHVmIi7OzRtCr17W/8664LqNmOyuyD1qpNtNlatWkWnTp0yrFOlShUGDRrE+KtmzGzatIl77rmHuLg4h0mSqZKSkkhKSrIfnz59mpCQEBITE9N80V28eJHY2FjCwsLsX5Q3wlX253dVqe/ZH3/8QeXKlW/oMXLqvRIRkYydPQuPPAKLFlnHzZvDhx9COl+3ue706dMEBASk+/19tVy/Nk3ZsmU5evSoQ1l8fDweHh6ULFky3XO8vb3x9vbO7dAcpGaHYlm1ahV+fn7cdttt/PHHH4waNYpGjRrdcCIiIiK57+efoWdP2LsX3NxgyhQYN871/7jO9WQkIiKCL774wqFs7dq11K1bF09Pz9x+erlBZ86c4emnn+bgwYOUKlWKFi1a8Prrrzs7LBERSYcx1ryQJ56ApCRr6sGSJVlbCeoKsp2MnD17lj/++MN+HBsby86dOwkMDKRixYqMHz+ew4cPs+j/+4dGjBjBO++8w5gxYxg2bBjR0dHMnTuXpUuX5tyrkBzXv39/+vfv7+wwRETkOhITYdgw+Phj67hdO1iwAEqVcmpY2ZLtZGTr1q00a9bMfpy6AmTAgAEsWLCAuLg4++ZZAGFhYaxevZrRo0fz7rvvUq5cOd56661cWdYrIiJSmMTEWMMysbHWxNSXXrKW8brls4u9ZDsZadq0KZnNeV2wYEGasvQuxJbTbmIeruQRvUciIjnDGGvriX/9Cy5ftq40v2yZtYw3P8pnuVNaqfNOzp8/7+RI5HpS3yPNFRIRuXEJCdCxI4wZYyUiXbvCjh35NxGBPJjAmtvc3d0pXrw48fHxgLX/xfW2Mpe8ZYzh/PnzxMfHU7x48TTb14uISNZs3GjtCXLoEHh7wxtvwMMPp924M7/J98kIYN+rJDUhEddUvHjxdPeVERGRzKWkWPNBJk609sWqUgWWL4fatZ0dWc4oEMmIzWYjODiYMmXKZLjFvDiXp6enekRERG7AsWPQrx9ERlrHffvCzJng7+/cuHJSgUhGUrm7u+sLT0RECozvvrOSj2PHrCvDv/MODByY/4dlrpXvJ7CKiIgUNFeuwHPPQcuWViJSo4a1jHfQoIKXiEAB6xkRERHJ7w4dgj59rOulgbWh2fTpVs9IQaVkRERExEV89RUMGGAt3/X3h/feg169nB1V7tMwjYiIiJNdugRjx0L79lYiUqcObN9eOBIRUM+IiIiIU8XGWknHTz9Zx48/Dq+8Yu0jUlgoGREREXGSFStgyBDrYnfFi8P8+dCpk7OjynsaphEREcljFy/CI49At25WIhIRATt3Fs5EBJSMiIiI5Kn//Q/uvhtmzLCO//Uv2LABQkOdG5czaZhGREQkj3z4IYwYAefOQenSsGgRtG7t7KicTz0jIiIiuezcORg82NrW/dw5aNrUGpZRImJRMiIiIpKLfv0V6tWzJqe6ucHkyfDtt1CunLMjcx0aphEREckFxsCcOdZS3YsXITgYliyxekXEkZIRERGRHHb6NAwfDsuWWcetW8PChVCmjHPjclUaphEREclB27dbO6guWwbu7vDyy9Y270pEMqaeERERkRxgDLz9Njz1lLW9e8WKVkISEeHsyFyfkhEREZGbdPKktZPqp59ax506wdy5EBjozKjyDw3TiIiI3IToaLjrLisR8fKCt96ClSuViGSHkhEREZEbkJJiXdCucWM4cABuvdVKTB57DGw2Z0eXv2iYRkREJJvi46F/f/jmG+u4Vy+YPRuKFXNuXPmVekZERESyYf16qF3bSkR8fOD99639Q5SI3DglIyIiIlmQnGztntq8OcTFQfXqEBMDQ4dqWOZmaZhGRETkOo4cgb59rV4RsK4z89ZbULSoU8MqMJSMiIiIZGLNGmt+yPHjVvIxaxY8+KCzoypYNEwjIiKSjsuXYdw4aNPGSkRq17Z2V1UikvPUMyIiInKN/fuhd29rqS7AI4/Aa69ZE1Yl5ykZERERucqnn8KgQXDqFAQEWDupdu3q7KgKNg3TiIiIAElJMGoUdO5sJSL168OOHUpE8oKSERERKfT++AMaNrRWyACMHQtRURAW5ty4CgsN04iISKG2bBk89BCcOQMlS8LChdCunbOjKlzUMyIiIoXS+fNWEtK7t5WING4MO3cqEXEGJSMiIlLo7N5tzQl5/31r99TnnoPvv4cKFZwdWeGkYRoRESk0jIEFC6yluhcuQFAQLF5sbfEuzqNkRERECoUzZ2DkSPjwQ+u4ZUv44AMrIRHn0jCNiIgUeDt3Qt26ViLi7g4vvmht865ExDWoZ0RERAosY2DmTBgzxtpHpEIFa/VMo0bOjkyupmREREQKpFOnYOhQWLHCOu7QAebPt5bvimvRMI2IiBQ4P/0Ed91lJSKenvCf/8BnnykRcVXqGRERkQIjJcVKPMaNgytX4JZbYPlya76IuC4lIyIiUiCcOAEDB8JXX1nHPXrAe+9ZF7sT16ZhGhERyfeioqB2bSsR8faGWbOsiapKRPIHJSMiIpJvJSfD1KnQtCkcPgxVq1rzRYYPt3ZWlfxBwzQiIpIvHT0KDz4I331nHQ8YAO+8A35+zo1Lsk/JiIiI5DuRkVYiEh8Pvr4wY4aVjEj+pGEaERHJN65cgQkT4P77rUTkzjth2zYlIvmdekZERMTlJCdbk1Lj4iA4GBo3hiNHoE8f2LjRqjNiBLzxBhQp4txY5eYpGREREZeyciWMGgWHDv1TVrKktZ372bNQrBi8/761dFcKBiUjIiLiMlauhG7drGvKXC0hwfq3cmVYu9bazEwKDs0ZERERl5CcbPWIXJuIXC0pCUJD8y4myRtKRkRExCVERTkOzaTn0CGrnhQsSkZERMQlxMXlbD3JP24oGZkxYwZhYWH4+PgQHh5O1HXS1MWLF1OrVi18fX0JDg5m0KBBJKQOAIqIiAAXLmStXnBw7sYheS/bycjy5ct54oknmDBhAjt27KBx48a0adOGAwcOpFt/48aN9O/fnyFDhvDbb7/x8ccfExMTw9ChQ286eBERyf+MgZkz4eGHM69ns0FIiLXMVwqWbCcjb7zxBkOGDGHo0KFUq1aN6dOnExISwsyZM9Otv2XLFipVqsTjjz9OWFgY99xzD8OHD2fr1q03HbyIiORvJ09C164wciRcugR16lhJx7XXlUk9nj4d3N3zPEzJZdlKRi5dusS2bdto1aqVQ3mrVq3YvHlzuuc0bNiQQ4cOsXr1aowxHDt2jE8++YR27dpl+DxJSUmcPn3a4SYiIgXLxo3WlXZXrQJPT2sDs61b4ZNPoHx5x7oVKljlXbo4JVTJZdlKRk6cOEFycjJBQUEO5UFBQRw9ejTdcxo2bMjixYvp2bMnXl5elC1bluLFi/P2229n+DzTpk0jICDAfgsJCclOmCIi4sJSr7TbpAkcPAi33grR0TB6tNUD0qUL7NsH69bBkiXWv7GxSkQKshuawGq7pv/MGJOmLNXu3bt5/PHHmThxItu2bWPNmjXExsYyYsSIDB9//PjxJCYm2m8HDx68kTBFRMTFHDkCLVrAc89BSgr06wfbt0N4uGM9d3do2hR697b+1dBMwZatHVhLlSqFu7t7ml6Q+Pj4NL0lqaZNm0ajRo146qmnAKhZsyZFixalcePGTJ06leB0pkV7e3vj7e2dndBERMTFffUVDBwIJ05A0aLWlXb793d2VOIKstUz4uXlRXh4OJGRkQ7lkZGRNGzYMN1zzp8/j5ub49O4/3+KazLbZk9ERAqEpCRrCKZ9eysRuesuqzdEiYikyvYwzZgxY5gzZw7z5s1jz549jB49mgMHDtiHXcaPH0//qz5hHTp0YOXKlcycOZO//vqLTZs28fjjj1O/fn3KlSuXc69ERERczu+/Q8OG1ioYgCeesOaHVKnizKjE1WT7Qnk9e/YkISGBKVOmEBcXR40aNVi9ejWh/3+xgLi4OIc9RwYOHMiZM2d45513ePLJJylevDj33XcfL7/8cs69ChERcTkffGAt2T171rrq7oIFVu+IyLVsJh+MlZw+fZqAgAASExMpVqyYs8MREZFMnDkDjzxiJSNgTUD98MO0y3Wl4Mvq97euTSMiIjkmdWXMBx+Amxu88AJ8+60SEclctodpRERErmUMvPkmPP00XL5sbdu+ZAncc4+zI5P8QMmIiIjclOPHYdAga+kuQKdOMHcuBAY6NSzJRzRMIyIiN2zdOqhVy0pEvL3h3Xdh5UolIpI9SkZERCTbrlyxdlFt3hzi4qBaNfjpJ2v1TAYbcotkSMM0IiKSLQcOQJ8+sGmTdTxkiDVfpGhR58Yl+ZeSERERybKVK63k49QpKFYM3nsPevZ0dlSS32mYRkREruvCBWsIpmtXKxGpXx927FAiIjlDyYiIiGRq925o0ABmzrSOn34aNm6EW25xblxScGiYRkRE0mWMtUT38cetnpEyZazNzFq1cnZkUtAoGRERkTQSE+Ghh+Cjj6zjVq1g0SIICnJuXFIwaZhGREQcbNkCtWtbiYiHB7z8Mnz9tRIRyT3qGREREQBSUuDVV+HZZ619RMLCYOlSa76ISG5SMiIiIhw9Cv37Q2SkddyzJ8yeDQEBzo1LCgcN04iIFHLffGNt6R4ZCUWKwJw5Vo+IEhHJK0pGREQKqUuXrGW6rVtDfDzUrAnbtlmbmmlLd8lLGqYRESmE/voLevWCmBjr+JFH4LXXwMfHuXFJ4aRkRESkkFm6FIYPhzNnoEQJay+Rzp2dHZUUZkpGREQKiXPnrA3M5s2zjhs1giVLoGJF58YlojkjIiKFwM8/Q926ViJis8Fzz8H69UpExDWoZ0REpAAzBt59F8aOhaQkKFcOPvwQmjVzdmQi/1AyIiJSQJ08CYMHw2efWcft28P8+VCqlHPjErmWhmlERAqgqChr75DPPgMvL5g+HT7/XImIuCYlIyIiBUhyMkyZAk2bwqFDcNttEB0No0Zp7xBxXRqmEREpIA4dggcfhA0brOP+/eGdd8Df37lxiVyPekZERAqAL76wrrS7YQP4+cEHH8DChUpEJH9QMiIiko8lJVlDMA88AAkJUKcObN9u9ZCI5BdKRkRE8qm9e+Huu+Gtt6zj0aNh82ZrnohIfqI5IyIi+YwxsGiRdT2Zc+esFTILF0Lbts6OTOTGKBkREclHzpyBhx+GxYut42bNrE3MypVzblwiN0PDNCIi+cTWrXDXXVYi4u4OU6dCZKQSEcn/1DMiIuLiUlKsTcvGjYPLl63rySxdCg0bOjsykZyhZERExIXFx8PAgfD119Zx167w/vtQooRTwxLJURqmERFxUd99Z23p/vXX4OMDM2fCxx8rEZGCR8mIiIiLuXwZJkyAli3h6FGoVg1++glGjNCW7lIwaZhGRMSF7NsHffpY15MBGDbMmi/i6+vMqERyl5IREREX8cknMHQoJCZCsWLW3JAePZwdlUju0zCNiIiTXbhgDcF0724lIg0awM6dSkSk8FAyIiLiRL/9BvXqwezZ1nyQceMgKgrCwpwdmUje0TCNiIgTGAPvvQdPPAEXL0JQkHWl3ZYtnR2ZSN5TMiIiksdOnbImpn7yiXV8//3WtWWCgpwalojTaJhGRCQPRUdD7dpWIuLhAa++CqtXKxGRwk3JiIhIHkhOhhdfhMaNYf9+uOUW2LQJxo4FN/0mlkJOwzQiIrksLg769bN2VAXo3RtmzbKW74qIekZERHLV119bW7p/9521cdm8edZVd5WIiPxDyYiISC64dAmefBLatoXjx6FmTdi2DQYN0pbuItfSMI2ISA774w9rKGbrVuv40Uetiao+Ps6NS8RVKRkREclBixdbu6mePQuBgdawTMeOzo5KxLUpGRERyQFnz1o9IAsXWseNG1uJSUiIc+MSyQ+UjIiIZFFysrVVe1wcBAdbCYe7u3UdmZ494X//s5bpPvccPPustY+IiFyfflRERLJg5UoYNQoOHfqnrEIFa/fUDz6wJqyWL2/1hjRp4rw4RfIjJSMiItexciV062ZdT+Zqhw7B3LnW/zt0sOaHlCqV9/GJ5HdKRkREMpGcbPWIXJuIXK14cSth0bCMyI3RPiMiIpmIinIcmknPqVOwcWOehCNSICkZERHJRFxcztYTkbRuKBmZMWMGYWFh+Pj4EB4eTlRUVKb1k5KSmDBhAqGhoXh7e1O5cmXmzZt3QwGLiOSl4OCcrSciaWV7hHP58uU88cQTzJgxg0aNGjF79mzatGnD7t27qVixYrrn9OjRg2PHjjF37lxuvfVW4uPjuXLlyk0HLyKSm1JSIDo68zo2m7WqpnHjvIlJpCCyGZPZtKy0GjRoQJ06dZg5c6a9rFq1anTq1Ilp06alqb9mzRp69erFX3/9RWBg4A0Fefr0aQICAkhMTKSYri4lInkgIQEGDICvvvqnzGZznMiaeo2ZTz6BLl3yNj6R/CCr39/ZGqa5dOkS27Zto1WrVg7lrVq1YvPmzeme8/nnn1O3bl1eeeUVypcvT5UqVRg7diwXLlzI8HmSkpI4ffq0w01EJK/8+CPUqWMlIt7e8P77VsJRvrxjvQoVlIiI5IRsDdOcOHGC5ORkgoKCHMqDgoI4evRouuf89ddfbNy4ER8fH1atWsWJEycYOXIkJ0+ezHDeyLRp05g8eXJ2QhMRuWnGwFtvwVNPweXLcOut8PHHULu2dX+nTunvwCoiN+eGVsXbrrn+tTEmTVmqlJQUbDYbixcvJiAgAIA33niDbt268e6771KkSJE054wfP54xY8bYj0+fPk2ILvAgIrkoMREGD7b2CwFrk7M5c+D/f20BVuLRtKlTwhMp0LKVjJQqVQp3d/c0vSDx8fFpektSBQcHU758eXsiAtYcE2MMhw4d4rbbbktzjre3N97e3tkJTUTkhu3YYSUff/0Fnp7w+uvWRe8y+BtLRHJYtuaMeHl5ER4eTmRkpEN5ZGQkDRs2TPecRo0aceTIEc6ePWsv+9///oebmxsVKlS4gZBFRHKGMTB7NkREWIlIaKi1edljjykREclL2d5nZMyYMcyZM4d58+axZ88eRo8ezYEDBxgxYgRgDbH079/fXr9Pnz6ULFmSQYMGsXv3bn744QeeeuopBg8enO4QjYhIXjh7Fh58EEaMgKQkaN8etm+H+vWdHZlI4ZPtOSM9e/YkISGBKVOmEBcXR40aNVi9ejWhoaEAxMXFceDAAXt9Pz8/IiMjeeyxx6hbty4lS5akR48eTJ06NedehYhINvz6K3TvDv/9rzUPZNo0ePJJcNOe1CJOke19RpxB+4yISE5ZuBAefhguXIBy5WD5crjnHmdHJVIw5co+IyIi+dX58zBkCAwcaCUiLVvCzp1KRERcgZIRESnw9u6Fu++GefOsialTpsDXX0Pp0s6OTETgBvcZERHJL5Yvh6FDrQmrZcrAkiXQvLmzoxKRq6lnREQKpKQka6+QXr2sRKRJE2tYRomIiOtRMiIiBU5sLDRqBO++ax0/8wx8+621hbuIuB4N04hIgfLZZ9bVdhMTITAQPvgA2rZ1dlQikhn1jIhIgXD5Mowda13MLjHRmrC6Y4cSEZH8QMmIiOR7Bw9ac0Jef906HjMGNmyAihWdG5eIZI2GaUQkX1uzxtrWPSHBusLu/PnQubOzoxKR7FDPiIjkS1euwLPPQps2ViJSpw5s26ZERCQ/Us+IiOQ7cXHQpw+sX28dP/wwvPEG+Pg4NSwRuUFKRkQkX1m3Dnr3hmPHwM8P3n/f2ktERPIvDdOISL6QkgJTp0KLFlYiUqMGbN2qRESkIFDPiIi4vBMnrEmq33xjHQ8aBO+8A76+zo1LRHKGkhERcWmbNkHPnnD4MBQpYu2qOmiQs6MSkZykYRoRcUnGwGuvWfuHHD4MVavCjz8qEREpiNQzIiIu5++/YeBA+Pxz67hXL3jvPfD3d2pYIpJLlIyIiEvZuhW6d4d9+8DLC958E4YPB5vN2ZGJSG5RMiIiTpGcDFFR1p4hwcFwzz0we7a1lfulS3DLLfDxx9ZmZiJSsCkZEZE8t3IljBoFhw79U1akCFy4YP2/c2eYNw+KF3dKeCKSx5SMiEieWrkSunWzJqheLTURGTQI5s7VsIxIYaLVNCKSZ5KTrR6RaxORq337rbXBmYgUHkpGRCTPREU5Ds2k5+BBq56IFB5KRkQkz8TF5Ww9ESkYlIyISJ7Zvz9r9YKDczcOEXEtSkZEJNclJ8OkSTB+fOb1bDYICYHGjfMmLhFxDUpGRCRXnTwJ7dvDlCnW8f33W0nHtatlUo+nTwd39zwNUUScTMmIiOSa7dshPBzWrLH2EVm0yPr/J59A+fKOdStUsMq7dHFOrCLiPNpnRERyxdy58MgjkJQElSvDihVQq5Z1X5cu0LGj4w6sjRurR0SksFIyIiI56uJFePRRKxkB6NDB6hG5djdVd3do2jSvoxMRV6RhGhHJMfv2QaNGViLi5gb//jd8+qm2dReRzKlnRERyxJo10LevNWG1VClYuhRatHB2VCKSH6hnRERuSkoKTJ4MbdtaiUi9erBtmxIREck69YyIyA07eRIefBC+/to6HjHCWprr7e3UsEQkn1EyIiI3ZPt26NrVmifi4wOzZ0P//s6OSkTyIw3TiEi2zZsHDRtaicgtt8CWLUpEROTGKRkRkSy7eBGGDYMhQ6z9Q9q3h61b/9k/RETkRigZEZEs2bcP7rkH5syxtm6fOhU++wxKlHB2ZCKS32nOiIhc19XLdkuWtJbttmzp7KhEpKBQz4iIZCglBV54wXHZ7vbtSkREJGepZ0RE0vX339CvH3z1lXU8fDi8+aaW7YpIzlMyIiJp7NhhLduNjbWW7c6aBQMGODsqESmoNEwjIg7mz7eW7cbGQlgYREcrERGR3KVkREQAa9nu8OEweLD1/3btrG3da9d2dmQiUtApGRER9u+Hxo3hvfesZbsvvACff65luyKSNzRnRKSQW7sWeve2VssEBsKSJXD//c6OSkQKE/WMiBRSqct2W7e2EpG6da1lu0pERCSvqWdEpBC6dtnuQw9Zy3Z9fJwbl4gUTkpGRAqZnTutZbt//WUlHzNmwKBBzo5KRAozJSMihciCBfDww9ZqmbAwWLEC7rrL2VGJSGGnOSMihUBSkrVsd9AgKxFp29ZatqtERERcgZIRkQLuwAHHZbtTpsAXX2jZroi4Dg3TiBRgkZHWst2EBC3bFRHXpWREpABIToaoKIiLg+BgaNQIXnkFnnsOjIHwcPjkE6hUydmRioikpWREJJ9buRJGjYJDh/4p8/Gx5oYADBsGb72lZbsi4rpuaM7IjBkzCAsLw8fHh/DwcKKiorJ03qZNm/Dw8KC2LnYhkiNWroRu3RwTEfgnEXnkEWuuiBIREXFl2U5Gli9fzhNPPMGECRPYsWMHjRs3pk2bNhw4cCDT8xITE+nfvz/Nmze/4WBF5B/JyVaPiDEZ1/n8c6ueiIgry3Yy8sYbbzBkyBCGDh1KtWrVmD59OiEhIcycOTPT84YPH06fPn2IiIi44WBF5B9RUWl7RK518KBVT0TElWUrGbl06RLbtm2jVatWDuWtWrVi8+bNGZ43f/58/vzzTyZNmpSl50lKSuL06dMONxFxFBeXs/VERJwlW8nIiRMnSE5OJigoyKE8KCiIo0ePpnvO77//zrhx41i8eDEeHlmbLztt2jQCAgLst5CQkOyEKVLgGQMxMVmrGxycu7GIiNysG5rAarPZHI6NMWnKAJKTk+nTpw+TJ0+mSpUqWX788ePHk5iYaL8dPHjwRsIUKZBOnYLu3eE//8m8ns0GISHWhmciIq4sW0t7S5Uqhbu7e5pekPj4+DS9JQBnzpxh69at7Nixg0cffRSAlJQUjDF4eHiwdu1a7rvvvjTneXt74+3tnZ3QRAqF6GhrE7P9+8HTE/r2hYULrfuunsia+rfB9Ong7p7nYYqIZEu2eka8vLwIDw8nMjLSoTwyMpKGDRumqV+sWDF27drFzp077bcRI0ZQtWpVdu7cSYMGDW4uepFCIiUFXnrJ6uXYvx8qV4bNm2H+fGszs/LlHetXqGCVd+ninHhFRLIj25uejRkzhn79+lG3bl0iIiJ47733OHDgACNGjACsIZbDhw+zaNEi3NzcqFGjhsP5ZcqUwcfHJ025iKTv2DHo18/a2h2snpFZs6BYMeu4Sxfo2NFxB9bGjdUjIiL5R7aTkZ49e5KQkMCUKVOIi4ujRo0arF69mtDQUADi4uKuu+eIiGRNZKSViBw7BkWKwDvvWFfevXaKlrs7NG3qlBBFRG6azZjMtkxyDadPnyYgIIDExESKpf45KFKAXb4MEydaQzMAd94Jy5dDtWrOjUtEJDuy+v2ta9OIuJh9+6yhmC1brOOHH4bXX7d6RkRECiIlIyIuZMUKGDIEEhMhIADmzoWuXZ0dlYhI7rqhfUZEJGdduGD1gHTrZiUid98NO3cqERGRwkHJiIiT7dkDDRpYK2QAxo2DH36ASpWcGpaISJ7RMI2Ikxhj7RPy2GNw/jyUKQMffADXXPpJRKTAUzIi4gSnT8OIEbB0qXXcsiUsWgRlyzo3LhERZ9AwjUge27oV6tSxEhF3d5g2DdasUSIiIoWXekZE8khKinWtmHHjrH1EQkOthCQiwtmRiYg4l5IRkTxw/DgMHAirV1vHXbvC++9DiRJODUtExCVomEYkl61fD7VrW4mItzfMnAkff6xEREQklZIRkVxy5QpMmgT33QdHjsDtt8NPP1kTV6+9toyISGGmYRqRXHDoEPTpY11JF2DwYHjrLSha1LlxiYi4IiUjIjnsiy+s+SEnT4K/v7WZWZ8+zo5KRMR1aZhGJIckJcETT8ADD1iJSHg4bN+uRERE5HqUjIjkgN9/t5bovvmmdTx6NGzeDLfe6ty4RETyAw3TiNykDz+0LnJ39iyULAkLFkD79s6OSkQk/1AyInKDzp6FRx+FhQut4yZNYPFiKF/euXGJiOQ3GqYRuQE7d0LdulYi4uYGkyfDd98pERERuRHqGRHJBmNgxgx48klrwmr58lZvSJMmzo5MRCT/UjIikkUnT8KQIfDpp9Zx+/Ywfz6UKuXUsERE8j0lIyJXSU62NiqLi4PgYGjc2Lqy7qZN0Ls3HDwInp7w6qvw+OPaSVVEJCcoGRH5fytXwqhR1u6pqSpUsBKSjz6yEpVbb4Vly6w9REREJGcoGRHBSkS6dbPmhFzt0CFYutT6f9++1kXu/P3zPj4RkYJMyYgUesnJVo/ItYnI1QIDrf1DPPQTIyKS47S0Vwq9qCjHoZn0nDwJGzfmTTwiIoWNkhEp9OLicraeiIhkj5IRKfSCg3O2noiIZI9GwKVQO3vWmguSGZvtn1U1IiKS85SMSKG1cyf06gV79/5TZrM5TmRN3Udk+nRrvxEREcl5GqaRQscYePttaNDASkTKl4d162DFirTXlqlQAT75BLp0cU6sIiKFgXpGpFBJSIDBg+Hzz63jDh1g3rx/tnTv2DH9HVhFRCT3KBmRQmPDBmvjssOHwcvL2tL9sccct3R3d4emTZ0WoohIoaRhGinwrlyBSZPgvvusRKRKFdiyRdeWERFxFeoZkQLt4EHo0+efDcsGDrTmi/j5OTUsERG5inpGpMD69FOoVctKRPz9YfFimD9fiYiIiKtRMiIFzoUL8Mgj0Lkz/P031K0LO3ZYPSQiIuJ6lIxIgbJnj7Vkd8YM63jsWNi0CSpXdm5cIiKSMc0ZkQLBGJg715qUeuEClCkDCxdC69bOjkxERK5HyYjke4mJMHw4LF9uHbdoAR98AGXLOjcuERHJGg3TSL62ZQvUrm0lIh4e8NJL8M03SkRERPIT9YxIvpSSYm1a9uyz1j4ilSrBsmXWfBEREclflIxIvnP0KPTrB99+ax337AmzZ0NAgHPjEhGRG6NhGslX1qyBmjWtRKRIEZgzB5YuVSIiIpKfKRmRfOHSJXjqKWjTBo4ftxKSbdtgyBBt6S4ikt9pmEZc3h9/QO/esHWrdfzII/Daa+Dj49y4REQkZygZEZe2ZAmMGAFnzkCJEjBvHnTq5OyoREQkJykZEZd09iw89hgsWGAdN25sXVsmJMSpYYmISC7QnBFxOTt3Qni4lYi4ucGkSfD990pEREQKKvWMiMswBt5+25qoeukSlC9v9YY0aeLsyEREJDcpGRGXcOIEDB4MX3xhHT/wgDU/pGRJ58YlIiK5T8M04nTr10OtWlYi4uVl9Y58+qkSERGRwkLJiDjNlSswcSLcdx8cOQJVq8JPP8Gjj2rvEBGRwkTDNOIUBw5A376wcaN1PHgwvPUWFC3q3LhERCTvKRmRXJOcDFFREBcHwcHW8lx3d1i1yto59e+/wd/fuq5M797OjlZERJxFyYjkipUrYdQoOHTon7Ly5aFGDfjmG+u4Xj3rujKVKzsnRhERcQ03NGdkxowZhIWF4ePjQ3h4OFFRURnWXblyJS1btqR06dIUK1aMiIgIvkn9NpICaeVK6NbNMREBOHz4n0Tk6aetIRolIiIiku1kZPny5TzxxBNMmDCBHTt20LhxY9q0acOBAwfSrf/DDz/QsmVLVq9ezbZt22jWrBkdOnRgx44dNx28uJ7kZKtHxJiM65QuDS++aK2cERERsRmT2ddGWg0aNKBOnTrMnDnTXlatWjU6derEtGnTsvQYd9xxBz179mTixIlZqn/69GkCAgJITEykWLFi2QlX8tj69dCs2fXrrVsHTZvmdjQiIuJMWf3+zlbPyKVLl9i2bRutWrVyKG/VqhWbN2/O0mOkpKRw5swZAgMDM6yTlJTE6dOnHW6SP8TF5Ww9EREp+LKVjJw4cYLk5GSCgoIcyoOCgjh69GiWHuP111/n3Llz9OjRI8M606ZNIyAgwH4L0UVJ8o2yZbNWLzg4d+MQEZH844YmsNqu2ZHKGJOmLD1Lly7l+eefZ/ny5ZQpUybDeuPHjycxMdF+O3jw4I2EKXns3DmYOzfzOjabdcG7xo3zJiYREXF92VraW6pUKdzd3dP0gsTHx6fpLbnW8uXLGTJkCB9//DEtWrTItK63tzfe3t7ZCU2cbPdu6N7d+tfNDVJSrMTj6hlJqfnq9OnWfiMiIiKQzZ4RLy8vwsPDiYyMdCiPjIykYcOGGZ63dOlSBg4cyJIlS2jXrt2NRSou68MPrT1Ddu+2hl/WrYMVK6x9Ra5WoQJ88gl06eKcOEVExDVle9OzMWPG0K9fP+rWrUtERATvvfceBw4cYMSIEYA1xHL48GEWLVoEWIlI//79efPNN7n77rvtvSpFihQhICAgB1+K5LULF6xlvO+/bx23aAGLF0PqCFzHjunvwCoiInK1bCcjPXv2JCEhgSlTphAXF0eNGjVYvXo1oaGhAMTFxTnsOTJ79myuXLnCI488wiOPPGIvHzBgAAsWLLj5VyBO8fvv1rDMzz9bwy+TJsGzzzomG+7uWr4rIiLXl+19RpxB+4y4lo8/tq4tc+aMtYHZkiVWr4iIiMjVcmWfESnckpLgscegRw8rEbn3Xti5U4mIiIjcHCUjkiWxsXDPPfDOO9bx+PHw3XdQrpxz4xIRkfxPV+2V6/r8cxgwAE6dgsBA+OADaNvW2VGJiEhBoZ4RydDly/DUU9aqmFOn4O67YccOJSIiIpKz1DMi6Tp0CHr2hNRLDo0eDS+9pCvtiohIzlMyImmsWQMPPggJCRAQAPPnQ+fOzo5KREQKKg3TiN2VK9ZeIW3aWIlInTqwfbsSERERyV3qGRHA2iW1Tx9Yv946HjkSXn8dfHycGpaIiBQCSkaE77+3EpFjx8DPz9revVcvZ0clIiKFhYZpCrGUFHjhBWjZ0kpE7rwTtm5VIiIiInlLPSOF1PHj1iTVtWut4yFD4K23wNfXuXGJiEjho2SkENq40er9OHwYihSBmTOtTc1EREScQcM0hUhKCrz6qnUl3cOH4fbb4aeflIiIiIhzqWekkDh5EgYOhC++sI779IHZs60JqyIiIs6kZKQQ+Okn60q7+/eDt7c1N2TYMLDZnB2ZiIiIhmkKNGOsxOOee6xEpHJliI6Ghx5SIiIiIq5DPSMFVGKitUJmxQrruFs3mDPH2t5dRETElSgZKYB27IDu3eHPP8HT09pJ9dFH1RsiIiKuSclIAWKMtXvq449DUhKEhsJHH0H9+s6OTEREJGOaM1JAnD0L/frB8OFWItKhg3WROyUiIiLi6pSMFAC//Qb16sHixeDubu0l8tlnEBjo7MhERESuT8M0+dzChfDww3DhApQvD8uXQ6NGzo5KREQk69Qzkk+dP2+tlhk40EpEWrWyJq4qERERkfxGyUg+tHcv3H03zJsHbm7WlXe//hpKl3Z2ZCIiItmnYZp8Ztkya/fUs2chKAiWLIH77nN2VCIiIjdOPSP5xMWLMHIk9O5tJSJNm8LOnUpEREQk/1Mykg/89Zc1F2TmTOv42WchMhLKlnVuXCIiIjlBwzQubtUqGDTI2t69ZEn48ENo3drZUYmIiOQc9Yy4qEuXYMwY6NLFSkQaNrRWyygRERGRgkbJiAs6cACaNIH//Mc6fuopWL8eQkKcGpaIiEiu0DCNi1m92trW/eRJKF7c2tTsgQecHZWIiEjuUc+Ii7hyBcaPh3btrESkXj1rWEaJiIiIFHTqGXEBR45YS3Z/+ME6fuwx6/oy3t7OjUtERCQvKBlxsm+/hT594Phx8PeHuXOhe3dnRyUiIpJ3NEzjJMnJMHmydU2Z48ehVi3Ytk2JiIiIFD7qGcllyckQFQVxcRAcDI0bQ0IC9O1r9YoAPPQQTJ8ORYo4NVQRERGnUDKSi1auhFGj4NChf8pKl4bLl+HUKfD1hdmz4cEHnRaiiIiI0ykZySUrV0K3bmCMY/nx49a/FSrAN99A9ep5H5uIiIgr0ZyRXJCcbPWIXJuIXKtq1byJR0RExJUpGckFUVGOQzPpOXTIqiciIlLYKRnJBXFxOVtPRESkINOckZuQ3koZd3e4cCFr5wcH5258IiIi+YGSkRuU3kqZChWgeXNYsiTzc202q27jxrkbo4iISH6gYZobkLpS5tp5IYcOWRe2u3wZ6ta1kg6bzbFO6vH06VYvioiISGGnZCSbsrJSpkQJiI6GTz6B8uUd76tQwSrv0iV34xQREckvNEyTTVlZKfP337Bxo5VwdOyY/rwSERERsSgZyabsrpRxd4emTXMtHBERkXxPwzTZVLRo1upppYyIiEjWqGckA+kt2/36axg+PPPztFJGREQke5SMpCO9Zbu+vnD+vPX/cuXgyBEr8bh6IqtWyoiIiGSfhmmukdGy3dRE5IEH4I8/YMUKrZQRERHJCeoZ4Z8hmcOHYfTozJft7tgBXl5aKSMiIpJTCn0ykt6QTGYOHrQSkKZNtVJGREQkJxTqZOSTT6B79+yfpwvciYiI5JxCO2dk+XLo2fPGztWyXRERkZxzQ8nIjBkzCAsLw8fHh/DwcKKiojKtv2HDBsLDw/Hx8eGWW25h1qxZNxRsTnn6aejVC1JSsneezQYhIVq2KyIikpOynYwsX76cJ554ggkTJrBjxw4aN25MmzZtOHDgQLr1Y2Njadu2LY0bN2bHjh0888wzPP7446xYseKmg78RH38Mr76a/fO0bFdERCR32IzJbO1IWg0aNKBOnTrMnDnTXlatWjU6derEtGnT0tT/17/+xeeff86ePXvsZSNGjODnn38mOjo6S895+vRpAgICSExMpFixYtkJ10FyMpQtCydOZP/ckBArEdGyXRERkazJ6vd3tnpGLl26xLZt22jVqpVDeatWrdi8eXO650RHR6epf//997N161YuX76c7jlJSUmcPn3a4ZYToqKyl4iULg0ffgjr1kFsrBIRERGR3JCtZOTEiRMkJycTFBTkUB4UFMTRo0fTPefo0aPp1r9y5QonMsgMpk2bRkBAgP0WEhKSnTAzlN1VMLNmQd++/yzjFRERkZx3QxNYbakTKP6fMSZN2fXqp1eeavz48SQmJtpvBw8evJEw08jqKhg3N2tuiXpCREREcl+29hkpVaoU7u7uaXpB4uPj0/R+pCpbtmy69T08PChZsmS653h7e+Pt7Z2d0LKkcWNry/brbXC2ZIm1JbyIiIjkvmz1jHh5eREeHk5kZKRDeWRkJA0bNkz3nIiIiDT1165dS926dfH09MxmuDfH3R3efPOflTHpeeqpG99/RERERLIv28M0Y8aMYc6cOcybN489e/YwevRoDhw4wIgRIwBriKV///72+iNGjGD//v2MGTOGPXv2MG/ePObOncvYsWNz7lVkQ5cu1s6rFSo4lpcuDR99BK+84pSwRERECq1sbwffs2dPEhISmDJlCnFxcdSoUYPVq1cTGhoKQFxcnMOeI2FhYaxevZrRo0fz7rvvUq5cOd566y26du2ac68im3SROxEREdeR7X1GnCGn9hkRERGRvJMr+4yIiIiI5DQlIyIiIuJUSkZERETEqZSMiIiIiFMpGRERERGnUjIiIiIiTqVkRERERJxKyYiIiIg4lZIRERERcapsbwfvDKmbxJ4+fdrJkYiIiEhWpX5vX2+z93yRjJw5cwaAkJAQJ0ciIiIi2XXmzBkCAgIyvD9fXJsmJSWFI0eO4O/vj81my5HHPH36NCEhIRw8eDDfXO9GMeeN/Bgz5M+4FXPeyI8xQ/6MWzE7MsZw5swZypUrh5tbxjND8kXPiJubGxUqVMiVxy5WrFi++cCkUsx5Iz/GDPkzbsWcN/JjzJA/41bM/8isRySVJrCKiIiIUykZEREREacqtMmIt7c3kyZNwtvb29mhZJlizhv5MWbIn3Er5ryRH2OG/Bm3Yr4x+WICq4iIiBRchbZnRERERFyDkhERERFxKiUjIiIi4lRKRkRERMSpCmUyMmPGDMLCwvDx8SE8PJyoqChnh2T3/PPPY7PZHG5ly5a132+M4fnnn6dcuXIUKVKEpk2b8ttvv+VpjD/88AMdOnSgXLly2Gw2Pv30U4f7sxJjUlISjz32GKVKlaJo0aI88MADHDp0yKlxDxw4ME3b33333U6Le9q0adSrVw9/f3/KlClDp06d2Lt3r0MdV2zrrMTtam09c+ZMatasad/0KSIigq+//tp+vyu28/VidrU2Ts+0adOw2Ww88cQT9jJXbOvrxeyKbZ0T3yV5GrMpZJYtW2Y8PT3N+++/b3bv3m1GjRplihYtavbv3+/s0IwxxkyaNMnccccdJi4uzn6Lj4+33//SSy8Zf39/s2LFCrNr1y7Ts2dPExwcbE6fPp1nMa5evdpMmDDBrFixwgBm1apVDvdnJcYRI0aY8uXLm8jISLN9+3bTrFkzU6tWLXPlyhWnxT1gwADTunVrh7ZPSEhwqJOXcd9///1m/vz55tdffzU7d+407dq1MxUrVjRnz56113HFts5K3K7W1p9//rn56quvzN69e83evXvNM888Yzw9Pc2vv/5qjHHNdr5ezK7Wxtf66aefTKVKlUzNmjXNqFGj7OWu2NbXi9kV2zonvkvyMuZCl4zUr1/fjBgxwqHs9ttvN+PGjXNSRI4mTZpkatWqle59KSkppmzZsuall16yl128eNEEBASYWbNm5VGEjq79Us9KjKdOnTKenp5m2bJl9jqHDx82bm5uZs2aNU6J2xjrF0rHjh0zPMfZccfHxxvAbNiwwRiTf9r62riNcf22NsaYEiVKmDlz5uSbdr46ZmNcu43PnDljbrvtNhMZGWmaNGli/2J35bbOKGZjXLOtb/a7JK9jLlTDNJcuXWLbtm20atXKobxVq1Zs3rzZSVGl9fvvv1OuXDnCwsLo1asXf/31FwCxsbEcPXrUIX5vb2+aNGniMvFnJcZt27Zx+fJlhzrlypWjRo0aTn8d69evp0yZMlSpUoVhw4YRHx9vv8/ZcScmJgIQGBgI5J+2vjbuVK7a1snJySxbtoxz584RERGRL9r52phTuWobP/LII7Rr144WLVo4lLtyW2cUcypXbOub+S7J65jzxYXycsqJEydITk4mKCjIoTwoKIijR486KSpHDRo0YNGiRVSpUoVjx44xdepUGjZsyG+//WaPMb349+/f74xw08hKjEePHsXLy4sSJUqkqePM96FNmzZ0796d0NBQYmNjee6557jvvvvYtm0b3t7eTo3bGMOYMWO45557qFGjBpA/2jq9uME123rXrl1ERERw8eJF/Pz8WLVqFdWrV7f/4nXFds4oZnDNNgZYtmwZ27dvJyYmJs19rvqZzixmcM22vtnvkryOuVAlI6lsNpvDsTEmTZmztGnTxv7/O++8k4iICCpXrszChQvtE6JcOf5UNxKjs19Hz5497f+vUaMGdevWJTQ0lK+++oouXbpkeF5exP3oo4/yyy+/sHHjxjT3uXJbZxS3K7Z11apV2blzJ6dOnWLFihUMGDCADRs22O93xXbOKObq1au7ZBsfPHiQUaNGsXbtWnx8fDKs50ptnZWYXbGtc+u7JLdiLlTDNKVKlcLd3T1NVhcfH58mQ3QVRYsW5c477+T333+3z4R25fizEmPZsmW5dOkSf//9d4Z1XEFwcDChoaH8/vvvgPPifuyxx/j8889Zt24dFSpUsJe7eltnFHd6XKGtvby8uPXWW6lbty7Tpk2jVq1avPnmmy7dzhnFnB5XaONt27YRHx9PeHg4Hh4eeHh4sGHDBt566y08PDzsz+tKbX29mJOTk9Oc4wptfa3sfpfkdcyFKhnx8vIiPDycyMhIh/LIyEgaNmzopKgyl5SUxJ49ewgODiYsLIyyZcs6xH/p0iU2bNjgMvFnJcbw8HA8PT0d6sTFxfHrr7+6zOsASEhI4ODBgwQHBwN5H7cxhkcffZSVK1fy/fffExYW5nC/q7b19eJOj7PbOj3GGJKSkly2nTOLOT2u0MbNmzdn165d7Ny5036rW7cuffv2ZefOndxyyy0u19bXi9nd3T3NOa7Q1tfK7ndJnsec41NiXVzq0t65c+ea3bt3myeeeMIULVrU7Nu3z9mhGWOMefLJJ8369evNX3/9ZbZs2WLat29v/P397fG99NJLJiAgwKxcudLs2rXL9O7dO8+X9p45c8bs2LHD7NixwwDmjTfeMDt27LAvj85KjCNGjDAVKlQw3377rdm+fbu57777cn1pXmZxnzlzxjz55JNm8+bNJjY21qxbt85ERESY8uXLOy3uhx9+2AQEBJj169c7LM87f/68vY4rtvX14nbFth4/frz54YcfTGxsrPnll1/MM888Y9zc3MzatWuNMa7ZzpnF7IptnJFrV6a4YltnFrOrtnVOfJfkZcyFLhkxxph3333XhIaGGi8vL1OnTh2HJYfOlrrW29PT05QrV8506dLF/Pbbb/b7U1JSzKRJk0zZsmWNt7e3uffee82uXbvyNMZ169YZIM1twIABWY7xwoUL5tFHHzWBgYGmSJEipn379ubAgQNOi/v8+fOmVatWpnTp0sbT09NUrFjRDBgwIE1MeRl3erECZv78+fY6rtjW14vbFdt68ODB9t8JpUuXNs2bN7cnIsa4ZjtnFrMrtnFGrk1GXLGtM4vZVds6J75L8jJmmzHG5Hx/i4iIiEjWFKo5IyIiIuJ6lIyIiIiIUykZEREREadSMiIiIiJOpWREREREnErJiIiIiDiVkhERERFxKiUjIuKSFixYQPHixZ0dhojkASUjIiIi4lRKRkQkXZcuXXJ2CCJSSCgZESkkzpw5Q9++fSlatCjBwcH85z//oWnTpjzxxBMAVKpUialTpzJw4EACAgIYNmwYACtWrOCOO+7A29ubSpUq8frrrzs8rs1m49NPP3UoK168OAsWLABg37592Gw2Vq5cSbNmzfD19aVWrVpER0c7nLNgwQIqVqyIr68vnTt3JiEhweH+n3/+mWbNmuHv70+xYsUIDw9n69at9vs3bdpEkyZN8PX1pUSJEtx///32y5+vWbOGe+65h+LFi1OyZEnat2/Pn3/+aT83qzGKSO5QMiJSSIwZM4ZNmzbx+eefExkZSVRUFNu3b3eo8+qrr1KjRg22bdvGc889x7Zt2+jRowe9evVi165dPP/88zz33HP2RCM7JkyYwNixY9m5cydVqlShd+/eXLlyBYAff/yRwYMHM3LkSHbu3EmzZs2YOnWqw/l9+/alQoUKxMTEsG3bNsaNG4enpycAO3fupHnz5txxxx1ER0ezceNGOnToQHJyMgDnzp1jzJgxxMTE8N133+Hm5kbnzp1JSUnJcowikoty5fJ7IuJSTp8+bTw9Pc3HH39sLzt16pTx9fW1X300NDTUdOrUyeG8Pn36mJYtWzqUPfXUU6Z69er2Y8CsWrXKoU5AQID9Kr2xsbEGMHPmzLHf/9tvvxnA7NmzxxhjTO/evU3r1q0dHqNnz54mICDAfuzv728WLFiQ7uvr3bu3adSoUcYNcI34+HgD2K9SmpUYRST3qGdEpBD466+/uHz5MvXr17eXBQQEULVqVYd6devWdTjes2cPjRo1cihr1KgRv//+u73XIatq1qxp/39wcDAA8fHx9ueJiIhwqH/t8ZgxYxg6dCgtWrTgpZdechhmSe0Zyciff/5Jnz59uOWWWyhWrBhhYWEAHDhwIMsxikjuUTIiUggYYwBrfkd65amKFi2a5v7rnWOz2dKUXb58OU0MqUMqV8eROkxy7fnpef755/ntt99o164d33//PdWrV2fVqlUAFClSJNNzO3ToQEJCAu+//z4//vgjP/74I5B2km5mMYpI7lEyIlIIVK5cGU9PT3766Sd72enTp/n9998zPa969eps3LjRoWzz5s1UqVIFd3d3AEqXLk1cXJz9/t9//53z589nK77q1auzZcsWh7JrjwGqVKnC6NGjWbt2LV26dGH+/PmA1aPx3XffpfvYCQkJ7Nmzh2effZbmzZtTrVo1+8RWEXENHs4OQERyn7+/PwMGDOCpp54iMDCQMmXKMGnSJNzc3NL0fFztySefpF69erzwwgv07NmT6Oho3nnnHWbMmGGvc9999/HOO+9w9913k5KSwr/+9S+HHoasePzxx2nYsCGvvPIKnTp1Yu3ataxZs8Z+/4ULF3jqqafo1q0bYWFhHDp0iJiYGLp27QrA+PHjufPOOxk5ciQjRozAy8uLdevW0b17dwIDAylZsiTvvfcewcHBHDhwgHHjxmWzBUUkN6lnRKSQeOONN4iIiKB9+/a0aNGCRo0aUa1aNXx8fDI8p06dOnz00UcsW7aMGjVqMHHiRKZMmcLAgQPtdV5//XVCQkK499576dOnD2PHjsXX1zdbsd19993MmTOHt99+m9q1a7N27VqeffZZ+/3u7u4kJCTQv39/qlSpQo8ePWjTpg2TJ08GrB6TtWvX8vPPP1O/fn0iIiL47LPP8PDwwM3NjWXLlrFt2zZq1KjB6NGjefXVV7PXeCKSq2wmK4O1IlLgnDt3jvLly/P6668zZMgQZ4cjIoWYhmlECokdO3bw3//+l/r165OYmMiUKVMA6Nixo5MjE5HCTsmISCHy2muvsXfvXry8vAgPDycqKopSpUo5OywRKeQ0TCMiIiJOpQmsIiIi4lRKRkRERMSplIyIiIiIUykZEREREadSMiIiIiJOpWREREREnErJiIiIiDiVkhERERFxKiUjIiIi4lT/B60/1eD/sbtHAAAAAElFTkSuQmCC", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "for i, angle in enumerate(angles):\n", - " df = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': resulsbyangle[angle]\n", - " })\n", - "\n", - " df.plot(x='groundscan', y='average', marker='o', color='blue')\n", - " plt.xticks(np.arange(0, 501, 50))\n", - " plt.title(f'Irradiance at different groundscan for 1-axis {angle}')\n", - " plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", - " return _methods._mean(a, axis=axis, dtype=dtype,\n", - "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", - " ret = ret.dtype.type(ret / rcount)\n" - ] - } - ], - "source": [ - "# one graph for all angles\n", - "resultsbysensor = {}\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " resultsarr = []\n", - " for i, angle in enumerate(angles):\n", - " if (sensorsground, angle) in resultsdict:\n", - " resultsarr.append(np.mean(resultsdict[(sensorsground, angle)]))\n", - " \n", - " resultsbysensor[sensorsground] = np.mean(resultsarr)" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{2: nan,\n", - " 3: 32214.233999999997,\n", - " 5: 97437.6732,\n", - " 10: 196936.85280000002,\n", - " 20: 395109.57120000006,\n", - " 30: 594605.8415999999,\n", - " 100: 2112474.97088,\n", - " 150: 3165349.752319999,\n", - " 200: 4282267.542410004,\n", - " 250: 5336794.394063998,\n", - " 300: 6422241.6495999945,\n", - " 400: 8614269.53649498,\n", - " 500: 10682674.88731197}" - ] - }, - "execution_count": 25, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "resultsbysensor" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df1 = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': resultsbysensor.values()\n", - "})\n", - "\n", - "df1.plot(x='groundscan', y='average', marker='o', color='blue')\n", - "plt.xticks(np.arange(0, 501, 50))\n", - "plt.title('Cummulative irradiance at different groundscan for 1-axis')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/development/groundscan testing/1axis/1axis-test-90.ipynb b/docs/development/groundscan testing/1axis/1axis-test-90.ipynb deleted file mode 100644 index 33ec3589..00000000 --- a/docs/development/groundscan testing/1axis/1axis-test-90.ipynb +++ /dev/null @@ -1,1114 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Your simulation will be stored in Simulations/1axis\n" - ] - } - ], - "source": [ - "import os\n", - "from pathlib import Path\n", - "\n", - "testfolder = 'Simulations/1axis'\n", - "\n", - "if not os.path.exists(testfolder):\n", - " os.makedirs(testfolder)\n", - " \n", - "print (\"Your simulation will be stored in %s\" % testfolder)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "import bifacial_radiance as br\n", - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Working on a Darwin 21.6.0\n", - "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", - "Pandas version 2.0.3\n", - "bifacial_radiance version 0.4.2+164.ge460768.dirty\n", - "pyplot 3.7.2\n" - ] - } - ], - "source": [ - "# This information helps with debugging and getting support :)\n", - "import sys, platform\n", - "print(\"Working on a \", platform.system(), platform.release())\n", - "print(\"Python version \", sys.version)\n", - "print(\"Pandas version \", pd.__version__)\n", - "print(\"bifacial_radiance version \", br.__version__)\n", - "print(\"pyplot \", plt.matplotlib.__version__)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "simulationname = '1axis-groundscan'\n", - "\n", - "# Location\n", - "lat = 39.7555\n", - "lon = -105.2211\n", - "\n", - "# Scene Parameters\n", - "azimuth_ang=90 # Facing south\n", - "tilt=30\n", - "\n", - "# MakeModule Parameters\n", - "moduletype='PVmod'\n", - "numpanels=1\n", - "module_x = 2 # m\n", - "module_y = 1 # m. slope we will measure\n", - "sensorsy=2\n", - "sensorsground=5\n", - "\n", - "# SceneDict Parameters\n", - "pitch = 5.7 # m\n", - "albedo = 0.2\n", - "clearance_height = 0.5 # m \n", - "nMods = 4 \n", - "nRows = 3\n", - "\n", - "sceneDict = {'tilt':10,'pitch':5.7,'clearance_height':0.2,'azimuth':180, 'nMods': 20, 'nRows': 7} " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "path = Simulations/1axis\n", - "Loading albedo, 1 value(s), 0.200 avg\n", - "1 nonzero albedo values.\n", - "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", - " ... OK!\n" - ] - } - ], - "source": [ - "demo = br.RadianceObj(simulationname,path = testfolder)\n", - "demo.setGround(albedo)\n", - "epwfile = demo.getEPW(lat, lon)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Module Name: PVmod\n", - "Module PVmod updated in module.json\n", - "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", - "\n" - ] - } - ], - "source": [ - "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", - "Coercing year to 2021\n", - "Filtering dates\n", - "Saving file EPWs/metdata_temp.csv, # points: 8760\n", - "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" - ] - } - ], - "source": [ - "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-01', endtime='2021-06-30_23')" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'skies/sky2_39.74_-105.18_2021-06-01_0500.rad'" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "demo.gendaylit(timeindex=0) " - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "scene = demo.makeScene(module,sceneDict)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Created 1axis-groundscan.oct\n" - ] - } - ], - "source": [ - "octfile = demo.makeOct()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "analysis = br.AnalysisObj(octfile, demo.name)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "hub_height = 1.5\n", - "pitch = 5.7\n", - "sazm = 90\n", - "fixed_tilt_angle = None\n", - "gcr = 2 / pitch\n", - "cumulativesky = True\n", - "\n", - "trakerParams = {\n", - " 'limit_angle': 50,\n", - " 'angledelta': 30,\n", - " 'backtrack': True,\n", - " 'gcr': gcr,\n", - " 'cumulativesky': cumulativesky,\n", - " 'azimuth': sazm,\n", - " 'fixed_tilt_angle': fixed_tilt_angle\n", - "}" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Saving file EPWs/1axis_-60.0.csv, # points: 60\n", - "Saving file EPWs/1axis_-30.0.csv, # points: 60\n", - "Saving file EPWs/1axis_-0.0.csv, # points: 250\n", - "Saving file EPWs/1axis_30.0.csv, # points: 80\n" - ] - } - ], - "source": [ - "trackerdict = demo.set1axis(**trakerParams)" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "message: There were 60 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_-60.0.rad\n", - "message: There were 60 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_-30.0.rad\n", - "message: There were 249 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_-0.0.rad\n", - "message: There were 80 sun up hours in this climate file\n", - "Total Ibh/Lbh: 0.000000\n", - "Created skyfile skies/1axis_30.0.rad\n" - ] - } - ], - "source": [ - "if cumulativesky:\n", - " demo.genCumSky1axis()\n", - "else:\n", - " demo.gendaylit1axis()" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [], - "source": [ - "sceneDict = {\n", - " 'pitch': pitch,\n", - " 'hub_height': hub_height,\n", - " 'nMods': 5,\n", - " 'nRows': 2,\n", - " 'tilt': fixed_tilt_angle,\n", - " 'sazm': sazm\n", - "}" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Making .rad files for cumulativesky 1-axis workflow\n", - "4 Radfiles created in /objects/\n", - "\n", - "Making 4 octfiles in root directory.\n", - "Created 1axis_-60.0.oct\n", - "Created 1axis_-30.0.oct\n", - "Created 1axis_-0.0.oct\n", - "Created 1axis_30.0.oct\n" - ] - } - ], - "source": [ - "trakerdict = demo.makeScene1axis(module=moduletype, sceneDict=sceneDict)\n", - "trakerdict = demo.makeOct1axis()" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [], - "source": [ - "sensorsgroundvalues = np.array([3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])\n", - "angles = np.array([-0.0, -30.0, -60.0, 30.0])" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "sensorsground: 3\n", - "Linescan in process: 1axis_-60.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3313.733. Wm2Back: 1168.24\n", - "Linescan in process: 1axis_-30.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 10931.105333333333. Wm2Back: 2094.543\n", - "Linescan in process: 1axis_-0.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 84203.83666666667. Wm2Back: 16733.85\n", - "Linescan in process: 1axis_30.01-axis groundscan 3_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 3_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 3_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 3_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 46775.079999999994. Wm2Back: 8559.697\n", - "\n", - "sensorsground: 5\n", - "Linescan in process: 1axis_-60.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3641.9208. Wm2Back: 1157.958\n", - "Linescan in process: 1axis_-30.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 10769.778. Wm2Back: 2082.493\n", - "Linescan in process: 1axis_-0.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 95009.82599999999. Wm2Back: 16695.26\n", - "Linescan in process: 1axis_30.01-axis groundscan 5_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 5_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 5_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 5_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 50938.388. Wm2Back: 8598.297\n", - "\n", - "sensorsground: 10\n", - "Linescan in process: 1axis_-60.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3666.6225000000004. Wm2Back: 1164.778\n", - "Linescan in process: 1axis_-30.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11244.102799999997. Wm2Back: 2101.815\n", - "Linescan in process: 1axis_-0.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 102301.437. Wm2Back: 16695.68\n", - "Linescan in process: 1axis_30.01-axis groundscan 10_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 10_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 10_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 10_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47888.778999999995. Wm2Back: 8564.817\n", - "\n", - "sensorsground: 20\n", - "Linescan in process: 1axis_-60.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3598.4451. Wm2Back: 1157.581\n", - "Linescan in process: 1axis_-30.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11070.32985. Wm2Back: 2100.568\n", - "Linescan in process: 1axis_-0.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 102932.3705. Wm2Back: 16684.72\n", - "Linescan in process: 1axis_30.01-axis groundscan 20_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 20_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 20_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 20_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 46921.47749999999. Wm2Back: 8579.868\n", - "\n", - "sensorsground: 30\n", - "Linescan in process: 1axis_-60.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3659.760533333334. Wm2Back: 1161.25\n", - "Linescan in process: 1axis_-30.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11124.5762. Wm2Back: 2087.543\n", - "Linescan in process: 1axis_-0.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 102445.43666666668. Wm2Back: 16713.82\n", - "Linescan in process: 1axis_30.01-axis groundscan 30_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 30_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 30_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 30_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 46944.69533333333. Wm2Back: 8554.549\n", - "\n", - "sensorsground: 100\n", - "Linescan in process: 1axis_-60.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3648.54025. Wm2Back: 1160.473\n", - "Linescan in process: 1axis_-30.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11240.96296. Wm2Back: 2120.494\n", - "Linescan in process: 1axis_-0.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 103901.9609. Wm2Back: 16756.54\n", - "Linescan in process: 1axis_30.01-axis groundscan 100_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 100_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 100_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 100_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47421.400700000006. Wm2Back: 8506.657\n", - "\n", - "sensorsground: 150\n", - "Linescan in process: 1axis_-60.01-axis groundscan 150_Row1_Module2_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: 1axis_-60.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3583.063753333334. Wm2Back: 1153.518\n", - "Linescan in process: 1axis_-30.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11186.94132. Wm2Back: 2078.177\n", - "Linescan in process: 1axis_-0.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104183.18359999999. Wm2Back: 16701.13\n", - "Linescan in process: 1axis_30.01-axis groundscan 150_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 150_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 150_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 150_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47022.46499999999. Wm2Back: 8636.585\n", - "\n", - "sensorsground: 200\n", - "Linescan in process: 1axis_-60.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3625.17168. Wm2Back: 1148.314\n", - "Linescan in process: 1axis_-30.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11027.448844999999. Wm2Back: 2103.353\n", - "Linescan in process: 1axis_-0.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104447.20504999999. Wm2Back: 16690.99\n", - "Linescan in process: 1axis_30.01-axis groundscan 200_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 200_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 200_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 200_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47389.9394. Wm2Back: 8592.745\n", - "\n", - "sensorsground: 250\n", - "Linescan in process: 1axis_-60.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3542.4941440000002. Wm2Back: 1158.08\n", - "Linescan in process: 1axis_-30.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11032.548612. Wm2Back: 2095.997\n", - "Linescan in process: 1axis_-0.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 103647.89395999999. Wm2Back: 16658.93\n", - "Linescan in process: 1axis_30.01-axis groundscan 250_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 250_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 250_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 250_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47128.59488. Wm2Back: 8569.926\n", - "\n", - "sensorsground: 300\n", - "Linescan in process: 1axis_-60.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3655.0008. Wm2Back: 1165.109\n", - "Linescan in process: 1axis_-30.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11233.024776666665. Wm2Back: 2107.388\n", - "Linescan in process: 1axis_-0.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104313.96613333335. Wm2Back: 16721.75\n", - "Linescan in process: 1axis_30.01-axis groundscan 300_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 300_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 300_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 300_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47180.6747. Wm2Back: 8591.608\n", - "\n", - "sensorsground: 400\n", - "Linescan in process: 1axis_-60.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3716.639265. Wm2Back: 1157.438\n", - "Linescan in process: 1axis_-30.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11076.5264625. Wm2Back: 2092.274\n", - "Linescan in process: 1axis_-0.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104851.57204999999. Wm2Back: 16715.21\n", - "Linescan in process: 1axis_30.01-axis groundscan 400_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 400_Row1_Module2_Back\n", - "Saved: results/irr_1axis_30.01-axis groundscan 400_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 400_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 47147.1697. Wm2Back: 8588.052\n", - "\n", - "sensorsground: 500\n", - "Linescan in process: 1axis_-60.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_-60.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-60.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: -60.0. Wm2Front: 3685.581482. Wm2Back: 1166.403\n", - "Linescan in process: 1axis_-30.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_-30.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-30.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: -30.0. Wm2Front: 11328.515531999998. Wm2Back: 2088.188\n", - "Linescan in process: 1axis_-0.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_-0.01-axis groundscan 500_Row1_Module2_Back\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_-0.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: -0.0. Wm2Front: 104142.11792. Wm2Back: 16732.88\n", - "Linescan in process: 1axis_30.01-axis groundscan 500_Row1_Module2_Front\n", - "Linescan in process: 1axis_30.01-axis groundscan 500_Row1_Module2_Back\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Saved: results/irr_1axis_30.01-axis groundscan 500_Row1_Module2_Front.csv\n", - "Saved: results/irr_1axis_30.01-axis groundscan 500_Row1_Module2_Back.csv\n", - "Index: 30.0. Wm2Front: 46946.316459999995. Wm2Back: 8527.712\n", - "\n" - ] - } - ], - "source": [ - "resultsdict = {}\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " print(f\"sensorsground: {sensorsground}\")\n", - " trakerdict = demo.analysis1axis(customname='1-axis groundscan ' + str(sensorsground), sensorsy=1, modWanted = 2, rowWanted = 1, sensorsground=sensorsground)\n", - " \n", - " for i, angle in enumerate(angles):\n", - " for i, y in enumerate(trakerdict[angle]['Results'][0]['AnalysisObj'].fronty):\n", - " if y >= 1 and y <= 4.7:\n", - " if (sensorsground, angle) in resultsdict:\n", - " resultsdict[(sensorsground, angle)] += trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front\n", - " else:\n", - " resultsdict[(sensorsground, angle)] = trakerdict[angle]['Results'][0]['AnalysisObj'].Wm2Front\n", - "\n", - " print(\"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "data": { - "text/plain": [ - "{-0.0: {'csvfile': 'EPWs/1axis_-0.0.csv',\n", - " 'surf_azm': 179.99999716835316,\n", - " 'surf_tilt': 0.0,\n", - " 'datetime': Index(['2021-06-01 05:00:00', '2021-06-01 08:00:00', '2021-06-01 09:00:00',\n", - " '2021-06-01 10:00:00', '2021-06-01 15:00:00', '2021-06-01 16:00:00',\n", - " '2021-06-01 17:00:00', '2021-06-02 05:00:00', '2021-06-02 08:00:00',\n", - " '2021-06-02 09:00:00',\n", - " ...\n", - " '2021-06-29 16:00:00', '2021-06-29 17:00:00', '2021-06-30 05:00:00',\n", - " '2021-06-30 08:00:00', '2021-06-30 09:00:00', '2021-06-30 10:00:00',\n", - " '2021-06-30 11:00:00', '2021-06-30 15:00:00', '2021-06-30 16:00:00',\n", - " '2021-06-30 17:00:00'],\n", - " dtype='object', length=250),\n", - " 'count': 250,\n", - " 'skyfile': 'skies/1axis_-0.0.rad',\n", - " 'radfile': 'objects/1axis-0.0__C_1.50000_rtr_5.70000_tilt_0.00000_5modsx2rows_origin0,0.rad',\n", - " 'scene': {'module': {'x': 2, 'y': 1, 'z': 0.02, 'modulematerial': 'black', 'scenex': 2.01, 'sceney': 1.0, 'scenez': 0.1, 'numpanels': 1, 'bifi': 1, 'text': '! genbox black PVmod 2 1 0.02 | xform -t -1.0 -0.5 0 -a 1 -t 0 1.0 0', 'modulefile': 'objects/PVmod.rad', 'glass': False, 'offsetfromaxis': 0, 'xgap': 0.01, 'ygap': 0.0, 'zgap': 0.1}, 'modulefile': 'objects/PVmod.rad', 'hpc': False, 'name': 'Scene0', 'gcr': 0.17543859649122806, 'text': '!xform -rx 0.0 -t 0 0 1.5 -a 5 -t 2.01 0 0 -a 2 -t 0 5.7 0 -i 1 -t -4.02 -0.0 0 -rz 2.831646838785673e-06 -t 0 0 0 objects/PVmod.rad', 'radfiles': 'objects/1axis-0.0__C_1.50000_rtr_5.70000_tilt_0.00000_5modsx2rows_origin0,0.rad', 'sceneDict': {'tilt': 0.0, 'pitch': 5.7, 'clearance_height': 1.5, 'azimuth': 179.99999716835316, 'nMods': 5, 'nRows': 2, 'modulez': 0.02, 'axis_tilt': 0, 'originx': 0, 'originy': 0}},\n", - " 'octfile': '1axis_-0.0.oct',\n", - " 'Results': [{'rowWanted': 1,\n", - " 'modWanted': 2,\n", - " 'AnalysisObj': {'octfile': '1axis_-0.0.oct', 'name': '1axis_-0.01-axis groundscan 500', 'hpc': False, 'modWanted': 2, 'rowWanted': 1, 'Wm2Front': 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[ - { - "data": { - "text/plain": [ - "{-0.0: [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0],\n", - " -30.0: [10931.105333333333,\n", - " 32309.334000000003,\n", - " 67464.61679999997,\n", - " 132843.95819999996,\n", - " 200242.37160000004,\n", - " 719421.62944,\n", - " 1073946.3667199991,\n", - " 1433568.3498500006,\n", - " 1787272.8751439953,\n", - " 2179206.8066733335,\n", - " 2879896.8802499967,\n", - " 3670439.0323679973],\n", - " -60.0: [3313.733,\n", - " 10925.7624,\n", - " 21999.735000000004,\n", - " 43181.341199999995,\n", - " 65875.68960000001,\n", - " 233506.57599999983,\n", - " 343974.12032,\n", - " 471272.3184000016,\n", - " 573884.0513279996,\n", - " 709070.1552000007,\n", - " 966326.2089000012,\n", - " 1194128.4001679919],\n", - " 30.0: [46775.079999999994,\n", - " 152815.164,\n", - " 287332.67399999994,\n", - " 563057.7299999999,\n", - " 845004.516,\n", - " 3034969.6448000045,\n", - " 4514156.639999994,\n", - " 6160692.121999985,\n", - " 7634832.370559991,\n", - " 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", 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HGDFiBH7++Wc8fPgw1/P98ssv8Pb2RqNGjfKNqyifXW9vb1haWqq37e3tYWdnV+z37OjRo/Dx8YGLi4vG/rFjx+LZs2caPWJA3r+zSuLlz2pWVpbGsPPatWvRqlUrmJqaqs/N77//nuvc2NraYvfu3Th37hzat2+P2rVrY+3atQU+d9u2bbFlyxYsXboUJ0+eLHSRbX4xA9L5i46Oxq+//ooPP/wQy5cvx5QpU3I9Ts4ZeIW9r7SOrwgqVDKSmpqK5s2bY/Xq1cV+jGnTpmHDhg1YsWIF/vrrL+zfvx9t27YtxSg1mZub5zlEoK0b/PTp0+jZsycA4LvvvsPx48cRHR2NefPmAZC6/QCouxcdHBw0jjcyMoKtrW2BcY0cORKrV6/G+PHj8euvv+L06dOIjo5GzZo11c/xspyPqSrOUrVV1TvkLO58mWr8fOjQoTA2Nta4ffbZZxBCqLtstQkODsawYcNQq1YtbN++HVFRUYiOjsZbb72F58+fF/ia85KUlAR7e/tc+3Oe29Jw//59PH78GCYmJrnOQUJCQq4vO22fkfv372P//v25jm/SpAkA5HqMgt67olJ99rSdM237gNyvQ/UY2l6fk5NTibrPC3q9ef3saNs3evRobNq0Cbdv38aQIUNgZ2eHV199FaGhoeo2Dx48yPdzDxT9s6vtZ1gul5foPcvrXKvuf1l+Q3TFcevWrVyfV1XSvHLlSrz33nt49dVXERQUhJMnTyI6Ohqvvfaa1tf76quvokmTJnj+/Dnee+89VKtWrcDn3717N/z8/LBhwwZ4eXnBxsYGY8aM0VoXVpiYVRwcHNC6dWv07NkTy5Ytw+LFi7F69WqcP38eAFC9enXIZDKtn2fV77r8ZtmpPgd5HS+TyWBtbV3g668IKlTNSO/evfOtEM/IyMDHH3+MH374AY8fP0bTpk3x2WefqcccY2JisGbNGly+fLnA6VSlpagZ7a5du2BsbIwDBw5ojAPm7AVSfUgTEhJQq1Yt9f6srKwCf5EnJyfjwIEDCAgIwOzZs9X7VePaxaGaXnbnzp1cf32pqOpQvv766zyr3fP6MgOkehM3Nzfs3r1b49ylp6cXK2YVW1tbrYW/+f2iKi5VAfDhw4e13v/yX8OA9s9IjRo14OHhgU8++UTrY6i+YMqK6rOnSi5flpCQoLV3JOfrUD1GfHx8rrb37t3TqFkyNTVFcnJyrnbaeikK4+WfnZy07Rs3bhzGjRuH1NRUHDt2DAEBAejXrx/+/vtvuLq6ombNmrhz506+z1lWn93CsrW1zfNcA8hVI1baf207OTkhOjpaY5/qd/D27dvRtWtXrFmzRuP+vGrfAgICcOnSJXh6emLBggXo169fnnU0KjVq1MCqVauwatUqxMbGYt++fZg9ezYSExPz/FnML+a8qP6w/fvvv9GyZUuYmZnhlVdeURfXvuzSpUswMzPLN/Z69erBzMwsz+NfeeWVylEvggrWM1KQcePG4fjx49i1axf+/PNPvP7663jttddw/fp1AMD+/ftRt25dHDhwAG5ubqhTpw7Gjx9f7C/gsqCaQvdyN3NaWhq+//57jXaqBEtVHKny448/5ludrXoOIYT6L0aVDRs2QKlUFivunj17wtDQMNcvlJd16NAB1tbWuHr1Klq3bq31ZmJikm/cJiYmGr8oExIStM5IKMpfkd7e3njy5An27dunsX/Hjh2FOr4o+vXrh6SkJCiVSq2vvzBJsmr6ZL169bQ+RnGSkaL0lrz66quQy+W5piSePHmy0MMIXl5eMDMzw/bt2zX237lzRz2koFKnTh38/fffGl/cSUlJOHHiRKGeKyd3d3c4Ojpi586dGt3ut2/fzvcxq1Wrht69e2PevHnIyMjAlStXAEh/JIWFheHatWt5HluUz25Z8PHxwdGjR3PNgNu2bRvMzc3LfCqsiYlJrs+pKvGWyWS5fhf9+eefuYaOAGk4ODAwEB9//DFCQ0PVM98yMjIKHUvt2rUxefLkAhceyy/mvKiGz1955RX1vsGDB+Po0aOIi4tT73vy5AmCg4MxYMCAfIfVjYyM0L9/fwQHB2skZ7GxsQgLC4Ovr2+Br7eiqFA9I/n5559/sHPnTty5c0f9y3jWrFk4fPgwNm/ejE8//RT//vsvbt++jT179mDbtm1QKpWYPn06hg4dqjErRJf69u2LlStXYuTIkXjnnXeQlJSEFStW5PphbdSoEd58802sWrUKxsbG6N69Oy5fvowVK1bkO3MEkGaWdO7cGcuXL0eNGjVQp04dREREYOPGjcXu8qtTpw7mzp2LJUuWIC0tDSNGjIBCocDVq1fx8OFDLFq0CBYWFvj666/h5+eHR48eYejQobCzs8ODBw9w8eJFPHjwIN9kRjXNdeLEiRg6dCji4uKwZMkSODo6qhNOlWbNmiE8PBz79++Ho6MjLC0t8/yiHzNmDP73v/9hzJgx+OSTT1C/fn0cOnQIv/76a7HORX7eeOMN/PDDD+jTpw+mTZuGtm3bwtjYGHfu3EFYWBgGDhyotfL+ZYsXL0ZoaCjat2+PqVOnwt3dHc+fP8etW7dw6NAhrF27tsBhg5xUMxE+++wz9O7dG4aGhvDw8NCaHNrY2GDGjBkIDAxE9erVMXjwYNy5cweLFi2Co6NjoaZ6WltbY/78+Zg7dy7GjBmDESNGICkpCYsWLYKpqSkCAgLUbUePHo1169bhzTffxIQJE5CUlITPP/+8wM95XgwMDLBkyRKMHz8egwcPxoQJE/D48WMsXLgw1zDNhAkTYGZmhg4dOsDR0REJCQkIDAyEQqFAmzZtAEjvxy+//ILOnTtj7ty5aNasGR4/fozDhw9jxowZaNiwYZE+u2UhICBAXWu0YMEC2NjY4IcffsDBgwfx+eefq2cZFcfVq1fVs4sSEhLw7Nkz/PTTTwCkGWQFLbbYr18/LFmyBAEBAejSpQuuXbuGxYsXw83NTeMPq/j4eLz55pvo0qULAgICYGBggN27d6Nz58748MMP81xpNjk5Gd7e3hg5ciQaNmwIS0tLREdH4/Dhw8X+Mg8ICMD9+/fRuXNn1KpVS/1+f/fdd3j99dfh6empbjtr1ix8//336Nu3LxYvXgy5XI5ly5bh+fPnuRYZVCUxL0+lXrRoEdq0aYN+/fph9uzZ6kXPatSooTFjqsLTZfVsSQAQISEh6u0ff/xRABDVqlXTuBkZGYlhw4YJIV7Mjnh5dsLZs2cFAPHXX3+VKJ68ZtNom2Whij9nxbvKpk2bhLu7u5DL5aJu3boiMDBQbNy4UQAQN2/eVLdLT08XM2fOFHZ2dsLU1FS0a9dOREVFCVdX1wJn09y5c0cMGTJEVK9eXVhaWorXXntNXL58Odex2l5XXo8phBDbtm0Tbdq0EaampsLCwkK0bNlSo6pdCCEiIiJE3759hY2NjTA2Nha1atUSffv2FXv27NF6Pl62bNkyUadOHSGXy0WjRo3Ed999p3WGy4ULF0SHDh2Eubl5rhke2qjOh4WFhbC0tBRDhgwRJ06cKPXZNEIIkZmZKVasWCGaN2+uPk8NGzYU7777rrh+/bq6naurq+jbt6/WeB88eCCmTp0q3NzchLGxsbCxsRGenp5i3rx54unTp0KIF7MKli9fnut4ACIgIEC9nZ6eLsaPHy9q1qwpZDJZrs9aTtnZ2WLp0qXC2dlZmJiYCA8PD3HgwAHRvHlzjRkQqs9JXu/thg0bhIeHhzAxMREKhUIMHDhQPRvoZVu3bhWNGjUSpqamonHjxmL37t15zqYpzOtVPXf9+vWFiYmJaNCggdi0aVOux9y6davw9vYW9vb2wsTERDg5OYlhw4aJP//8U+Ox4uLixFtvvSUcHByEsbGxut39+/fVbQr72c3rd0POn8285HX8pUuXRP/+/YVCoRAmJiaiefPmuX42C3q/tFG9Bm23nOdcm/T0dDFr1ixRq1YtYWpqKlq1aiX27t2r8V5kZWWJLl26CHt7e/UMPpXly5drfB/knE3z/Plz4e/vLzw8PISVlZUwMzMT7u7uIiAgQKSmphb6db5s3759onv37sLe3l4YGRkJCwsL0bZtW/HVV1+JzMzMXO1v3LghBg0aJKysrIS5ubnw8fERZ8+ezdXO1dVV62ykM2fOCB8fH2Fubi6srKzEoEGDxI0bN4oVu76SCZGjPLiCkMlkCAkJUS/3vXv3bowaNQpXrlzRGOIAAAsLCzg4OCAgIACffvqpRiV1WloazM3NceTIEfTo0aM8XwJRpXLz5k00bNgQAQEBuRYFIyLKT6UZpmnZsiWUSiUSExPRqVMnrW06dOiArKws/PPPP+rrFvz9998AoLE6HhHl7+LFi9i5cyfat28PKysrXLt2TT108vbbb+s6PCKqYCpUz8jTp0/VY2ktW7bEypUr4e3tDRsbG9SuXRtvvvkmjh8/ji+++AItW7bEw4cPcfToUTRr1gx9+vRBdnY22rRpAwsLC6xatQrZ2dmYNGkSrKyscOTIER2/OqKK48aNG/D398fFixfx+PFjKBQKdO3aFZ988km5zVQjosqjQiUj4eHh8Pb2zrXfz88PW7ZsQWZmJpYuXYpt27bh7t27sLW1hZeXFxYtWqQu0Lt37x6mTJmCI0eOqKvjv/jiC72+oioREVFlVqGSESIiIqp8KtU6I0RERFTxMBkhIiIinaoQs2mys7Nx7949WFpaVpqLAhEREVV2Qgg8efIETk5O+S6IWCGSkXv37uV5vRMiIiLSb3FxcfmuDF0hkhHV9QDi4uKKvQQ0ERERla+UlBS4uLgUeF2fCpGMqIZmrKysmIwQERFVMAWVWLCAlYiIiHSKyQgRERHpFJMRIiIi0qkKUTNSWEqlUuOKvKQ/jI2Nc11NmYiICKgkyYgQAgkJCXj8+LGuQ6F8WFtbw8HBgWvFEBGRhkqRjKgSETs7O5ibm/PLTs8IIfDs2TMkJiYCABwdHXUcERER6ZMKn4wolUp1ImJra6vrcCgPZmZmAIDExETY2dlxyIaIiNQqfAGrqkbE3Nxcx5FQQVTvEet6iIjoZRU+GVHh0Iz+43tERETaVPhhGiIiIioepRKIjATi4wFHR6BTJ0AXo+hMRoiIiKqg4GBg2jTgzp0X+5ydgS+/BHx9yzeWSjNMU1JKJRAeDuzcKf2rVOo6IiIiorIRHAwMHaqZiADA3bvS/uDg8o2HyQikk16nDuDtDYwcKf1bp075vxllTalUIjs7W9dhEBGRDimVUo+IELnvU+17//3y/aO8yicjuswODx8+jI4dO8La2hq2trbo168f/vnnHwCAl5cXZs+erdH+wYMHMDY2RlhYGAAgIyMDH374IWrVqoVq1arh1VdfRXh4uLr9li1bYG1tjQMHDqBx48aQy+W4ffs2oqOj0aNHD9SoUQMKhQJdunTBuXPnNJ7rr7/+QseOHWFqaorGjRvjt99+g0wmw969e9Vt7t69i+HDh6N69eqwtbXFwIEDcevWrTI5V0REVDoiI3N/571MCCAuTmpXXipdMiIEkJpauFtKCjB1av7Z4bRpUrvCPJ62x8lPamoqZsyYgejoaPz+++8wMDDA4MGDkZ2djVGjRmHnzp0QLz3o7t27YW9vjy5dugAAxo0bh+PHj2PXrl34888/8frrr+O1117D9evX1cc8e/YMgYGB2LBhA65cuQI7Ozs8efIEfn5+iIyMxMmTJ1G/fn306dMHT548AQBkZ2dj0KBBMDc3x6lTp7B+/XrMmzdPI/Znz57B29sbFhYWOHbsGP744w9YWFjgtddeQ0ZGRtFOBBERlZv4+NJtVypEBZCcnCwAiOTk5Fz3paWliatXr4q0tDQhhBBPnwohpQXlf3v6tGSvMzExUQAQly5dEomJicLIyEgcO3ZMfb+Xl5f44IMPhBBC3LhxQ8hkMnH37l2Nx/Dx8RFz5swRQgixefNmAUBcuHAh3+fNysoSlpaWYv/+/UIIIX755RdhZGQk4uPj1W1CQ0MFABESEiKEEGLjxo3C3d1dZGdnq9ukp6cLMzMz8euvv2p9npzvFRERlb+wsMJ9p4WFlfy58vv+flml6xmpSP755x+MHDkSdevWhZWVFdzc3AAAsbGxqFmzJnr06IEffvgBAHDz5k1ERUVh1KhRAIBz585BCIEGDRrAwsJCfYuIiFAP9QCAiYkJPDw8NJ43MTER/v7+aNCgARQKBRQKBZ4+fYrY2FgAwLVr1+Di4gIHBwf1MW3bttV4jLNnz+LGjRuwtLRUP7eNjQ2eP3+u8fxERKQ/MjOBPXvybyOTAS4u0jTf8lLppvaamwNPnxau7bFjQJ8+Bbc7dAjo3Llwz10U/fv3h4uLC7777js4OTkhOzsbTZs2VQ9zjBo1CtOmTcPXX3+NHTt2oEmTJmjevDkAaSjF0NAQZ8+ezbW0uoWFhfr/ZmZmuRYbGzt2LB48eIBVq1bB1dUVcrkcXl5e6ucVQhS4QFl2djY8PT3VydLLatasWbQTQUREZe7+feD11zVrQWQyzRID1a/+VavKd72RSpeMyGRAtWqFa9uzpzSn+u5d7fUeMpl0f8+epf+mJCUlISYmBuvWrUOn/08///jjD402gwYNwrvvvovDhw9jx44dGD16tPq+li1bQqlUIjExUX18YUVGRuLbb79Fn//PxOLi4vDw4UP1/Q0bNkRsbCzu378Pe3t7AEB0dLTGY7Rq1Qq7d++GnZ0drKysivT8RERUvqKjpbVD7twBLC2B7duBrCzt64ysWsV1RsqVoaG0uAvwIhtUKevsUDUDZf369bhx4waOHj2KGTNmaLSpVq0aBg4ciPnz5yMmJgYjR45U39egQQOMGjUKY8aMQXBwMG7evIno6Gh89tlnOHToUL7P/corr+D7779HTEwMTp06hVGjRqkvZAcAPXr0QL169eDn54c///wTx48fVxewqnpMRo0ahRo1amDgwIGIjIzEzZs3ERERgWnTpuFOfmXaRERUrrZskYZc7twB3N2B06eBAQOkhOPWLSAsDNixQ/r35s3yT0SAKp6MANJJ/+knoFYtzf3OztL+snpTDAwMsGvXLpw9exZNmzbF9OnTsXz58lztRo0ahYsXL6JTp06oXbu2xn2bN2/GmDFjMHPmTLi7u2PAgAE4deoUXFxc8n3uTZs24b///kPLli0xevRoTJ06FXZ2dur7DQ0NsXfvXjx9+hRt2rTB+PHj8fHHHwMATE1NAUgXvTt27Bhq164NX19fNGrUCG+99RbS0tLYU0JEpAcyM4EpU4Bx44D0dCkBOXUKaNjwRRtDQ6BrV2DECOlfXV1QXSZEUSeklr+UlBQoFAokJyfn+qJ7/vw5bt68CTc3N/UXZXHoy/r8+ur48ePo2LEjbty4gXr16hXrMUrrvSIiovzlrA9ZuBCYPx8wKOcuiPy+v19W6WpGikuVHZIkJCQEFhYWqF+/Pm7cuIFp06ahQ4cOxU5EiIiofGirDxkwQNdR5Y/JCGn15MkTfPjhh4iLi0ONGjXQvXt3fPHFF7oOi4iI8rFlC+DvLw3LuLsDe/dqDsvoKyYjpNWYMWMwZswYXYdBRESFkJkJzJgBrF4tbQ8YAGzbBigUuo2rsIo0erRmzRp4eHjAysoKVlZW8PLywi+//JJn+/DwcMhksly3v/76q8SBExERkVQf4uPzIhFZuBAICak4iQhQxJ4RZ2dnLFu2DK+88goAYOvWrRg4cCDOnz+PJk2a5HnctWvXNApXymJRrApQh1vl8T0iIipdFbE+RJsiJSP9+/fX2P7kk0+wZs0anDx5Mt9kxM7ODtbW1sUKsCDGxsYApAu3vbxWBumfZ8+eAXjxnhERUfFV1PoQbYpdM6JUKrFnzx6kpqbCy8sr37YtW7bE8+fP0bhxY3z88cfw9vYu7tPmYmhoCGtrayQmJgKQ1r8oaClzKl9CCDx79gyJiYmwtrbOtXw9EREVXkWvD9GmyMnIpUuX4OXlhefPn8PCwgIhISFo3Lix1raOjo5Yv349PD09kZ6eju+//x4+Pj4IDw9H53wu9pKeno709HT1dkpKSr4xqS7opkpISD9ZW1trXHyPiIiKRl/WDyltRV70LCMjA7GxsXj8+DGCgoKwYcMGRERE5JmQ5NS/f3/IZDLs27cvzzYLFy7EokWLcu0vaNEUpVKJzMzMQsVB5cvY2Jg9IkREJVAR60MKu+hZiVdg7d69O+rVq4d169YVqv0nn3yC7du3IyYmJs822npGXFxcCnwxRERElVFFrQ8ptxVYhRAaiUNBzp8/D0dHx3zbyOVyyOXykoZGRERUoVXG+hBtipSMzJ07F71794aLiwuePHmCXbt2ITw8HIcPHwYAzJkzB3fv3sW2bdsAAKtWrUKdOnXQpEkTZGRkYPv27QgKCkJQUFDpvxIiIqJKpLLWh2hTpGTk/v37GD16NOLj46FQKODh4YHDhw+jR48eAID4+HjExsaq22dkZGDWrFm4e/cuzMzM0KRJExw8eBB9+vQp3VdBRERUiVTE+pCSqPBX7SUiIqpMKmp9iDaF/f6uhJ09REREFU9mJjBlCjBunJSIDBgAnDpVcRORomAyQkREpGOV4foyJcGr9hIREelQVasP0YY9I0RERDqyZQvQqZOUiLi7A6dPV71EBGAyQkREVO4yM4GpU6tmfYg2TEaIiIjKUWIi0L078PXX0nZVqw/RhjUjRERE5eTMGWDw4KpdH6INe0aIiIjKwdatQMeOrA/RhskIERFRGVLVh4wdK9WH9O9ftetDtGEyQkREVEZy1ocEBEgrqlbl+hBtWDNCRERUBnLWh3z/PTBwoK6j0k/sGSEiIipl2upDmIjkjckIERFRKWF9SPEwGSEiIioFrA8pPtaMEBERlRDrQ0qGPSNEREQlwPqQkmMyQkREVAysDyk9TEaIiIiKiPUhpYs1I0REREXA+pDSx54RIiKiQmJ9SNlgMkJERFQA1oeULSYjRERE+WB9SNljzQgREVEeWB9SPtgzQkREpAXrQ8oPkxEiIqKXsD6k/DEZISIi+n+sD9EN1owQERGB9SG6xJ4RIiKq8lgfoltMRoiIqMpifYh+YDJCRERVEutD9AdrRoiIqMphfYh+Yc8IERFVKawP0T9MRoiIqEpgfYj+YjJCRESVHutD9BtrRoiIqFJjfYj+K1LPyJo1a+Dh4QErKytYWVnBy8sLv/zyS77HREREwNPTE6ampqhbty7Wrl1booCJiIgKi/UhFUORkhFnZ2csW7YMZ86cwZkzZ9CtWzcMHDgQV65c0dr+5s2b6NOnDzp16oTz589j7ty5mDp1KoKCgkoleCIiIm1YH1KxyIQQoiQPYGNjg+XLl+Ptt9/Odd9HH32Effv2ISYmRr3P398fFy9eRFRUVKGfIyUlBQqFAsnJybCysipJuEREVMklJgKvvw4cOyZtBwQACxYABqySLHeF/f4uds2IUqnEnj17kJqaCi8vL61toqKi0LNnT419vXr1wsaNG5GZmQljY2Otx6WnpyM9PV29nZKSUtwwiYioCmF9SMVU5Dzx0qVLsLCwgFwuh7+/P0JCQtC4cWOtbRMSEmBvb6+xz97eHllZWXj48GGezxEYGAiFQqG+ubi4FDVMIiKqYlgfUnEVORlxd3fHhQsXcPLkSbz33nvw8/PD1atX82wvk8k0tlWjQjn3v2zOnDlITk5W3+Li4ooaJhERVRGsD6n4ijxMY2JigldeeQUA0Lp1a0RHR+PLL7/EunXrcrV1cHBAQkKCxr7ExEQYGRnB1tY2z+eQy+WQy+VFDY2IiKqYxERg2DAgIkLaZn1IxVTidUaEEBr1HS/z8vLC/v37NfYdOXIErVu3zrNehIiIqDDOnAF8fYG4ONaHVHRFyh3nzp2LyMhI3Lp1C5cuXcK8efMQHh6OUaNGAZCGV8aMGaNu7+/vj9u3b2PGjBmIiYnBpk2bsHHjRsyaNat0XwUREVUp27ZJ9SFxcawPqQyK1DNy//59jB49GvHx8VAoFPDw8MDhw4fRo0cPAEB8fDxiY2PV7d3c3HDo0CFMnz4d33zzDZycnPDVV19hyJAhpfsqiIioSsjMBGbOfLGse//+Uo8Il3Wv2Eq8zkh54DojRETE+pCKp8zXGSEiIiorSiUQGQnExwOOjoCZmbSQGetDKicmI0REpFeCg4Fp06T1QnJyd5eutstpu5ULkxEiItIbwcHA0KFAXgUE8+YxEamMONJGRER6QamUekTySkRkMikZUSrLNy4qe0xGiIhIL0RGah+aURFCqhmJjCy/mKh8MBkhIiK9cPNm4drFx5dtHFT+mIwQEZHOnT0rTdUtDEfHso2Fyh+TESIi0hmlEvjsM6BdO2kIJr81Q2QywMUF6NSp/OKj8sFkhIiIdCIuDvDxAWbPBrKygCFDgE2bpKQj54XdVdurVgGGhuUeKpUxJiNERFTudu8GPDyk1VSrVQM2bgT27AH8/ICffgJq1dJs7+ws7ff11U28VLa4zggREZWblBRgyhTpQncA0LYt8MMPwCuvvGjj6yutrvryCqydOrFHpDJjMkJEROXixAngzTelWTMGBtKaIfPnA8bGudsaGgJdu5Z7iKQjTEaIiKhMZWUBS5cCS5YA2dlAnTrStWU6dtR1ZKQvmIwQEVGZ+ecfqTfk5Elp+803gdWrAYVCt3GRfmEBKxERlTohgC1bgBYtpEREoQB27JB6RJiIUE7sGSEiolL16BHg7y/NjgGAzp2lglVXV93GRfqLPSNERFRqwsKkKbt79gBGRsCnnwJHjzIRofyxZ4SIiEosIwP4+GNgxQppiKZ+fWlYpnVrXUdGFQGTESIiKpGYGGDUKOD8eWl7wgTgf/+TFjMjKgwO0xARUbEIAaxZA3h6SomIrS0QEgKsX89EhIqGPSNERFRkiYnA228DBw5I2z17Aps3A05Ouo2LKib2jBARUZH88gvQrJmUiJiYSEMyv/zCRISKjz0jRERUKGlpwIcfSouWAUDTptJ1ZTw8dBsXVXzsGSEiogJdvCjNjFElItOmAdHRTESodDAZISKiPGVnAytXSlfXvXoVcHAADh8GVq0CTE11HR1VFhymISIire7eBcaOBX77TdoeMADYsAGoWVOnYVElxJ4RIiLKJThYGoL57TfAzAxYuxbYu5eJCJUN9owQEZHa06fA++8DGzdK261aSUWqDRvqNCyq5NgzQkREAIDTp4GWLaVERCYDZs8GoqKYiFDZY88IEVEVp1QCy5YBAQHS/11cpKvsdu2q68ioqmAyQkRUhd26BYweDfzxh7Q9fLi0xHv16joNi6oYDtMQEVVRP/wANG8uJSKWllJvyM6dTESo/LFnhIioinn8GJg4UUo8AKB9e2D7dsDNTadhURXGnhEioirk2DGpN2TnTsDQEFi0CIiIYCJCusWeESKiKiAzE1i4EAgMBIQA6taVhmnatdN1ZERF7BkJDAxEmzZtYGlpCTs7OwwaNAjXrl3L95jw8HDIZLJct7/++qtEgRMRUeH8/bc0FPPpp1IiMnYscOECExHSH0VKRiIiIjBp0iScPHkSoaGhyMrKQs+ePZGamlrgsdeuXUN8fLz6Vr9+/WIHTUREBRMC+O47ae2QM2ekwtQffwQ2b5YKVon0RZGGaQ4fPqyxvXnzZtjZ2eHs2bPo3Llzvsfa2dnB2tq6yAESEVHRPXwITJggLeEOAN7e0mwZZ2edhkWkVYkKWJOTkwEANjY2BbZt2bIlHB0d4ePjg7CwsHzbpqenIyUlReNGRESFc+SIdF2ZvXsBY2Pg88+la8wwESF9VexkRAiBGTNmoGPHjmjatGme7RwdHbF+/XoEBQUhODgY7u7u8PHxwbFjx/I8JjAwEAqFQn1zcXEpbphERFXG8+fA9OlAr15AfLy0jPupU8AHHwAGnDtJekwmhBDFOXDSpEk4ePAg/vjjDzgXMd3u378/ZDIZ9u3bp/X+9PR0pKenq7dTUlLg4uKC5ORkWFlZFSdcIqJK7fJlYORI4NIlaXviRGD5csDcXLdxUdWWkpIChUJR4Pd3sXLlKVOmYN++fQgLCytyIgIA7dq1w/Xr1/O8Xy6Xw8rKSuNGRES5CQF89RXQurWUiNSsCezfD3zzDRMRqjiKVMAqhMCUKVMQEhKC8PBwuBVzlZzz58/D0dGxWMcSEZEkIQEYNw5QzS3o3VuaKWNvr9u4iIqqSMnIpEmTsGPHDvz888+wtLREQkICAEChUMDMzAwAMGfOHNy9exfbtm0DAKxatQp16tRBkyZNkJGRge3btyMoKAhBQUGl/FKIiKqOffuAt9+WZs2YmkpDMpMmATKZriMjKroiJSNr1qwBAHTNcV3pzZs3Y+zYsQCA+Ph4xMbGqu/LyMjArFmzcPfuXZiZmaFJkyY4ePAg+vTpU7LIiYiqoNRUYOZMYN06advDA9ixA2jSRLdxEZVEsQtYy1NhC2CIiCqzs2eBUaMA1cLXM2cCn3wCyOW6jYsoL2VawEpEROVHqQQ++0xavv3aNcDJCQgNBVasYCJClQMvlEdEpMfi4oDRo6Ur6wKAry+wfj1ga6vbuIhKE3tGiIj01O7dUk1IRARQrRqwcSPw009MRKjyYc8IEZGeSUkBpkyRriUDAG3bAtu3A7y+KFVW7BkhItIjJ04ALVpIiYiBAfDxx8AffzARocqNPSNERHogKwtYuhRYsgTIzgZcXaXekI4ddR0ZUdljMkJEpGP//AO8+SZw8qS0PWqUtJy7QqHbuIjKC4dpiIh0RAhgyxZpWObkScDKCvjhB6lHhIkIVSXsGSEi0oFHjwB/f2DPHmm7Uyfg+++l4RmiqoY9I0RE5SwsTJqyu2cPYGQkraIaFsZEhKou9owQEZWTjAxpdsyKFdIQTf360rBMmza6joxIt5iMEBGVg5gYqTD1/Hlpe8IEYOVKwMJCt3ER6QMO0xARlSEhgDVrAE9PKRGxtQWCg6Ul3ZmIEEnYM0JEVEYSE4G33wYOHJC2e/SQZs84Oek0LCK9w54RIqIy8MsvQLNmUiJiYgL873/A4cNMRIi0Yc8IEVEpSksDPvwQWL1a2m7SBNixQ5o9Q0TasWeEiKiUXLgAtG79IhGZOhWIjmYiQlQQJiNERCWUnQ188QXw6qvA1auAvb00TPPll4CZma6jI9J/HKYhIiokpRKIjATi4wFHR2nV1IQEwM8P+P13qU3//sDGjUDNmrqNlagiYTJCRFQIwcHAtGnAnTsv9tnaAunpwNOnUg/I//4HvPMOIJPpLk6iiojJCBFRAYKDgaFDpTVDXpaUJP3r5gYcOgQ0bFj+sRFVBqwZISLKh1Ip9YjkTERelpkpLe1ORMXDZISIKB+RkZpDM9rcuSO1I6LiYTJCRJSP+PjSbUdEuTEZISLKR2GLUR0dyzYOosqMBaxERHn47Tdg0qT828hkgLOzNM2XiIqHPSNERDkIASxfDvTqBTx6BNStKyUdOXtJVNurVgGGhuUeJlGlwWSEiOglT58Cb7whXV8mOxsYOxa4fBn46SegVi3Nts7O0n5fX52ESlRpcJiGiOj/3bgBDB4sJR9GRtJy7u+9J/WA+PoCAwfmXoGVPSJEJcdkhIgIwMGDwKhRQHIy4OAA7NkDdOyo2cbQEOjaVSfhEVVqHKYhoiotOxtYskS6pkxyMuDlBZw9mzsRIaKyw54RIqqykpOBMWOAffukbX9/aWjGxES3cRFVNUxGiKhKunpVqg/5+29ALge+/RZ46y1dR0VUNTEZIaIqJzgY8POTZs44O0vbbdroOiqiqos1I0RUZSiVwNy5wJAhUiLStatUH8JEhEi3ipSMBAYGok2bNrC0tISdnR0GDRqEa9euFXhcREQEPD09YWpqirp162Lt2rXFDpiIqDgePQL69gUCA6Xt6dOB0FDAzk63cRFREZORiIgITJo0CSdPnkRoaCiysrLQs2dPpKam5nnMzZs30adPH3Tq1Annz5/H3LlzMXXqVAQFBZU4eCKiwrh4EWjdGvj1V8DMDPjhB2DlSmktESLSPZkQQhT34AcPHsDOzg4RERHo3Lmz1jYfffQR9u3bh5iYGPU+f39/XLx4EVFRUYV6npSUFCgUCiQnJ8PKyqq44RJRFbRjBzB+PJCWBri5ASEhQPPmuo6KqGoo7Pd3iWpGkpOTAQA2NjZ5tomKikLPnj019vXq1QtnzpxBZmam1mPS09ORkpKicSMiKorMTGkoZtQoKRHp1Qs4c4aJCJE+KnYyIoTAjBkz0LFjRzRt2jTPdgkJCbC3t9fYZ29vj6ysLDx8+FDrMYGBgVAoFOqbi4tLccMkoiooMRHo0UO6gB0gFa0ePAjk83cTEelQsZORyZMn488//8TOnTsLbCvLcalL1chQzv0qc+bMQXJysvoWFxdX3DCJqIqJjgY8PYGICMDCAggKAj75hNeQIdJnxSrfmjJlCvbt24djx47B2dk537YODg5ISEjQ2JeYmAgjIyPY2tpqPUYul0MulxcnNCKqwjZtAiZOBNLTgQYNpPqQxo11HRURFaRIPSNCCEyePBnBwcE4evQo3NzcCjzGy8sLoaGhGvuOHDmC1q1bw9jYuGjREhFpkZEhXV337belRGTAAOD0aSYiRBVFkZKRSZMmYfv27dixYwcsLS2RkJCAhIQEpKWlqdvMmTMHY8aMUW/7+/vj9u3bmDFjBmJiYrBp0yZs3LgRs2bNKr1XQURV1r170uJla9cCMpl00buQEECh0HVkRFRYRUpG1qxZg+TkZHTt2hWOjo7q2+7du9Vt4uPjERsbq952c3PDoUOHEB4ejhYtWmDJkiX46quvMGTIkNJ7FURUJf3xh1QfEhUlJR8HDgAffwwYcG1pogqlROuMlBeuM0JELxMCWLMGmDYNyMoCmjaVekNeeUXXkRHRy8plnREiovKWliZdXXfSJCkRGTZM6hlhIkJUcXExZCKqMG7fli5yd/asNBTz2WfAzJlSrQgRVVxMRoioQjh6FBg+HHj4ELC1BXbvBnx8dB0VEZUGDtMQkV4TAvjiC2lF1YcPgVatpJ4RJiJElQeTESLSW6mpwMiRwKxZQHY24OcnzaBxddV1ZERUmjhMQ0R66Z9/gMGDgUuXACMj6TozEyeyPoSoMmIyQkR655dfpB6Rx48Be3tgzx6gUyddR0VEZYXDNESkN7KzgaVLgb59pUSkXTupPoSJCFHlxp4RIip3SiUQGQnExwOOjlKykZoKjBkD/Pyz1MbfXxqa4TUziSo/JiNEVK6Cg6WVU+/cebHPwUFaN+TePcDEBPj2W+mid0RUNTAZIaJyExwMDB0qTdd9WUKC9K+tLXDoENC2bfnHRkS6w5oRIioXSqXUI5Lf1bDkcunCd0RUtTAZIaJyERmpOTSjzb17UjsiqlqYjBBRuYiPL912RFR5MBkhonJhbV24do6OZRoGEekhFrASUZk7d06qF8mPTAY4O3NNEaKqiD0jRFRmsrOB5culxcuuXwdsbKT9OZd0V22vWgUYGpZriESkB5iMEFGZuHsX6NkT+PBDIDMT8PUF/v4bCAoCatXSbOvsDPz0k9SGiKoeDtMQUan7+Wdp0bKkJMDcXOrxGD9e6gHx9QUGDsy9Ait7RIiqLiYjRFRqnj0DZswA1q2Ttlu2BHbuBNzdNdsZGgJdu5Z7eESkpzhMQ0Sl4vx5acEyVSIyaxYQFZU7ESEiyok9I0RUItnZ0jDM7NlSbYijI7BtG9C9u64jI6KKgskIERVbfDwwdixw5Ii0PXAgsGEDUKOGTsMiogqGwzREVCz79wMeHlIiYmYGrFkDhIQwESGiomPPCBEVSVqaVA/y7bfSdvPmUpFqo0a6jYuIKi72jBBRof35J9C69YtEZPp04NQpJiJEVDJMRoioQEIAX34JtGkDXL0K2NsDv/4KrFwJyOW6jo6IKjoO0xBRvu7fl4pUDx+Wtvv1AzZtAmrW1GlYRFSJsGeEiPJ08CDQrJmUiJiaAqtXA/v2MREhotLFnhEiyuX5c+maMl9/LW03ayYVqTZpotu4iKhyYs8IEWm4fFmqDVElItOmAadPMxEhorLDZISIAEhFqqtXS7NlLl8G7OyAQ4ek1VVNTXUdHRFVZhymISIkJgJvvSXViABA797A5s3SrBkiorLGnhGiKu7wYWkl1YMHpWm6X30l/Z+JCBGVF/aMEFVRz58Dc+ZIwzCAVBOyc6dUrEpEVJ6K3DNy7Ngx9O/fH05OTpDJZNi7d2++7cPDwyGTyXLd/vrrr+LGTEQldPUq8OqrLxKRyZOB6GgmIkSkG0XuGUlNTUXz5s0xbtw4DBkypNDHXbt2DVZWVurtmlyogKjcCSFd0G7mTKlnpEYNqTakXz9dR0ZEVVmRk5HevXujd+/eRX4iOzs7WFtbF/k4IiodDx4Ab78tXW0XAHr1ArZsARwcdBoWEVH5FbC2bNkSjo6O8PHxQVhYWL5t09PTkZKSonEjouILDZWKVPfvB0xMgP/9T5q2y0SEiPRBmScjjo6OWL9+PYKCghAcHAx3d3f4+Pjg2LFjeR4TGBgIhUKhvrm4uJR1mESVUnq6NCTTsyeQkCBdXffUKeD99wEDzqUjIj0hE0KIYh8skyEkJASDBg0q0nH9+/eHTCbDvn37tN6fnp6O9PR09XZKSgpcXFyQnJysUXdCRIBSCURGAvHxgKMj0KkTYGgIxMQAI0cCFy5I7d57D1ixAjA312m4RFSFpKSkQKFQFPj9rZOpve3atcP27dvzvF8ul0PO65ITFSg4WFqu/c6dF/ucnYG+fYFt24C0NMDWVrrK7oABuouTiCg/OklGzp8/D0dHR108NVGlERwMDB0qzZB52Z07wLp10v+7dwe2bgWcnMo/PiKiwipyMvL06VPcuHFDvX3z5k1cuHABNjY2qF27NubMmYO7d+9i27ZtAIBVq1ahTp06aNKkCTIyMrB9+3YEBQUhKCio9F4FURWjVEo9IvkNslpbS0WqxsblFhYRUbEUORk5c+YMvL291dszZswAAPj5+WHLli2Ij49HbGys+v6MjAzMmjULd+/ehZmZGZo0aYKDBw+iT58+pRA+UdUUGak5NKPN48fA8eNA167lERERUfGVqIC1vBS2AIaoqti5UypOLciOHcCIEWUfDxGRNoX9/ubkPqIKqLAlVyzNIqKKgBfKI6pgnjwBNm7Mv41MJs2q6dSpfGIiIioJJiNEFcjZs9Kwy/XrUsIhxIt/VWQy6d9Vq6T1RoiI9B2HaYgqgOxsaQl3Ly8pEXF2BsLDgaAgoFYtzbbOzsBPPwG+vjoJlYioyNgzQqTnEhOBsWOBX36RtgcNAjZskBYzA4CBA7WvwEpEVFEwGSHSY7/9BoweLV1XRi6Xekf8/V8MxQBS4sHpu0RUkXGYhkgPZWYCs2e/uMBd48ZAdLR0fZmXExEiosqAPSNEeubff6Ui1dOnpe133wVWruQF7oio8mLPCJEe2bkTaNFCSkSsrYE9e4C1a5mIEFHlxp4RIj3w9CkwdSqwebO03aED8MMPgKurbuMiIioP7Bkh0rHz5wFPTykRkcmA+fOlabtMRIioqmDPCJGOCAF8+SXw0UdARoa0Xsj27ZwZQ0RVD5MRIh148EBaO+TQIWl74EBpiXfV2iFERFUJh2mIytnvvwPNm0uJiFwOrF4NhIQwESGiqovJCFE5ycwE5s4FevSQVktt1EiaNTNpEtcOIaKqjcM0ROXg5k1p7ZBTp6TtCROk1VSrVdNtXERE+oA9I0RlbPduae2QU6cAhQL48Udg/XomIkREKuwZISojqanS2iGbNknb7dsDO3Zwyi4RUU7sGSEqAxcuSGuHbNok1YN8/DEQEcFEhIhIG/aMEJUiIYCvvwY++EBaO8TJSVo7xNtb15EREekvJiNEpeThQ2DcOODAAWm7f3+pZ6RGDd3GRUSk7zhMQ1QKjh4FPDykREQul3pHfv6ZiQgRUWEwGSEqgcxMYN48oHt3ae2Qhg2lWTOTJ3PtECKiwuIwDVEx3boFjBwJREVJ2+PHA6tWccouEVFRsWeEqBh+/FFaOyQqSlo7ZPdu4LvvmIgQERUHe0aIiiA1FXj/fWDDBmm7XTtg506gTh1dRkVEVLGxZ4SokC5eBFq3lhIRmUy6zsyxY0xEiIhKij0jRC9RKoHISKkY1dER6NQJMDAAvvkGmDULSE+X9m/fDnTrputoiYgqByYjRP8vOBiYNg24c+fFPicn6XbmjLTdrx+weTOn7BIRlSYmI0SQEpGhQ6UVVF927550MzICVq7klF0iorLAmhGq8pRKqUckZyLyMltbYOJEJiJERGWByQhVeZGRmkMz2ty/L7UjIqLSx2SEqrz4+NJtR0RERcNkhKo8haJw7RwdyzYOIqKqigWsVKWdPg1MmZJ/G5kMcHaWpvkSEVHpK3LPyLFjx9C/f384OTlBJpNh7969BR4TEREBT09PmJqaom7duli7dm1xYiUqNUolEBgIdOgA/Pvvi6m6OQtUVdurVgGGhuUaIhFRlVHkZCQ1NRXNmzfH6tWrC9X+5s2b6NOnDzp16oTz589j7ty5mDp1KoKCgoocLFFpiIsDfHykFVSzsoBhw4Dr14GgIKBWLc22zs7ATz8Bvr66iZWIqCqQCZHfhMYCDpbJEBISgkGDBuXZ5qOPPsK+ffsQExOj3ufv74+LFy8iSnW50wKkpKRAoVAgOTkZVlZWxQ2XCEFBwIQJwH//SRe1W70a8PN70QOibQVW9ogQERVPYb+/y7xmJCoqCj179tTY16tXL2zcuBGZmZkwNjbOdUx6ejrS09PV2ykpKWUdJlVyOS9w17o1sGMHUL++ZjtDQ6Br1/KOjoioaivz2TQJCQmwt7fX2Gdvb4+srCw8fPhQ6zGBgYFQKBTqm4uLS1mHSZXYuXNAq1YvLnA3ezZw/HjuRISIiHSjXKb2ynJUBapGhnLuV5kzZw6Sk5PVt7i4uDKPkSqf7Gzgiy+Adu2Av/+W6kF+/10qXDUx0XV0RESkUubDNA4ODkhISNDYl5iYCCMjI9ja2mo9Ri6XQy6Xl3VoVInFx0u1IKGh0vbgwcB330nLuhMRkX4p854RLy8vhKq+Ef7fkSNH0Lp1a631IkQltX8/4OEhJSJmZsC6dVLhKhMRIiL9VORk5OnTp7hw4QIuXLgAQJq6e+HCBcTGxgKQhljGjBmjbu/v74/bt29jxowZiImJwaZNm7Bx40bMmjWrdF4B0f9LSwMmTQIGDAAePgRatJDqRd55hxe4IyLSZ0Uepjlz5gy8vb3V2zNmzAAA+Pn5YcuWLYiPj1cnJgDg5uaGQ4cOYfr06fjmm2/g5OSEr776CkOGDCmF8Ikkf/4JjBwJXLkibc+cCXzyCcDRPiIi/VeidUbKC9cZobwIAXz9NfDhh0B6OmBvD2zbBuSYTU5ERDqgN+uMEJWVxERg3Djg0CFpu29fYNMmwM5Ot3EREVHR8Kq9VCEdPiwVqR46JA3FrF4tFa4yESEiqnjYM0IVSnq6tGjZqlXSdtOmwM6d0r9ERFQxMRmhCuPqValI9eJFaXvyZODzz6Xpu0REVHFxmIb0nhDA2rWAp6eUiNSoIQ3JfP01ExEiosqAPSOk1x4+BMaPB37+Wdru2RPYuhVwcNBtXEREVHrYM0J66/ffgebNpUTExARYuRL45RcmIkRElQ17RkjvZGQA8+cDy5dLQzQNGwI7dgAtW+o6MiIiKgtMRkiv/P23VKR69qy0/e67Uo+Iublu4yIiorLDYRrSC0JIC5a1bCklIjY2QHCwVLjKRISIqHJjzwjp3H//ST0ge/ZI297ewPffA7Vq6TYuIiIqH+wZIZ06dkwqUt2zBzAyApYtA0JDmYgQEVUl7BkhncjMBBYvBj79FMjOBl55RSpSbdNG15EREVF5YzJC5e7ff4FRo4CTJ6XtceOAr74CLCx0GxcREekGkxEqE0olEBkJxMcDjo5Ap06AoSGwfTswcSLw5AmgUADr1wPDhuk6WiIi0iUmI1TqgoOBadOAO3de7HNyAurVkxIUAOjYUUpMXF11EyMREekPJiNUqoKDgaFDpam6L7t3T7oZGAALFwJz50o9JURERJxNQ6VGqZR6RHImIi+rUYOJCBERaWIyQqUmMlJzaEabxMQXQzVEREQAkxEqRfHxpduOiIiqBiYjVGrs7ArXztGxbOMgIqKKhQWsVCri44ElS/JvI5MBzs7SNF8iIiIV9oxQiYWGAi1aABERgKmptE8m02yj2l61isWrRESkickIFZtSCSxYAPTqJRWmengAFy8CQUG5ry3j7Az89BPg66ubWImISH9xmIaKJT4eGDkSCA+Xtt95R+r1MDMDGjQABg7UvgIrERFRTkxGqMh++026tkxionQ9mXXrpMTkZYaGQNeuOgmPiIgqGA7TUKEplUBAANCz54thmTNnciciRERERcGeESqU/IZliIiISoLJCBWoMMMyRERExcVhGsoTh2WIiKg8sGeEtIqPl3pDwsKkbQ7LEBFRWWEyQrn8/ruUiNy/D1SrJg3LjBql66iIiKiy4jANqSmVwMKFQI8eUiLSrBlw9iwTESIiKlvsGSEAQEKCVAuiGpaZMAH48ksOyxARUdljMkIcliEiIp0q1jDNt99+Czc3N5iamsLT0xORkZF5tg0PD4dMJst1++uvv4odNJUOpRJYtOjFsEzTptJsGSYiRERUnorcM7J79268//77+Pbbb9GhQwesW7cOvXv3xtWrV1G7du08j7t27RqsrKzU2zVr1ixexFQqEhKkpOPoUWl7/HhpWMbcXLdxERFR1VPknpGVK1fi7bffxvjx49GoUSOsWrUKLi4uWLNmTb7H2dnZwcHBQX0z5FXTdOboUaBFC+nfatWA778HvvuOiQgREelGkZKRjIwMnD17Fj179tTY37NnT5w4cSLfY1u2bAlHR0f4+PggTFUlmYf09HSkpKRo3KjkVMMy3btrDsu8+aauIyMioqqsSMnIw4cPoVQqYW9vr7Hf3t4eCQkJWo9xdHTE+vXrERQUhODgYLi7u8PHxwfHjh3L83kCAwOhUCjUNxcXl6KESVokJEgrqS5cCAgBvP02cOoU0LChriMjIqKqrlizaWQymca2ECLXPhV3d3e4u7urt728vBAXF4cVK1agc+fOWo+ZM2cOZsyYod5OSUlhQlICR49K03bv35eGYtauBUaP1nVUREREkiL1jNSoUQOGhoa5ekESExNz9Zbkp127drh+/Xqe98vlclhZWWncqOjyGpZhIkJERPqkSMmIiYkJPD09ERoaqrE/NDQU7du3L/TjnD9/Ho6OjkV5aiqi+/eBXr1yD8s0aqTryIiIiDQVeZhmxowZGD16NFq3bg0vLy+sX78esbGx8Pf3ByANsdy9exfbtm0DAKxatQp16tRBkyZNkJGRge3btyMoKAhBQUGl+0pILSxMGpZJSJCGZdasAcaM0XVURERE2hU5GRk+fDiSkpKwePFixMfHo2nTpjh06BBcXV0BAPHx8YiNjVW3z8jIwKxZs3D37l2YmZmhSZMmOHjwIPr06VN6r4IASMMyn3wiDc1kZwNNmgB79rA3hIiI9JtMCCF0HURBUlJSoFAokJyczPqRPNy/Ly1i9vvv0vZbbwFff821Q4iISHcK+/3Na9NUAhyWISKiiqxY16Yh/aBUAkuWSLNlEhKkYZkzZ5iIEBFRxcKekQrq/n1p5dTffpO2OSxDREQVFZORCig8HBgxgsMyRERUOXCYpgJRDcv4+EiJSOPGQHQ0ExEiIqrY2DNSQeQclhk3ThqWqVZNt3ERERGVFJORCiDnsMy33wJ+frqOioiIqHRwmEaPKZXA0qW5h2WYiBARUWXCnhE9lZgoDcuoLgM0diywejWHZYiIqPJhMqKHwsOlRczi4wEzM2lYZuxYXUdFRERUNjhMo0eys18My8THvxiWYSJCRESVGXtG9ETOYRk/P+CbbzgsQ0RElR+TET0QESHNluGwDBERVUUcptGh7Gzgk0+Abt2kRKRRIw7LEBFR1cOeER1JTARGjwaOHJG2x4yRekQ4LENERFUNkxEdOHZMGpa5d4/DMkRERExGypBSCURGSkMwjo5Ahw7A558DCxZIQzQNGwJ79gBNm+o6UiIiIt1hMlJGgoOBadOAO3de7JPLgfR06f+jR0s9IhYWuomPiIhIXzAZKQPBwcDQoYAQmvtVicikSdJF7mSy8o+NiIhI33A2TSlTKqUekZyJiIpMBuzbJw3TEBEREZORUhcZqTk0k5MQQFyc1I6IiIiYjJS6u3cL1y4+vmzjICIiqihYM1JMOWfKdOokTdVdubJwxzs6lm18REREFQWTkWLQNlOmenWpQPXZs/yPlckAZ2cpeSEiIiIO0xSZaqZMzrqQ//6TEpH69YGvvpKSjpyzZVTbq1YBhoblEi4REZHeYzJSBAXNlAGAtDRg4kTgp5+AWrU073N2lvb7+pZtnERERBUJh2mKoKCZMoB0f2SklHAMHJi7roQ9IkRERJqYjBRBYWfAqNoZGgJdu5ZZOERERJUCkxEttM2USUoC1q4t3PGcKUNERFR4TEZy0DZTxsYGyMgAnj7N/1jOlCEiIio6FrC+JK+ZMo8eSYmIqyuwfDlnyhAREZWmKp+MKJVAeDjwww+Av3/+M2WUSmD6dM6UISIiKk1VephG25BMfjhThoiIqPRV2WTkp5+A118v+nGcKUNERFS6quQwzZ49wBtvFO9YzpQhIiIqXcVKRr799lu4ubnB1NQUnp6eiIyMzLd9REQEPD09YWpqirp162JtYefIloHgYGDYMKn+oyhkMsDFhTNliIiISluRk5Hdu3fj/fffx7x583D+/Hl06tQJvXv3RmxsrNb2N2/eRJ8+fdCpUyecP38ec+fOxdSpUxEUFFTi4ItKtZx7UXGmDBERUdmRCZHf/JHcXn31VbRq1Qpr1qxR72vUqBEGDRqEwMDAXO0/+ugj7Nu3DzExMep9/v7+uHjxIqKiogr1nCkpKVAoFEhOToaVlVVRwtUQHg54exf9OBcXKRHhTBkiIqLCK+z3d5F6RjIyMnD27Fn07NlTY3/Pnj1x4sQJrcdERUXlat+rVy+cOXMGmZmZWo9JT09HSkqKxq00FHY5dwCoWRPYvh0ICwNu3mQiQkREVFaKlIw8fPgQSqUS9vb2Gvvt7e2RkJCg9ZiEhASt7bOysvDw4UOtxwQGBkKhUKhvLi4uRQkzT0UpPl27Fhg1Spoxw6EZIiKislOsAlZZjuVHhRC59hXUXtt+lTlz5iA5OVl9i4uLK06YuXTqJC1Olk+oMDSUZtuwJ4SIiKh8FCkZqVGjBgwNDXP1giQmJubq/VBxcHDQ2t7IyAi2trZaj5HL5bCystK4lQZDQ+DLL6X/55WQ7NwpLQlPRERE5aNIyYiJiQk8PT0RGhqqsT80NBTt27fXeoyXl1eu9keOHEHr1q1hbGxcxHBLztdX+3LuLi5AUFDxFkIjIiKi4ivyCqwzZszA6NGj0bp1a3h5eWH9+vWIjY2Fv78/AGmI5e7du9i2bRsAaebM6tWrMWPGDEyYMAFRUVHYuHEjdu7cWbqvpAi4nDsREZH+KHIyMnz4cCQlJWHx4sWIj49H06ZNcejQIbi6ugIA4uPjNdYccXNzw6FDhzB9+nR88803cHJywldffYUhQ4aU3qsoBi7nTkREpB+KvM6ILpTWOiNERERUfspknREiIiKi0sZkhIiIiHSKyQgRERHpFJMRIiIi0ikmI0RERKRTTEaIiIhIp5iMEBERkU4xGSEiIiKdKvIKrLqgWpctJSVFx5EQERFRYam+twtaX7VCJCNPnjwBALi4uOg4EiIiIiqqJ0+eQKFQ5Hl/hVgOPjs7G/fu3YOlpSVkMlmJHy8lJQUuLi6Ii4urMMvLM+byUxHjZszlpyLGXRFjBipm3IxZkxACT548gZOTEwwM8q4MqRA9IwYGBnB2di71x7WysqowHxYVxlx+KmLcjLn8VMS4K2LMQMWMmzG/kF+PiAoLWImIiEinmIwQERGRTlXJZEQulyMgIAByuVzXoRQaYy4/FTFuxlx+KmLcFTFmoGLGzZiLp0IUsBIREVHlVSV7RoiIiEh/MBkhIiIinWIyQkRERDrFZISIiIh0qsolI99++y3c3NxgamoKT09PREZG6joktYULF0Imk2ncHBwc1PcLIbBw4UI4OTnBzMwMXbt2xZUrV8o9zmPHjqF///5wcnKCTCbD3r17Ne4vTJzp6emYMmUKatSogWrVqmHAgAG4c+eOzmIeO3ZsrnPfrl07ncYcGBiINm3awNLSEnZ2dhg0aBCuXbum0UbfznVhYtbHc71mzRp4eHioF33y8vLCL7/8or5f385zYWLWx/OcU2BgIGQyGd5//331Pn081wXFrI/nujS+T8o1ZlGF7Nq1SxgbG4vvvvtOXL16VUybNk1Uq1ZN3L59W9ehCSGECAgIEE2aNBHx8fHqW2Jiovr+ZcuWCUtLSxEUFCQuXbokhg8fLhwdHUVKSkq5xnno0CExb948ERQUJACIkJAQjfsLE6e/v7+oVauWCA0NFefOnRPe3t6iefPmIisrSycx+/n5iddee03j3CclJWm0Ke+Ye/XqJTZv3iwuX74sLly4IPr27Stq164tnj59qm6jb+e6MDHr47net2+fOHjwoLh27Zq4du2amDt3rjA2NhaXL18WQujfeS5MzPp4nl92+vRpUadOHeHh4SGmTZum3q+P57qgmPXxXJfG90l5xlylkpG2bdsKf39/jX0NGzYUs2fP1lFEmgICAkTz5s213pednS0cHBzEsmXL1PueP38uFAqFWLt2bTlFmFvOL/bCxPn48WNhbGwsdu3apW5z9+5dYWBgIA4fPlzuMQsh/TIZOHBgnsfoOmYhhEhMTBQAREREhBCiYpzrnDELUTHOtRBCVK9eXWzYsKFCnOecMQuh3+f5yZMnon79+iI0NFR06dJF/cWuz+c6r5iF0M9zXdLvk/KOucoM02RkZODs2bPo2bOnxv6ePXvixIkTOooqt+vXr8PJyQlubm5444038O+//wIAbt68iYSEBI345XI5unTpolfxFybOs2fPIjMzU6ONk5MTmjZtqtPXEh4eDjs7OzRo0AATJkxAYmKi+j59iDk5ORkAYGNjA6BinOucMavo87lWKpXYtWsXUlNT4eXlVSHOc86YVfT1PE+aNAl9+/ZF9+7dNfbr87nOK2YVfTzXJfk+Ke+YK8SF8krDw4cPoVQqYW9vr7Hf3t4eCQkJOopK06uvvopt27ahQYMGuH//PpYuXYr27dvjypUr6hi1xX/79m1dhKtVYeJMSEiAiYkJqlevnquNrt6L3r174/XXX4erqytu3ryJ+fPno1u3bjh79izkcrnOYxZCYMaMGejYsSOaNm0KQP/PtbaYAf0915cuXYKXlxeeP38OCwsLhISEoHHjxupfvPp4nvOKGdDf87xr1y6cO3cO0dHRue7T1890fjED+nmuS/p9Ut4xV5lkREUmk2lsCyFy7dOV3r17q//frFkzeHl5oV69eti6dau6GEqf439ZceLU5WsZPny4+v9NmzZF69at4erqioMHD8LX1zfP48or5smTJ+PPP//EH3/8kes+fT3XecWsr+fa3d0dFy5cwOPHjxEUFAQ/Pz9ERESo79fH85xXzI0bN9bL8xwXF4dp06bhyJEjMDU1zbOdPp3rwsSsj+e6rL5PyirmKjNMU6NGDRgaGubK6BITE3Nlh/qiWrVqaNasGa5fv66ugtb3+AsTp4ODAzIyMvDff//l2UbXHB0d4erqiuvXrwPQbcxTpkzBvn37EBYWBmdnZ/V+fT7XecWsjb6caxMTE7zyyito3bo1AgMD0bx5c3z55Zd6fZ7zilkbfTjPZ8+eRWJiIjw9PWFkZAQjIyNERETgq6++gpGRkfp59elcFxSzUqnMdYw+nOucivp9Ut4xV5lkxMTEBJ6enggNDdXYHxoaivbt2+soqvylp6cjJiYGjo6OcHNzg4ODg0b8GRkZiIiI0Kv4CxOnp6cnjI2NNdrEx8fj8uXLevNakpKSEBcXB0dHRwC6iVkIgcmTJyM4OBhHjx6Fm5ubxv36eK4LilkbfTjX2gghkJ6erpfnuaCYtdGH8+zj44NLly7hwoUL6lvr1q0xatQoXLhwAXXr1tW7c11QzIaGhrmO0YdznVNRv0/KPeZSL4nVY6qpvRs3bhRXr14V77//vqhWrZq4deuWrkMTQggxc+ZMER4eLv79919x8uRJ0a9fP2FpaamOb9myZUKhUIjg4GBx6dIlMWLECJ1M7X3y5Ik4f/68OH/+vAAgVq5cKc6fP6+eIl2YOP39/YWzs7P47bffxLlz50S3bt3KdJpbfjE/efJEzJw5U5w4cULcvHlThIWFCS8vL1GrVi2dxvzee+8JhUIhwsPDNabnPXv2TN1G3851QTHr67meM2eOOHbsmLh586b4888/xdy5c4WBgYE4cuSIEEL/znNBMevredYm58wUfTzX+cWsr+e6NL5PyjPmKpWMCCHEN998I1xdXYWJiYlo1aqVxpRDXVPN8zY2NhZOTk7C19dXXLlyRX1/dna2CAgIEA4ODkIul4vOnTuLS5culXucYWFhAkCum5+fX6HjTEtLE5MnTxY2NjbCzMxM9OvXT8TGxuok5mfPnomePXuKmjVrCmNjY1G7dm3h5+eXK57yjllbvADE5s2b1W307VwXFLO+nuu33npL/XuhZs2awsfHR52ICKF/57mgmPX1PGuTMxnRx3OdX8z6eq5L4/ukPGOWCSFE6fe3EBERERVOlakZISIiIv3EZISIiIh0iskIERER6RSTESIiItIpJiNERESkU0xGiIiISKeYjBAREZFOMRkhIr20ZcsWWFtb6zoMIioHTEaIiIhIp5iMEJFWGRkZug6BiKoIJiNEVcSTJ08watQoVKtWDY6Ojvjf//6Hrl274v333wcA1KlTB0uXLsXYsWOhUCgwYcIEAEBQUBCaNGkCuVyOOnXq4IsvvtB4XJlMhr1792rss7a2xpYtWwAAt27dgkwmQ3BwMLy9vWFubo7mzZsjKipK45gtW7agdu3aMDc3x+DBg5GUlKRx/8WLF+Ht7Q1LS0tYWVnB09MTZ86cUd9//PhxdOnSBebm5qhevTp69eqlvvz54cOH0bFjR1hbW8PW1hb9+vXDP//8oz62sDESUdlgMkJURcyYMQPHjx/Hvn37EBoaisjISJw7d06jzfLly9G0aVOcPXsW8+fPx9mzZzFs2DC88cYbuHTpEhYuXIj58+erE42imDdvHmbNmoULFy6gQYMGGDFiBLKysgAAp06dwltvvYWJEyfiwoUL8Pb2xtKlSzWOHzVqFJydnREdHY2zZ89i9uzZMDY2BgBcuHABPj4+aNKkCaKiovDHH3+gf//+UCqVAIDU1FTMmDED0dHR+P3332FgYIDBgwcjOzu70DESURkqk8vvEZFeSUlJEcbGxmLPnj3qfY8fPxbm5ubqq4+6urqKQYMGaRw3cuRI0aNHD419H3zwgWjcuLF6G4AICQnRaKNQKNRX6r1586YAIDZs2KC+/8qVKwKAiImJEUIIMWLECPHaa69pPMbw4cOFQqFQb1taWootW7ZofX0jRowQHTp0yPsE5JCYmCgAqK9SWpgYiajssGeEqAr4999/kZmZibZt26r3KRQKuLu7a7Rr3bq1xnZMTAw6dOigsa9Dhw64fv26utehsDw8PNT/d3R0BAAkJiaqn8fLy0ujfc7tGTNmYPz48ejevTuWLVumMcyi6hnJyz///IORI0eibt26sLKygpubGwAgNja20DESUdlhMkJUBQghAEj1Hdr2q1SrVi3X/QUdI5PJcu3LzMzMFYNqSOXlOFTDJDmP12bhwoW4cuUK+vbti6NHj6Jx48YICQkBAJiZmeV7bP/+/ZGUlITvvvsOp06dwqlTpwDkLtLNL0YiKjtMRoiqgHr16sHY2BinT59W70tJScH169fzPa5x48b4448/NPadOHECDRo0gKGhIQCgZs2aiI+PV99//fp1PHv2rEjxNW7cGCdPntTYl3MbABo0aIDp06fjyJEj8PX1xebNmwFIPRq///671sdOSkpCTEwMPv74Y/j4+KBRo0bqwlYi0g9Gug6AiMqepaUl/Pz88MEHH8DGxgZ2dnYICAiAgYFBrp6Pl82cORNt2rTBkiVLMHz4cERFRWH16tX49ttv1W26deuG1atXo127dsjOzsZHH32k0cNQGFOnTkX79u3x+eefY9CgQThy5AgOHz6svj8tLQ0ffPABhg4dCjc3N9y5cwfR0dEYMmQIAGDOnDlo1qwZJk6cCH9/f5iYmCAsLAyvv/46bGxsYGtri/Xr18PR0RGxsbGYPXt2Ec8gEZUl9owQVRErV66El5cX+vXrh+7du6NDhw5o1KgRTE1N8zymVatW+PHHH7Fr1y40bdoUCxYswOLFizF27Fh1my+++AIuLi7o3LkzRo4ciVmzZsHc3LxIsbVr1w4bNmzA119/jRYtWuDIkSP4+OOP1fcbGhoiKSkJY8aMQYMGDTBs2DD07t0bixYtAiD1mBw5cgQXL15E27Zt4eXlhZ9//hlGRkYwMDDArl27cPbsWTRt2hTTp0/H8uXLi3byiKhMyURhBmuJqNJJTU1FrVq18MUXX+Dtt9/WdThEVIVxmIaoijh//jz++usvtG3bFsnJyVi8eDEAYODAgTqOjIiqOiYjRFXIihUrcO3aNZiYmMDT0xORkZGoUaOGrsMioiqOwzRERESkUyxgJSIiIp1iMkJEREQ6xWSEiIiIdIrJCBEREekUkxEiIiLSKSYjREREpFNMRoiIiEinmIwQERGRTjEZISIiIp36PwRhct71tpViAAAAAElFTkSuQmCC", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "for i, angle in enumerate(angles):\n", - " df = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': resulsbyangle[angle]\n", - " })\n", - "\n", - " df.plot(x='groundscan', y='average', marker='o', color='blue')\n", - " plt.xticks(np.arange(0, 501, 50))\n", - " plt.title(f'Irradiance at different groundscan for 1-axis {angle}')\n", - " plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "# one graph for all angles\n", - "resultsbysensor = {}\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " resultsarr = []\n", - " for i, angle in enumerate(angles):\n", - " if (sensorsground, angle) in resultsdict:\n", - " resultsarr.append(np.mean(resultsdict[(sensorsground, angle)]))\n", - " \n", - " resultsbysensor[sensorsground] = np.mean(resultsarr)" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{3: 20339.972777777777,\n", - " 5: 65350.0868,\n", - " 10: 125599.00859999999,\n", - " 20: 246361.00979999997,\n", - " 30: 370374.1924,\n", - " 100: 1329299.2834133347,\n", - " 150: 1977359.0423466645,\n", - " 200: 2688510.930083329,\n", - " 250: 3331996.432343995,\n", - " 300: 4013775.9512244496,\n", - " 400: 5368162.40371669,\n", - " 500: 6691724.655192021}" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "resultsbysensor" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df1 = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': resultsbysensor.values()\n", - "})\n", - "\n", - "df1.plot(x='groundscan', y='average', marker='o', color='blue')\n", - "plt.xticks(np.arange(0, 501, 50))\n", - "plt.title('Cummulative irradiance at different groundscan for 1-axis')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-150.ipynb b/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-150.ipynb deleted file mode 100644 index efd8c4a8..00000000 --- a/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-150.ipynb +++ /dev/null @@ -1,493 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "5e8ab57e", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Your simulation will be stored in Simulations/fixedtilt\n" - ] - } - ], - "source": [ - "import os\n", - "from pathlib import Path\n", - "\n", - "testfolder = 'Simulations/fixedtilt'\n", - "\n", - "if not os.path.exists(testfolder):\n", - " os.makedirs(testfolder)\n", - " \n", - "print (\"Your simulation will be stored in %s\" % testfolder)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "ea7bf497", - "metadata": {}, - "outputs": [], - "source": [ - "import bifacial_radiance as br\n", - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "6cd9aac2", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Working on a Darwin 21.6.0\n", - "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", - "Pandas version 2.0.3\n", - "bifacial_radiance version 0.4.2+164.ge460768.dirty\n", - "pyplot 3.7.2\n" - ] - } - ], - "source": [ - "# This information helps with debugging and getting support :)\n", - "import sys, platform\n", - "print(\"Working on a \", platform.system(), platform.release())\n", - "print(\"Python version \", sys.version)\n", - "print(\"Pandas version \", pd.__version__)\n", - "print(\"bifacial_radiance version \", br.__version__)\n", - "print(\"pyplot \", plt.matplotlib.__version__)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "1a4ddbc7", - "metadata": {}, - "outputs": [], - "source": [ - "simulationname = 'fixedtilt-groundscan'\n", - "\n", - "# Location:\n", - "lat = 39.7555\n", - "lon = -105.2211\n", - "\n", - "# Scene Parameters:\n", - "azimuth_ang=90\n", - "tilt=10\n", - "\n", - "# MakeModule Parameters\n", - "moduletype='PVmod'\n", - "numpanels=1\n", - "module_x = 2 # m\n", - "module_y = 1 # m. slope we will measure\n", - "sensorsy=2\n", - "sensorsground=5\n", - "\n", - "# SceneDict Parameters\n", - "pitch = 5.7\n", - "albedo = 0.2\n", - "azimuth = 150\n", - "clearance_height = 0.2\n", - "nMods = 20 \n", - "nRows = 3\n", - "\n", - "sceneDict = {'tilt':tilt,'pitch':pitch,'clearance_height':clearance_height,'azimuth':azimuth, 'nMods': nMods, 'nRows': nRows} " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "a3668517", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "path = Simulations/fixedtilt\n", - "Loading albedo, 1 value(s), 0.200 avg\n", - "1 nonzero albedo values.\n", - "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", - " ... OK!\n" - ] - } - ], - "source": [ - "demo = br.RadianceObj(simulationname,path = testfolder)\n", - "demo.setGround(albedo)\n", - "epwfile = demo.getEPW(lat, lon)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "85fb6790", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Module Name: PVmod\n", - "Module PVmod updated in module.json\n", - "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", - "\n" - ] - } - ], - "source": [ - "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "612cd6a4", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", - "Coercing year to 2021\n", - "Filtering dates\n", - "Saving file EPWs/metdata_temp.csv, # points: 8760\n", - "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" - ] - } - ], - "source": [ - "#Valid options: mm_dd, mm_dd_HH, mm_dd_HHMM, YYYY-mm-dd_HHMM\n", - "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-21_12', endtime='2021-06-21_13')" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "cca2cfaf", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'skies/sky2_39.74_-105.18_2021-06-21_1200.rad'" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "demo.gendaylit(timeindex=0) " - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "314937d1", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "scene = demo.makeScene(module,sceneDict)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "e6d55790", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Created fixedtilt-groundscan.oct\n" - ] - } - ], - "source": [ - "octfile = demo.makeOct()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "90839226", - "metadata": {}, - "outputs": [], - "source": [ - "analysis = br.AnalysisObj(octfile, demo.name)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "13371727", - "metadata": {}, - "outputs": [], - "source": [ - "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "36739ced", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "sensorsground: 2\n", - "Linescan in process: groundscan2_Row2_Module10_Front\n", - "Linescan in process: groundscan2_Row2_Module10_Back\n", - "Saved: results/irr_groundscan2_Row2_Module10.csv\n", - "{'Wm2': [16.69261, 16.81084], 'x': [0.0, 2.85], 'y': [0.0, -4.936345], 'z': [0.05, 0.05], 'r': [16.69261, 16.81084], 'g': [16.69261, 16.81084], 'b': [16.69261, 16.81084], 'mattype': ['groundplane', 'groundplane'], 'title': 'groundscan2_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 3\n", - "Linescan in process: groundscan3_Row2_Module10_Front\n", - "Linescan in process: groundscan3_Row2_Module10_Back\n", - "Saved: results/irr_groundscan3_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan3_Row2_Module10_Back.csv\n", - "{'Wm2': [16.92634, 958.9127, 16.39854], 'x': [0.0, 1.425, 2.85], 'y': [0.0, -2.468172, -4.936345], 'z': [0.05, 0.05, 0.05], 'r': [16.92634, 958.9127, 16.39854], 'g': [16.92634, 958.9127, 16.39854], 'b': [16.92634, 958.9127, 16.39854], 'mattype': ['groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan3_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 5\n", - "Linescan in process: groundscan5_Row2_Module10_Front\n", - "Linescan in process: groundscan5_Row2_Module10_Back\n", - "Saved: results/irr_groundscan5_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan5_Row2_Module10_Back.csv\n", - "{'Wm2': [16.64758, 959.183, 959.2592, 953.4878, 16.92454], 'x': [0.0, 0.7125, 1.425, 2.1375, 2.85], 'y': [0.0, -1.234086, -2.468172, -3.702259, -4.936345], 'z': [0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.64758, 959.183, 959.2592, 953.4878, 16.92454], 'g': [16.64758, 959.183, 959.2592, 953.4878, 16.92454], 'b': [16.64758, 959.183, 959.2592, 953.4878, 16.92454], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan5_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 10\n", - "Linescan in process: groundscan10_Row2_Module10_Front\n", - "Linescan in process: groundscan10_Row2_Module10_Back\n", - "Saved: results/irr_groundscan10_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan10_Row2_Module10_Back.csv\n", - "{'Wm2': [16.58726, 942.158, 958.8092, 959.247, 959.2463000000001, 958.3052000000001, 958.3145, 951.5654, 897.3543, 16.49827], 'x': [0.0, 0.3166667, 0.6333333, 0.95, 1.266667, 1.583333, 1.9, 2.216667, 2.533333, 2.85], 'y': [0.0, -0.5484828, -1.096966, -1.645448, -2.193931, -2.742414, -3.290897, -3.839379, -4.387862, -4.936345], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.58726, 942.158, 958.8092, 959.247, 959.2463, 958.3052, 958.3145, 951.5654, 897.3543, 16.49827], 'g': [16.58726, 942.158, 958.8092, 959.247, 959.2463, 958.3052, 958.3145, 951.5654, 897.3543, 16.49827], 'b': [16.58726, 942.158, 958.8092, 959.247, 959.2463, 958.3052, 958.3145, 951.5654, 897.3543, 16.49827], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan10_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 20\n", - "Linescan in process: groundscan20_Row2_Module10_Front\n", - "Linescan in process: groundscan20_Row2_Module10_Back\n", - "Saved: results/irr_groundscan20_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan20_Row2_Module10_Back.csv\n", - "{'Wm2': [16.60005, 30.773029999999995, 937.5831, 954.8857000000002, 958.5673, 959.0922999999999, 959.3981, 959.3804, 959.3628, 958.9578, 958.9706, 958.9834, 957.5488, 957.4905, 954.6997, 950.1025, 938.7872000000001, 83.88885, 27.33499, 16.4491], 'x': [0.0, 0.15, 0.3, 0.45, 0.6, 0.75, 0.9, 1.05, 1.2, 1.35, 1.5, 1.65, 1.8, 1.95, 2.1, 2.25, 2.4, 2.55, 2.7, 2.85], 'y': [0.0, -0.2598076, -0.5196152, -0.7794229, -1.03923, -1.299038, -1.558846, -1.818653, -2.078461, -2.338269, -2.598076, -2.857884, -3.117691, -3.377499, -3.637307, -3.897114, -4.156922, -4.41673, -4.676537, -4.936345], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.60005, 30.77303, 937.5831, 954.8857, 958.5673, 959.0923, 959.3981, 959.3804, 959.3628, 958.9578, 958.9706, 958.9834, 957.5488, 957.4905, 954.6997, 950.1025, 938.7872, 83.88885, 27.33499, 16.4491], 'g': [16.60005, 30.77303, 937.5831, 954.8857, 958.5673, 959.0923, 959.3981, 959.3804, 959.3628, 958.9578, 958.9706, 958.9834, 957.5488, 957.4905, 954.6997, 950.1025, 938.7872, 83.88885, 27.33499, 16.4491], 'b': [16.60005, 30.77303, 937.5831, 954.8857, 958.5673, 959.0923, 959.3981, 959.3804, 959.3628, 958.9578, 958.9706, 958.9834, 957.5488, 957.4905, 954.6997, 950.1025, 938.7872, 83.88885, 27.33499, 16.4491], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan20_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 30\n", - "Linescan in process: groundscan30_Row2_Module10_Front\n", - "Linescan in process: groundscan30_Row2_Module10_Back\n", - "Saved: results/irr_groundscan30_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan30_Row2_Module10_Back.csv\n", - "{'Wm2': [16.37605, 20.58307, 56.85179, 935.6281, 951.6155, 956.2233, 956.3935, 959.2408, 959.1794999999998, 959.1182, 959.3125999999999, 959.3056, 959.2986999999999, 959.2917000000001, 958.9419000000001, 958.9089, 958.8759999999999, 958.843, 957.8051, 957.7626, 957.7201, 957.6776, 953.5773, 952.6334, 943.8584999999999, 927.5677, 80.68099, 36.46907, 20.56781, 16.82049], 'x': [0.0, 0.09827586, 0.1965517, 0.2948276, 0.3931034, 0.4913793, 0.5896552, 0.687931, 0.7862069, 0.8844828, 0.9827586, 1.081034, 1.17931, 1.277586, 1.375862, 1.474138, 1.572414, 1.67069, 1.768966, 1.867241, 1.965517, 2.063793, 2.162069, 2.260345, 2.358621, 2.456897, 2.555172, 2.653448, 2.751724, 2.85], 'y': [0.0, -0.1702188, -0.3404376, -0.5106564, -0.6808751, -0.8510939, -1.021313, -1.191532, -1.36175, -1.531969, -1.702188, -1.872407, -2.042625, -2.212844, -2.383063, -2.553282, -2.723501, -2.893719, -3.063938, -3.234157, -3.404376, -3.574595, -3.744813, -3.915032, -4.085251, -4.25547, -4.425688, -4.595907, -4.766126, -4.936345], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.37605, 20.58307, 56.85179, 935.6281, 951.6155, 956.2233, 956.3935, 959.2408, 959.1795, 959.1182, 959.3126, 959.3056, 959.2987, 959.2917, 958.9419, 958.9089, 958.876, 958.843, 957.8051, 957.7626, 957.7201, 957.6776, 953.5773, 952.6334, 943.8585, 927.5677, 80.68099, 36.46907, 20.56781, 16.82049], 'g': [16.37605, 20.58307, 56.85179, 935.6281, 951.6155, 956.2233, 956.3935, 959.2408, 959.1795, 959.1182, 959.3126, 959.3056, 959.2987, 959.2917, 958.9419, 958.9089, 958.876, 958.843, 957.8051, 957.7626, 957.7201, 957.6776, 953.5773, 952.6334, 943.8585, 927.5677, 80.68099, 36.46907, 20.56781, 16.82049], 'b': [16.37605, 20.58307, 56.85179, 935.6281, 951.6155, 956.2233, 956.3935, 959.2408, 959.1795, 959.1182, 959.3126, 959.3056, 959.2987, 959.2917, 958.9419, 958.9089, 958.876, 958.843, 957.8051, 957.7626, 957.7201, 957.6776, 953.5773, 952.6334, 943.8585, 927.5677, 80.68099, 36.46907, 20.56781, 16.82049], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan30_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 100\n", - "Linescan in process: groundscan100_Row2_Module10_Front\n", - "Linescan in process: groundscan100_Row2_Module10_Back\n", - "Saved: results/irr_groundscan100_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan100_Row2_Module10_Back.csv\n", - "{'Wm2': [16.30597, 16.30499, 17.5481, 18.7618, 23.07656, 24.77704, 39.95101, 42.8913, 896.5047, 903.3921999999999, 933.8757, 943.3125999999999, 947.151, 950.0358, 952.9206, 954.2586, 954.4951, 954.7316999999999, 954.9683, 957.4842, 957.578, 957.6717, 957.7653999999999, 957.8592, 957.9528999999999, 959.1552, 959.1293, 959.1033000000001, 959.0773, 959.0513, 959.0252999999999, 958.9994, 958.9734, 959.5081, 959.4909000000001, 959.4737, 959.4564999999999, 959.4393, 959.4221000000001, 959.4047999999999, 959.3876, 959.3704000000001, 959.3530999999999, 959.3359999999999, 959.3187000000001, 959.3015, 959.2842999999999, 958.7944000000001, 958.8029, 958.8113, 958.8197, 958.8281000000001, 958.8365, 958.8449999999999, 958.8534, 958.8618, 958.8702, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan100_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 150\n", - "Linescan in process: groundscan150_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan150_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 200\n", - "Linescan in process: groundscan200_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan200_Row2_Module10_Back\n", - "Saved: results/irr_groundscan200_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan200_Row2_Module10_Back.csv\n", - "{'Wm2': [15.92805, 15.86312, 15.79819, 15.73327, 17.55659, 18.16836, 18.78012, 20.82508, 21.56925, 22.31343, 28.79266, 29.84656, 30.90046, 48.04195000000001, 49.78806, 854.4127, 896.1403, 899.536, 902.9317, 927.1703000000001, 931.7203, 936.2704, 941.5691, 944.3891, 947.2091, 950.0292, 949.8593999999999, 950.8156, 951.7718, 952.728, 953.6842, 954.6403999999999, 955.5966, 956.5528, 956.8419, 956.8719, 956.9019, 956.9318, 956.9617, 956.9916, 957.0215, 957.0515, 957.0814, 957.1113, 957.1412999999999, 957.1713, 957.2012, 957.2311, 958.9407, 958.9335, 958.9263, 958.9191999999999, 958.9119999999999, 958.9047999999999, 958.8977, 958.8905, 958.8833, 958.8762, 958.869, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan200_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 250\n", - "Linescan in process: groundscan250_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan250_Row2_Module10_Back\n", - "Saved: results/irr_groundscan250_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan250_Row2_Module10_Back.csv\n", - "{'Wm2': [16.90293, 16.96291, 17.0229, 17.08288, 17.7145, 18.12309, 18.53168, 18.94028, 20.45547, 21.03724, 21.619019999999995, 22.2008, 27.5806, 28.38811, 29.19561, 30.00312, 46.24877, 47.603289999999994, 48.95782, 853.1908, 895.4001, 898.0976999999999, 900.7950999999999, 903.4926, 928.0103, 931.6747, 935.3391, 939.0034, 942.8278999999999, 944.8312, 946.8344000000001, 948.8376, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan250_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 300\n", - "Linescan in process: groundscan300_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan400_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 500\n", - "Linescan in process: groundscan500_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan500_Row2_Module10_Back\n", - "Saved: results/irr_groundscan500_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan500_Row2_Module10_Back.csv\n", - "{'Wm2': [16.04479, 16.05924, 16.07369, 16.08814, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan500_Row2_Module10_Front'}\n", - "\n" - ] - } - ], - "source": [ - "results = []\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " wm2 = []\n", - " print(f\"sensorsground: {sensorsground}\")\n", - " frontscan, backscan, groundscan = analysis.moduleAnalysis(scene, sensorsy=sensorsy, sensorsground=sensorsground)\n", - " ground, back = analysis.analysis(octfile, \"groundscan\" + str(sensorsground), groundscan, backscan)\n", - " print(ground)\n", - " for i, x in enumerate(ground['x']):\n", - " if x >= 1 and x <= pitch-1:\n", - " wm2.append(ground['Wm2'])\n", - " results.append(np.mean(wm2))\n", - " print(\"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "f4a747d0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[16.751725,\n", - " 330.74585999999994,\n", - " 581.100424,\n", - " 761.8085429999999,\n", - " 724.942811,\n", - " 740.237629,\n", - " 777.7382779000001,\n", - " 775.4154406666667,\n", - " 782.28465095,\n", - " 783.28596108,\n", - " 781.1630084999999,\n", - " 782.6605489499999,\n", - " 781.78821586]" - ] - }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "results" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "d805c3e3", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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fmaVrbdhfk7m6TWXmzJmorKyEk5MTHnroIaN91v592PL+Z3oe03k31LQ49b0VqWuilbl9ycnJUCqV+Oyzz+Di4iKVm97Tw/BHmJ+fj44dO0rlV69erffNXafT4bPPPsOyZcvw+OOPS+Xl5eV1Jgh1MUwYy83NrfVfmoGfnx8A4LXXXrM4w99SAwcAW7duRWhoKLZv32507crLyxsUs4Gvr6/ZyXXmJsk2lmGS8a5du8zur/lfM2D+NeLn54fevXvj+eefN3sOQ6PTXAyvPUPCWVN+fr7ZXhTT52E4R15eXq26586dk14rAODi4mI0sdLAXG+GNWr+7ZgyV3bffffhvvvuQ2lpKb7++mssW7YMcXFx+O233xAcHIz27dsjNze3zsdsrteutXx9fS1eawBG1xuo+32rMUpLS3HPPfega9euOH/+PO6//36jicLW/n3Y8v6XkZFh9HNoaGiTPBcyjwnKdcywnK9mF3VZWRm2bNliVM+wquHdd99FZGSkVP7+++8breSw9BhCCOk/S4P169dLM+ltNXLkSDg6OmLdunWIiooyW2fw4MFo164dfvnll1pLcq2hUCjg7Oxs9OaZn59vdiWELf9tDh06FO+//z4++eQTo2Gebdu22RxjfeLi4pCcnIyqqioMHDiwwefYuXMnunTpYnaIsCFq9jLUt4x54MCBUKlU2L59O+Lj46Xyw4cP48yZM1bddyMqKgqurq7YunUr7rrrLqk8NzcXe/fuxcSJE6WykJAQfPDBBygvL5fivHjxIg4dOmSxd7Iu3bp1Q0BAAN577z0sXLhQej2dOXMGhw4dspjgubu7Y/To0aioqMCECRNw7NgxBAcHY/To0diyZQtOnDiBbt26mT3Wltduc4iNjUVKSgrOnTtn9PzeeecduLm5tdiS4Dlz5uDs2bP47rvv8Ouvv2LixIl45ZVX8PDDDwOw/u/Dlve//v37mz1HY3sSG3v89YoJynVszJgxWL16NaZOnYp//vOfuHjxIl566aVayUSPHj3wj3/8A2vWrIFSqcTw4cORlZWFl156qd43bS8vL9x666148cUX4efnh5CQEKSlpWHDhg1o165dg+IOCQnBE088gWeffRZlZWWYMmUK1Go1fvnlF/z1119YsWIFPDw88Nprr2H69On4+++/MXHiRHTo0AEXLlzATz/9hAsXLmDdunUWH8Ow5Hbu3LmYOHEicnJy8OyzzyIgIAAnT540qhsREYH9+/fj008/RUBAADw9PS02Hvfeey9eeeUV3HvvvXj++ecRFhaGnTt34ssvv2zQtajL3XffjXfffRe33347FixYgAEDBkCpVCI3Nxf79u3D+PHjcccdd9R5jmeeeQapqakYNGgQHnroIXTr1g1XrlzB6dOnsXPnTrzxxhs238MhIiICALBy5UqMHj0ajo6O6N27N5ydnWvV9fHxwcKFC5GUlARvb2/ccccdyM3NxYoVKxAQEAAHh/pHodu1a4ennnoKTzzxBO69915MmTIFFy9exIoVK+Di4oJly5ZJde+55x785z//wT/+8Q888MADuHjxIlatWtWg5AQAHBwc8Oyzz+L+++/HHXfcgQceeACXLl3C8uXLaw0ZPPDAA3B1dcXgwYMREBCA/Px8JCUlQa1WS8tUn3nmGXzxxRe49dZb8cQTTyAiIgKXLl3Crl27sHDhQnTv3t2m125zWLZsmTR36emnn4aPjw/effddfP7551i1ahXUanWzx7B+/Xps3boVGzduRK9evdCrVy/MmzcPjz32GAYPHowBAwZY/ffRmPc/gy5dusDV1RXvvvsuevToAQ8PD2i1Wqt7ID09PREcHIyPP/4YsbGx8PHxkd5P2zSZJ+mSGZZW8Zhb3SGE+Zn2Bm+//bbo1q2bUKlUonPnziIpKUls2LBBABDZ2dlSvfLycrFo0SLRoUMH4eLiIm6++WaRnp4ugoOD613Fk5ubK+68807h7e0tPD09xahRo0RWVlatY809L0vnFEKId955R9x0003CxcVFeHh4iL59+9aaJZ+WlibGjBkjfHx8hFKpFB07dhRjxowRH3zwgdnrUdMLL7wgQkJChEqlEj169BBvvfWW2Rn3R44cEYMHDxZubm61VpaYY7geHh4ewtPTU9x5553i0KFDTb6KRwghKisrxUsvvST69OkjXafu3buL2bNni5MnT0r1zK2OMLhw4YJ46KGHRGhoqFAqlcLHx0dERkaKpUuXipKSEiHEtZUUL774Yq3jYbL6oLy8XNx///2iffv2QqFQ1HqtmaqurhbPPfecCAwMFM7OzqJ3797is88+E3369BF33HGHVM/wOrH0u12/fr3o3bu3cHZ2Fmq1WowfP97skvDNmzeLHj16CBcXF9GzZ0+xfft2i6t4rHm+hscOCwsTzs7OomvXruLtt9+udc7NmzeLoUOHCn9/f+Hs7Cy0Wq2YNGmS+Pnnn43OlZOTI2bOnCk0Go1QKpVSvfPnz0t1rH3tWnpvMP3btMTS8UePHhVjx44VarVaODs7iz59+tT626zv92WONat4fv75Z+Hq6lor/itXrojIyEgREhIiCgsLhRDW/31Y+/5Xl/fee090795dKJVKo9eINat4hBBiz549om/fvkKlUlm9euh6pxCC05CJyL5kZ2eje/fuWLZsWa0bmRFR28AEhYhk9dNPP+G9997DoEGD4OXlhRMnTmDVqlUoKipCVlZWnZOdiej6xTkoRCQrd3d3fP/999iwYQMuXboEtVqNmJgYPP/880xOiNow9qAQERGR3eGN2oiIiMjuMEEhIiIiu8MEhYiIiOxOq5wkW11djXPnzsHT07PZbqNMRERETUsIgeLiYmi12npvxNgqE5Rz585Z/IwWIiIism85OTn13qW6VSYohg95ysnJafAtqomIiKhlFRUVISgoqNaHmZrTKhMUw7COl5cXExQiIqJWxprpGZwkS0RERHaHCQoRERHZHZsSlKtXr+LJJ59EaGgoXF1d0blzZzzzzDOorq6W6gghsHz5cmi1Wri6uiImJgbHjh0zOk95eTnmz58PPz8/uLu7Y9y4ccjNzW2aZ0REREStnk0JysqVK/HGG29g7dq1OH78OFatWoUXX3wRr732mlRn1apVWL16NdauXYuMjAxoNBqMGDECxcXFUp2EhASkpKQgOTkZBw8eRElJCeLi4lBVVdV0z4yIiIhaLZs+iycuLg7+/v7YsGGDVHbnnXfCzc0NW7ZsgRACWq0WCQkJeOyxxwDoe0v8/f2xcuVKzJ49GzqdDu3bt8eWLVswefJkANeWDe/cuRO33XZbvXEUFRVBrVZDp9NxkiwREVErYUv7bVMPypAhQ/DVV1/ht99+A6D/mPSDBw/i9ttvBwBkZ2cjPz8fI0eOlI5RqVSIjo7GoUOHAACZmZmorKw0qqPVahEeHi7VISIiorbNpmXGjz32GHQ6Hbp37w5HR0dUVVXh+eefx5QpUwAA+fn5AFDrI9L9/f1x5swZqY6zszO8vb1r1TEcb6q8vBzl5eXSz0VFRbaETURERK2MTT0o27dvx9atW7Ft2zb88MMP2Lx5M1566SVs3rzZqJ7p+mYhRL1rnuuqk5SUBLVaLW28iywREdH1zaYE5ZFHHsHjjz+Ou+++GxEREbjnnnvw8MMPIykpCQCg0WgAoFZPSEFBgdSrotFoUFFRgcLCQot1TC1ZsgQ6nU7acnJybAmbiIiIWhmbEpTLly/X+nAfR0dHaZlxaGgoNBoNUlNTpf0VFRVIS0vDoEGDAACRkZFQKpVGdfLy8pCVlSXVMaVSqaS7xvLusUT1q6oC9u8H3ntP/7U1LJBrjTFTy+Hro+2xaQ7K2LFj8fzzz6NTp07o1asXfvzxR6xevRozZ84EoB/aSUhIQGJiIsLCwhAWFobExES4ublh6tSpAAC1Wo1Zs2Zh0aJF8PX1hY+PDxYvXoyIiAgMHz686Z8hURuzYwewYAFQ89ZCgYHAq68C8fHyxVWX1hizQVUVcOAAkJcHBAQAt9wCODrKHdX1pTW/Ploju3lNCxsUFRWJBQsWiE6dOgkXFxfRuXNnsXTpUlFeXi7Vqa6uFsuWLRMajUaoVCpx6623iqNHjxqdp6ysTMybN0/4+PgIV1dXERcXJ86ePWt1HDqdTgAQOp3OlvDJDly9KsS+fUJs26b/evWq3BFdXz78UAiFQgjAeFMo9NuHH8odYW2tMWaDDz8UIjDQOO7AQPuOubVpza+P1qi5X9O2tN823QfFXvA+KK1Ta/0vyG7+m6hHVRUQEmJ8fWtSKPTXOzu7ZeOvrtZvVVW1v1ZWAjfeqL+2lmLu2BE4eRJQqfQ/24sdO4CJE/Vv4TUZYvzvf+37dd0a2Otr+nrVEq9pW9pvJijUIlrrm7k9JlVCAJcvA4WFxlt6OrByZf3H9+sHeHlZThoa89VcWVNycgKcnQGl8tpW8+fm2GeuroMDMGMGcOGC5Vg7dAA++ED/GjdcG8MmRO2y1rSvpR6rqAj4/ff6XxchIYCnp/5a17U5ONRfp7HHNHf95noMIYCXX9Zfc3OaKhlkgkJ2pbX+F9ScSZUQQGlp7STD2q2ysnHPjYioIfbtA2JiGn68Le23TZNkiRriwAHLyQmgb6xzcoDJk4EuXa79t+rsfG1rzM81v3dysm6YoKpK33NiLn0XQn+OhARg2DD9fxwNSTKuXm3wJQWgfy7e3te26mogI6P+45YuBSIi9P9VOTo27Gtjjq359euvAWvmxn/yCTBggD4xq6wEKiqufS/Hz+fPA/+792SdNBpArb52zQz/ydb8+Xra19TnO3oUeOSR+q/zSy8BffqYzlIxvxl6a2zZbD2mues3x2OcPKlPPupjaTi2ObAHhZqFEMAffwBffQVs3AgcPix3RNdYk9yUlQG//NL8sRiSDB8f42TDms3d3TjZMvRU/fmn+cTKHnuqWmPMgH6Z69Ch9ddr7H+bbV1rfX20Ri31mmYPCsni3Dlg7159UrJ3L3D2rG3HT5min4Rq+I/VsDXmZ3NDIYb/gktLm+Z5K5W2JxeWkozGcHTUz42ZOPHamLKB4THWrLGvN/LWGDOgnygdGFh/w3nLLS0f2/Wktb4+WiN7fE2zB8VKrWUlR0v6+299Nr13r3779Vfj/UolcPPN+mz7jTeAv/5q+f+ChDDuprc2yfnxR+Cpp+o//86dwKhR9re6xHRib1CQ/o3cHiciA6035okT9d+bazjtdeJ3a9QaXx+tUUu8pjlJtonZ40oOOZSU6JM0Qy/JkSO1X8T9+gGxsfq5GUOG6HsIgNb3Zt7au5ZbY0LdGmNmw9lyWuProzVq7tc0E5Qm1FqXxzaF8nL93BHDkM2339ae2Nmzpz4ZiY0FoqP1wxaWtLY389aWVJE82HDS9aY5X9NMUJpIa10e21BVVUBm5rUhm4MH9ZNFawoJudZDMnSo/sVr62O0pjfz1pZUERHZMyYoTeR6n6kvBHDs2LUhm7Q0QKczruPvr09GDL0koaHyxCqn1pZUERHZK67iaSLWrvduyXXhjSGEvrfHMGSzdy9QUGBcR63WJ1uGXpKePe1rAqgcHB1bZwJKRNSaMUGpg7XDF7YOc7Skc+f0PTyGpMT05lKurvoeAUMPSd++7B0gIiL5MUGpgz2uC6/P33/rh2oMCcnx48b7nZz0S38NPSQDB+o/hI2IiMieMEGpQ103CTKQ+yZBpaXGS39//NH80l/DPJIhQwAPD/niJSIisgYTlHrEx+uXkz74IJCfb7zv5ptbfiVHebl+uW/Npb+md0vt0cN46a+PT8vGSERE1FhMUKwQHw907KhPSHx8gFWrgPvv13+8/aFDwKBB1p/L1hUhVVXADz9cm9R64EDtpb/BwdeGbIYNs+85MURERNZggmKlkhL914AAYNYsfXKyYQOwcKH+e2tWulhzR1oh9B9SZxiy2b+/9tLfDh2u9ZAMG6Zf+tvWV9oQEdH1hQmKlQxJglqt//rss0Bysn6IZft24O676z7e0h1p//xTXz5nDnDpkj4xOX/euI5h6a+hh6RXLyYkRER0fWOCYqWiIv1XQ4ISEAA89hjw9NPA448DEyYALi7mj62q0vecmJtkayhbt+5amaurfjJrzaW/TvxNERFRG+IgdwCthaEHpeaN7xYt0s9NOXMG+L//s3zsgQOWb5df07336od0CguB3bv1ic9NNzE5ISKitocJipVMe1AAwM0NSEzUf//888CFC+aPtfZOs6NG6Vfd8L4kRETU1jFBsZLpHBSDf/xDf5+RoiL9cM/+/cB77+m/VlXp61ibcHD1DRERkR4HD6xkbogHABwcgNWr9ZNY33hDvxkEBgIzZxqXmWOPd6QlIiKSE3tQrGRuiMfg4kXzx+TmAs88o/9AvqAgfSJiuvrG8LPcd6QlIiKyJ0xQrGSpB8WwQqcu7u76e5v897/6SbU1BQbqy1v6jrRERET2jEM8VrI0B8WaFTqlpcD33+uTkPHjbbuTLBERUVvEBMVKloZ4rF2hY6jn6Kifr0JERESWcYjHSpaGeKxdecMVOkRERNZjgmIlS0M8t9yin0di6dbzCoV+gixX6BAREVmPCYoVqqqufVigaYLi6Kj/sD+AK3SIiIiaChMUKxQXX/vedIgH0E9+5QodIiKipsNJslYwDO+oVJbvCssVOkRERE2HCYoV6rpJW01coUNERNQ0bBriCQkJgUKhqLU9+OCDAAAhBJYvXw6tVgtXV1fExMTg2LFjRucoLy/H/Pnz4efnB3d3d4wbNw651nzUr4wsreAhIiKi5mFTgpKRkYG8vDxpS01NBQDcddddAIBVq1Zh9erVWLt2LTIyMqDRaDBixAgU15jEkZCQgJSUFCQnJ+PgwYMoKSlBXFwcqgyfrGeHrO1BISIioqZhU4LSvn17aDQaafvss8/QpUsXREdHQwiBNWvWYOnSpYiPj0d4eDg2b96My5cvY9u2bQAAnU6HDRs24OWXX8bw4cPRt29fbN26FUePHsWePXua5Qk2BfagEBERtawGr+KpqKjA1q1bMXPmTCgUCmRnZyM/Px8jR46U6qhUKkRHR+PQoUMAgMzMTFRWVhrV0Wq1CA8Pl+qYU15ejqKiIqOtJVm6BwoRERE1jwYnKB999BEuXbqEGTNmAADy8/MBAP7+/kb1/P39pX35+flwdnaGt7e3xTrmJCUlQa1WS1tQUFBDw24QDvEQERG1rAYnKBs2bMDo0aOh1WqNyhUmdysTQtQqM1VfnSVLlkCn00lbTk5OQ8NuEA7xEBERtawGJShnzpzBnj17cP/990tlGo0GAGr1hBQUFEi9KhqNBhUVFSgsLLRYxxyVSgUvLy+jrSVxiIeIiKhlNShB2bhxIzp06IAxY8ZIZaGhodBoNNLKHkA/TyUtLQ2DBg0CAERGRkKpVBrVycvLQ1ZWllTHHnGIh4iIqGXZfKO26upqbNy4EdOnT4eT07XDFQoFEhISkJiYiLCwMISFhSExMRFubm6YOnUqAECtVmPWrFlYtGgRfH194ePjg8WLFyMiIgLDhw9vumfVxDjEQ0RE1LJsTlD27NmDs2fPYubMmbX2PfrooygrK8PcuXNRWFiIgQMHYvfu3fD09JTqvPLKK3BycsKkSZNQVlaG2NhYbNq0CY52fE94DvEQERG1LIUQQsgdhK2KioqgVquh0+laZD5Kv37Ajz8CX3wBjBrV7A9HRER0XbKl/eanGVuBQzxEREQtiwmKFTjEQ0RE1LKYoNRDiGureNiDQkRE1DKYoNTjyhWgslL/PXtQiIiIWgYTlHoYek8UCsDDQ95YiIiI2gomKPUwzD/x9AQceLWIiIhaBJvcenCCLBERUctjglIP3uaeiIio5TFBqQfvgUJERNTymKDUg0M8RERELY8JSj04xENERNTymKDUg0M8RERELY8JSj04xENERNTymKDUg0M8RERELY8JSj04xENERNTymKDUgz0oRERELY8JSj3Yg0JERNTymKDUg5NkiYiIWh4TlHpwiIeIiKjlMUGpB4d4iIiIWh4TlDpUVQElJfrv2YNCRETUcpig1KG4+Nr37EEhIiJqOUxQ6mAY3lGp9BsRERG1DCYodeAKHiIiInkwQakDV/AQERHJgwlKHbiCh4iISB5MUOrAIR4iIiJ5MEGpg2GIhz0oRERELYsJSh3Yg0JERCQPJih14CRZIiIieTBBqQMnyRIREcmDCUodOMRDREQkDyYodeAQDxERkTxsTlD+/PNP/OMf/4Cvry/c3Nxw4403IjMzU9ovhMDy5cuh1Wrh6uqKmJgYHDt2zOgc5eXlmD9/Pvz8/ODu7o5x48YhNze38c+miXGIh4iISB42JSiFhYUYPHgwlEolvvjiC/zyyy94+eWX0a5dO6nOqlWrsHr1aqxduxYZGRnQaDQYMWIEimt88l5CQgJSUlKQnJyMgwcPoqSkBHFxcaiqqmqyJ9YUOMRDREQkD4UQQlhb+fHHH8c333yDAwcOmN0vhIBWq0VCQgIee+wxAPreEn9/f6xcuRKzZ8+GTqdD+/btsWXLFkyePBkAcO7cOQQFBWHnzp247bbb6o2jqKgIarUaOp0OXs3YvdGlC/DHH8ChQ0BUVLM9DBERUZtgS/ttUw/KJ598gv79++Ouu+5Chw4d0LdvX7z11lvS/uzsbOTn52PkyJFSmUqlQnR0NA4dOgQAyMzMRGVlpVEdrVaL8PBwqY6p8vJyFBUVGW0tgUM8RERE8rApQfnjjz+wbt06hIWF4csvv8ScOXPw0EMP4Z133gEA5OfnAwD8/f2NjvP395f25efnw9nZGd7e3hbrmEpKSoJarZa2oKAgW8JuECE4xENERCQXmxKU6upq9OvXD4mJiejbty9mz56NBx54AOvWrTOqp1AojH4WQtQqM1VXnSVLlkCn00lbTk6OLWE3yJUrwNWr+u/Zg0JERNSybEpQAgIC0LNnT6OyHj164OzZswAAjUYDALV6QgoKCqReFY1Gg4qKChQWFlqsY0qlUsHLy8toa26G3hOFAvDwaPaHIyIiohpsSlAGDx6MEydOGJX99ttvCA4OBgCEhoZCo9EgNTVV2l9RUYG0tDQMGjQIABAZGQmlUmlUJy8vD1lZWVIde1Bz/okD7xZDRETUopxsqfzwww9j0KBBSExMxKRJk/Ddd9/hzTffxJtvvglAP7STkJCAxMREhIWFISwsDImJiXBzc8PUqVMBAGq1GrNmzcKiRYvg6+sLHx8fLF68GBERERg+fHjTP8MGMnTwODoC+/cDt9yi/56IiIhagLDRp59+KsLDw4VKpRLdu3cXb775ptH+6upqsWzZMqHRaIRKpRK33nqrOHr0qFGdsrIyMW/ePOHj4yNcXV1FXFycOHv2rNUx6HQ6AUDodDpbw7fKhx8K4ecnhH6qrH4LDNSXExERUcPY0n7bdB8Ue9Gc90HZsQOYOFGfltRkmL/73/8C8fFN+pBERERtQrPdB+V6V1UFLFhQOzkBrpUlJOjrERERUfNhglLDgQNAXR8JJASQk6OvR0RERM2HCUoNeXlNW4+IiIgahglKDQEBTVuPiIiIGoYJSg233AIEBl6bEGtKoQCCgvT1iIiIqPkwQanB0RF49VXz+wxJy5o1vB8KERFRc2OCYiI+Xr+U2NPTuDwwkEuMiYiIWgoTFDPi44HZs/Xf3347sG8fkJ3N5ISIiKil2HSr+7akulr/NSICiImRNRQiIqI2hz0oFly9qv/qxBSOiIioxTFBsaCyUv+VCQoREVHLY4JiAXtQiIiI5MMExQImKERERPJhgmKBIUFRKuWNg4iIqC1igmIBe1CIiIjkwwTFAk6SJSIikg8TFAvYg0JERCQfJigWcA4KERGRfJigWMAeFCIiIvkwQbGAc1CIiIjkwwTFAvagEBERyYcJigVMUIiIiOTDBMUCTpIlIiKSDxMUC9iDQkREJB8mKBZwkiwREZF8mKBYwB4UIiIi+TBBsYBzUIiIiOTDBMUC9qAQERHJhwmKBUxQiIiI5MMExQJOkiUiIpIPExQL2INCREQkHyYoFnCSLBERkXyYoFjAHhQiIiL52JSgLF++HAqFwmjTaDTSfiEEli9fDq1WC1dXV8TExODYsWNG5ygvL8f8+fPh5+cHd3d3jBs3Drm5uU3zbJoQ56AQERHJx+YelF69eiEvL0/ajh49Ku1btWoVVq9ejbVr1yIjIwMajQYjRoxAcXGxVCchIQEpKSlITk7GwYMHUVJSgri4OFRVVTXNM2oi7EEhIiKSj83Nr5OTk1GviYEQAmvWrMHSpUsRHx8PANi8eTP8/f2xbds2zJ49GzqdDhs2bMCWLVswfPhwAMDWrVsRFBSEPXv24Lbbbmvk02kaQnAOChERkZxs7kE5efIktFotQkNDcffdd+OPP/4AAGRnZyM/Px8jR46U6qpUKkRHR+PQoUMAgMzMTFRWVhrV0Wq1CA8Pl+qYU15ejqKiIqOtOVVXX/uePShEREQtz6YEZeDAgXjnnXfw5Zdf4q233kJ+fj4GDRqEixcvIj8/HwDg7+9vdIy/v7+0Lz8/H87OzvD29rZYx5ykpCSo1WppCwoKsiVsmxl6TwAmKERERHKwKUEZPXo07rzzTkRERGD48OH4/PPPAeiHcgwUCoXRMUKIWmWm6quzZMkS6HQ6acvJybElbJsZJsgCTFCIiIjk0Khlxu7u7oiIiMDJkyeleSmmPSEFBQVSr4pGo0FFRQUKCwst1jFHpVLBy8vLaGtO7EEhIiKSV6MSlPLychw/fhwBAQEIDQ2FRqNBamqqtL+iogJpaWkYNGgQACAyMhJKpdKoTl5eHrKysqQ69oAJChERkbxsan4XL16MsWPHolOnTigoKMBzzz2HoqIiTJ8+HQqFAgkJCUhMTERYWBjCwsKQmJgINzc3TJ06FQCgVqsxa9YsLFq0CL6+vvDx8cHixYulISN7YUhQHBz0GxEREbUsmxKU3NxcTJkyBX/99Rfat2+Pm2++GYcPH0ZwcDAA4NFHH0VZWRnmzp2LwsJCDBw4ELt374anp6d0jldeeQVOTk6YNGkSysrKEBsbi02bNsHR0bFpn1kj8CZtRERE8lIIIYTcQdiqqKgIarUaOp2uWeajZGcDnTsDbm5AaWmTn56IiKhNsqX95gCGGbyLLBERkbyYoJjBu8gSERHJiwmKGexBISIikhcTFDM4SZaIiEheTFDMYA8KERGRvJigmME5KERERPJigmIGe1CIiIjkxQTFDCYoRERE8mKCYgYnyRIREcmLCYoZ7EEhIiKSFxMUMzhJloiISF5MUMxgDwoREZG8mKCYwTkoRERE8mKCYgZ7UIiIiOTFBMUMzkEhIiKSFxMUM9iDQkREJC8mKGYwQSEiIpIXExQzOEmWiIhIXkxQzGAPChERkbyYoJjBSbJERETyYoJiBntQiIiI5MUExQzOQSEiIpIXExQz2INCREQkLyYoZnAOChERkbyYoJjBHhQiIiJ5MUExgwkKERGRvJigmMFJskRERPJigmIGe1CIiIjkxQTFDE6SJSIikhcTFDPYg0JERCQvJihmMEEhIiKSFxMUMzhJloiISF5MUMzgHBQiIiJ5NSpBSUpKgkKhQEJCglQmhMDy5cuh1Wrh6uqKmJgYHDt2zOi48vJyzJ8/H35+fnB3d8e4ceOQm5vbmFCaFId4iIiI5NXgBCUjIwNvvvkmevfubVS+atUqrF69GmvXrkVGRgY0Gg1GjBiB4uJiqU5CQgJSUlKQnJyMgwcPoqSkBHFxcaiqqmr4M2lCTFCIiIjk1aAEpaSkBNOmTcNbb70Fb29vqVwIgTVr1mDp0qWIj49HeHg4Nm/ejMuXL2Pbtm0AAJ1Ohw0bNuDll1/G8OHD0bdvX2zduhVHjx7Fnj17muZZNRLnoBAREcmrQQnKgw8+iDFjxmD48OFG5dnZ2cjPz8fIkSOlMpVKhejoaBw6dAgAkJmZicrKSqM6Wq0W4eHhUh1T5eXlKCoqMtqaE3tQiIiI5GVzE5ycnIwffvgBGRkZtfbl5+cDAPz9/Y3K/f39cebMGamOs7OzUc+LoY7heFNJSUlYsWKFraE2GCfJEhERycumHpScnBwsWLAAW7duhYuLi8V6CoXC6GchRK0yU3XVWbJkCXQ6nbTl5OTYErbN2INCREQkL5sSlMzMTBQUFCAyMhJOTk5wcnJCWloa/u///g9OTk5Sz4lpT0hBQYG0T6PRoKKiAoWFhRbrmFKpVPDy8jLamhMTFCIiInnZlKDExsbi6NGjOHLkiLT1798f06ZNw5EjR9C5c2doNBqkpqZKx1RUVCAtLQ2DBg0CAERGRkKpVBrVycvLQ1ZWllRHbpwkS0REJC+bmmBPT0+Eh4cblbm7u8PX11cqT0hIQGJiIsLCwhAWFobExES4ublh6tSpAAC1Wo1Zs2Zh0aJF8PX1hY+PDxYvXoyIiIhak27lwjkoRERE8mryPoJHH30UZWVlmDt3LgoLCzFw4EDs3r0bnp6eUp1XXnkFTk5OmDRpEsrKyhAbG4tNmzbB0dGxqcNpEA7xEBERyUshhBByB2GroqIiqNVq6HS6ZpmP0rUrcPIkcPAgMHhwk5+eiIioTbKl/eZn8ZjBOShERETyYoJiBod4iIiI5MUExQxOkiUiIpIXExQz2INCREQkLyYoZjBBISIikhcTFDM4SZaIiEheTFDMYA8KERGRvJigmMFJskRERPJigmJCCKCqSv89e1CIiIjkwQTFhKH3BGCCQkREJBcmKCaYoBAREcmPCYqJmgkK56AQERHJgwmKCfagEBERyY8JiomaCYqjo3xxEBERtWVMUEwYbtLm6AgoFPLGQkRE1FYxQTHBm7QRERHJjwmKCd6kjYiISH5MUEywB4WIiEh+TFBMlJfrv1ZVAfv3X7urLBEREbUcJig17NgBjBih/764GBg6FAgJ0ZcTERFRy2GC8j87dgATJwLnzxuX//mnvpxJChERUcthggL9MM6CBfoPCjRlKEtI4HAPERFRS2GCAuDAASA31/J+IYCcHH09IiIian5MUADk5TVtPSIiImocJigAAgKath4RERE1DhMUALfcAgQGWr61vUIBBAXp6xEREVHzY4IC/efuvPqq+X2GpGXNGn54IBERUUthgvI/8fHAf/8L+PkZlwcG6svj4+WJi4iIqC3iDd1riI8HXFyAMWOA4GBg0yb9sA57ToiIiFoWExQThiEdPz8gJkbWUIiIiNosDvGYqK7Wf7U0YZaIiIiaHxMUE4YExYFXhoiISDY2NcPr1q1D79694eXlBS8vL0RFReGLL76Q9gshsHz5cmi1Wri6uiImJgbHjh0zOkd5eTnmz58PPz8/uLu7Y9y4ccit6zauLcxwa3smKERERPKxqRkODAzECy+8gO+//x7ff/89hg0bhvHjx0tJyKpVq7B69WqsXbsWGRkZ0Gg0GDFiBIqLi6VzJCQkICUlBcnJyTh48CBKSkoQFxeHKjv5oBv2oBAREclPIYS5j8izno+PD1588UXMnDkTWq0WCQkJeOyxxwDoe0v8/f2xcuVKzJ49GzqdDu3bt8eWLVswefJkAMC5c+cQFBSEnTt34rbbbrPqMYuKiqBWq6HT6eDl5dWY8GvZsQO4805g8GDg4MEmPTUREVGbZkv73eB+gqqqKiQnJ6O0tBRRUVHIzs5Gfn4+Ro4cKdVRqVSIjo7GoUOHAACZmZmorKw0qqPVahEeHi7VkRuHeIiIiORn8zLjo0ePIioqCleuXIGHhwdSUlLQs2dPKcHw9/c3qu/v748zZ84AAPLz8+Hs7Axvb+9adfLz8y0+Znl5OcrLy6Wfi4qKbA3bahziISIikp/NzXC3bt1w5MgRHD58GP/6178wffp0/PLLL9J+hcn6XCFErTJT9dVJSkqCWq2WtqCgIFvDthqXGRMREcnP5gTF2dkZN9xwA/r374+kpCT06dMHr776KjQaDQDU6gkpKCiQelU0Gg0qKipQWFhosY45S5YsgU6nk7acnBxbw7Yah3iIiIjk1+hmWAiB8vJyhIaGQqPRIDU1VdpXUVGBtLQ0DBo0CAAQGRkJpVJpVCcvLw9ZWVlSHXNUKpW0tNmwNRcO8RAREcnPpjkoTzzxBEaPHo2goCAUFxcjOTkZ+/fvx65du6BQKJCQkIDExESEhYUhLCwMiYmJcHNzw9SpUwEAarUas2bNwqJFi+Dr6wsfHx8sXrwYERERGD58eLM8QVtxiIeIiEh+NiUo58+fxz333IO8vDyo1Wr07t0bu3btwogRIwAAjz76KMrKyjB37lwUFhZi4MCB2L17Nzw9PaVzvPLKK3BycsKkSZNQVlaG2NhYbNq0CY528ol8HOIhIiKSX6PvgyKH5rwPyubNwIwZwOjRwM6dTXpqIiKiNq1F7oNyveIQDxERkfyYoJjgEA8REZH82Ayb4CoeIiIi+bEZNsEhHiIiIvkxQTHBHhQiIiL5sRk2wTkoRERE8mMzbII9KERERPJjM2yCc1CIiIjkxwTFBId4iIiI5Mdm2ASHeIiIiOTHZtgEh3iIiIjkxwTFBId4iIiI5Mdm2ASHeIiIiOTHZtgEh3iIiIjkxwTFBId4iIiI5Mdm2ASHeIiIiOTHZtgEh3iIiIjkxwTFBId4iIiI5Mdm2ASHeIiIiOTHZtgEh3iIiIjkxwTFBHtQiIiI5Mdm2ATnoBAREcmPzbAJ9qAQERHJj82wCc5BISIikh8TFBMc4iEiIpIfm2ETHOIhIiKSH5thExziISIikh8TFBMc4iEiIpIfm2ETHOIhIiKSH5thExziISIikh8TFBMc4iEiIpIfm2ETHOIhIiKSH5thExziISIikp9NCUpSUhJuuukmeHp6okOHDpgwYQJOnDhhVEcIgeXLl0Or1cLV1RUxMTE4duyYUZ3y8nLMnz8ffn5+cHd3x7hx45Cbm9v4Z9MEOMRDREQkP5ua4bS0NDz44IM4fPgwUlNTcfXqVYwcORKlpaVSnVWrVmH16tVYu3YtMjIyoNFoMGLECBQXF0t1EhISkJKSguTkZBw8eBAlJSWIi4tDVVVV0z2zBuIQDxERkfycbKm8a9cuo583btyIDh06IDMzE7feeiuEEFizZg2WLl2K+Ph4AMDmzZvh7++Pbdu2Yfbs2dDpdNiwYQO2bNmC4cOHAwC2bt2KoKAg7NmzB7fddlsTPbWG4RAPERGR/BrVT6DT6QAAPj4+AIDs7Gzk5+dj5MiRUh2VSoXo6GgcOnQIAJCZmYnKykqjOlqtFuHh4VIdObEHhYiISH429aDUJITAwoULMWTIEISHhwMA8vPzAQD+/v5Gdf39/XHmzBmpjrOzM7y9vWvVMRxvqry8HOXl5dLPRUVFDQ27XpyDQkREJL8GN8Pz5s3Dzz//jPfee6/WPoXJ+IgQolaZqbrqJCUlQa1WS1tQUFBDw64Xe1CIiIjk16BmeP78+fjkk0+wb98+BAYGSuUajQYAavWEFBQUSL0qGo0GFRUVKCwstFjH1JIlS6DT6aQtJyenIWFbhXNQiIiI5GdTgiKEwLx587Bjxw7s3bsXoaGhRvtDQ0Oh0WiQmpoqlVVUVCAtLQ2DBg0CAERGRkKpVBrVycvLQ1ZWllTHlEqlgpeXl9HWXDjEQ0REJD+b5qA8+OCD2LZtGz7++GN4enpKPSVqtRqurq5QKBRISEhAYmIiwsLCEBYWhsTERLi5uWHq1KlS3VmzZmHRokXw9fWFj48PFi9ejIiICGlVj5w4xENERCQ/mxKUdevWAQBiYmKMyjdu3IgZM2YAAB599FGUlZVh7ty5KCwsxMCBA7F79254enpK9V955RU4OTlh0qRJKCsrQ2xsLDZt2gRHR8fGPZsmwCEeIiIi+SmEMAxqtB5FRUVQq9XQ6XRNPtwzeTLw/vvAa68B8+Y16amJiIjaNFvabw5kmOAQDxERkfzYDJvgEA8REZH8mKCY4CoeIiIi+bEZNsEhHiIiIvmxGTbBIR4iIiL5MUExwSEeIiIi+bEZNsEhHiIiIvmxGTbBIR4iIiL5MUExwR4UIiIi+bEZNsE5KERERPJjM2yCPShERETyYzNsgnNQiIiI5McExQSHeIiIiOTHZtgEh3iIiIjkx2bYBId4iIiI5McExQSHeIiIiOTHZtgEh3iIiIjkx2bYBId4iIiI5McExQSHeIiIiOTHZtgEh3iIiIjkx2bYBId4iIiI5McExQSHeIiIiOTHZtgEh3iIiIjkx2bYBId4iIiI5McExQR7UIiIiOTHZtgE56AQERHJj82wCfagEBERyY/NsAnOQSEiIpIfExQTHOIhIiKSH5thExziISIikh+bYRMc4iEiIpIfExQTHOIhIiKSH5thExziISIikp/NzfDXX3+NsWPHQqvVQqFQ4KOPPjLaL4TA8uXLodVq4erqipiYGBw7dsyoTnl5OebPnw8/Pz+4u7tj3LhxyM3NbdQTaSoc4iEiIpKfzQlKaWkp+vTpg7Vr15rdv2rVKqxevRpr165FRkYGNBoNRowYgeLiYqlOQkICUlJSkJycjIMHD6KkpARxcXGoqqpq+DNpIhziISIikp9CCEOT3ICDFQqkpKRgwoQJAPS9J1qtFgkJCXjssccA6HtL/P39sXLlSsyePRs6nQ7t27fHli1bMHnyZADAuXPnEBQUhJ07d+K2226r93GLioqgVquh0+ng5eXV0PDN0mqBvDzgyBGgT58mPTUREVGbZkv73aT9BNnZ2cjPz8fIkSOlMpVKhejoaBw6dAgAkJmZicrKSqM6Wq0W4eHhUh1T5eXlKCoqMtqaC4d4iIiI5NekCUp+fj4AwN/f36jc399f2pefnw9nZ2d4e3tbrGMqKSkJarVa2oKCgpoybCMc4iEiIpJfszTDCpPuByFErTJTddVZsmQJdDqdtOXk5DRZrKa4ioeIiEh+TdoMazQaAKjVE1JQUCD1qmg0GlRUVKCwsNBiHVMqlQpeXl5GW3PhEA8REZH8mjRBCQ0NhUajQWpqqlRWUVGBtLQ0DBo0CAAQGRkJpVJpVCcvLw9ZWVlSHTmxB4WIiEh+TrYeUFJSglOnTkk/Z2dn48iRI/Dx8UGnTp2QkJCAxMREhIWFISwsDImJiXBzc8PUqVMBAGq1GrNmzcKiRYvg6+sLHx8fLF68GBERERg+fHjTPbMG4hwUIiIi+dmcoHz//fcYOnSo9PPChQsBANOnT8emTZvw6KOPoqysDHPnzkVhYSEGDhyI3bt3w9PTUzrmlVdegZOTEyZNmoSysjLExsZi06ZNcHR0bIKn1DjsQSEiIpJfo+6DIpfmvA+KhwdQWgr8/jvQuXOTnpqIiKhNk+0+KNcDDvEQERHJj82wCQ7xEBERyY/NsAkuMyYiIpIfExQTHOIhIiKSH5thExziISIikh+bYRMc4iEiIpIfExQTHOIhIiKSH5vhGmreEYYJChERkXzYDNdgGN4BOMRDREQkJyYoNbAHhYiIyD6wGa6hZg8KExQiIiL5sBmugUM8RERE9oEJSg3sQSEiIrIPbIZr4BwUIiIi++AkdwD2hD0oRET2TQiBq1evoqqqSu5QyAKlUglHR8dGn4cJSg2cg0JEZL8qKiqQl5eHy5cvyx0K1UGhUCAwMBAeHh6NOg8TlBo4xENEZJ+qq6uRnZ0NR0dHaLVaODs7Q8H/JO2OEAIXLlxAbm4uwsLCGtWTwgSlBg7xEBHZp4qKClRXVyMoKAhubm5yh0N1aN++PU6fPo3KyspGJShshmvgEA8RkX1z4H+Pdq+perb4m66h5hAPExQiIiL5MEGpwdCDolAwQSEiIpIT56DUUDNBISKi61NVFXDgAJCXBwQEALfcAjTBqlhqYkxQajAM8XCIk4jo+rRjB7BgAZCbe60sMBB49VUgPl6+uJpaVVUVFApFq56z03ojbwaGHpRW/PskIiILduwAJk40Tk4A4M8/9eU7djTfY+/atQtDhgxBu3bt4Ovri7i4OPz+++8AgKioKDz++ONG9S9cuAClUol9+/YB0K9ievTRR9GxY0e4u7tj4MCB2L9/v1R/06ZNaNeuHT777DP07NkTKpUKZ86cQUZGBkaMGAE/Pz+o1WpER0fjhx9+MHqsX3/9FUOGDIGLiwt69uyJPXv2QKFQ4KOPPpLq/Pnnn5g8eTK8vb3h6+uL8ePH4/Tp081yrQzYFNfAIR4iotZDCKC01LqtqAh46CHjxRA1zwPoe1aKiqw7n7nz1KW0tBQLFy5ERkYGvvrqKzg4OOCOO+5AdXU1pk2bhvfeew+ixkm3b98Of39/REdHAwDuu+8+fPPNN0hOTsbPP/+Mu+66C6NGjcLJkyelYy5fvoykpCSsX78ex44dQ4cOHVBcXIzp06fjwIEDOHz4MMLCwnD77bejuLgYgP7+MhMmTICbmxu+/fZbvPnmm1i6dKlR7JcvX8bQoUPh4eGBr7/+GgcPHoSHhwdGjRqFiooK2y6ELUQrpNPpBACh0+ma9Ly//y4EIIRSKcS+fUJcvdqkpyciogYqKysTv/zyiygrK5PKSkr079lybCUljXs+BQUFAoA4evSoKCgoEE5OTuLrr7+W9kdFRYlHHnlECCHEqVOnhEKhEH/++afROWJjY8WSJUuEEEJs3LhRABBHjhyp83GvXr0qPD09xaeffiqEEOKLL74QTk5OIi8vT6qTmpoqAIiUlBQhhBAbNmwQ3bp1E9XV1VKd8vJy4erqKr788staj2Hud2VgS/vNHpT/2bEDGDxY/31lJTB0KBAS0rxdfkRE1Db8/vvvmDp1Kjp37gwvLy+EhoYCAM6ePYv27dtjxIgRePfddwEA2dnZSE9Px7Rp0wAAP/zwA4QQ6Nq1Kzw8PKQtLS1NGiYCAGdnZ/Tu3dvocQsKCjBnzhx07doVarUaarUaJSUlOHv2LADgxIkTCAoKgkajkY4ZMGCA0TkyMzNx6tQpeHp6So/t4+ODK1euGD1+U+MkWVwblzTtsjOMS/73v9fX5CkiouuBmxtQUmJd3a+/Bm6/vf56O3cCt95q3WPbYuzYsQgKCsJbb70FrVaL6upqhIeHS0Mk06ZNw4IFC/Daa69h27Zt6NWrF/r06QNAPwzj6OiIzMzMWndmrfl5N66urrVukjZjxgxcuHABa9asQXBwMFQqFaKioqTHFULUe2O16upqREZGSglUTe3bt7ftQtigzScoVVX6cUdL45IKBZCQAIwfz2VoRET2RKEA3N2tqztypH61zp9/mn+/Vyj0+0eObPr3+osXL+L48eP4z3/+g1tuuQUAcPDgQaM6EyZMwOzZs7Fr1y5s27YN99xzj7Svb9++qKqqQkFBgXS8tQ4cOIDXX38dt/8vO8vJycFff/0l7e/evTvOnj2L8+fPw9/fHwCQkZFhdI5+/fph+/bt6NChA7y8vGx6/MZo80M8Bw7UntFdkxBATo6+HhERtU6OjvqlxEDthRCGn9esaZ5/RA0rX958802cOnUKe/fuxcKFC43quLu7Y/z48Xjqqadw/PhxTJ06VdrXtWtXTJs2Dffeey927NiB7OxsZGRkYOXKldi5c2edj33DDTdgy5YtOH78OL799ltMmzYNrq6u0v4RI0agS5cumD59On7++Wd888030iRZQ8/KtGnT4Ofnh/Hjx+PAgQPIzs5GWloaFixYgNy6GtBGavMJSl5e09YjIiL7FB+vH7Lv2NG4PDCweYfyHRwckJycjMzMTISHh+Phhx/Giy++WKvetGnT8NNPP+GWW25Bp06djPZt3LgR9957LxYtWoRu3bph3Lhx+PbbbxEUFFTnY7/99tsoLCxE3759cc899+Chhx5Chw4dpP2Ojo746KOPUFJSgptuugn3338/nnzySQCAi4sLAMDNzQ1ff/01OnXqhPj4ePTo0QMzZ85EWVlZs/aoKISwdbGU/IqKiqBWq6HT6Rp9cfbv10+Irc++fUBMTKMeioiIGujKlSvIzs5GaGio1HA2FO8kW7dvvvkGQ4YMwalTp9ClSxebj6/rd2VL+93m56Dccot145I2DvsREZGdcnTkP5w1paSkwMPDA2FhYTh16hQWLFiAwYMHNyg5aUqyDvG8/vrrUoYVGRmJAzJM9JBzXJKIiEhuxcXFmDt3Lrp3744ZM2bgpptuwscffyx3WPIlKNu3b0dCQgKWLl2KH3/8EbfccgtGjx4trc1uSXKNSxIREcnt3nvvxcmTJ3HlyhXk5uZi06ZN8PX1lTss+eagDBw4EP369cO6deuksh49emDChAlISkqq89imnINSE8cliYjsU1POQaHm1arnoFRUVCAzM7PWhyONHDkShw4dqlW/vLwc5eXl0s9FRUXNEhfHJYmIiOyDLEM8f/31F6qqqqSbwhj4+/sjPz+/Vv2kpCTpFr1qtbreZVVERHR9aoULT9ucpvodyTpJ1vT2upZuubtkyRLodDppy8nJaakQiYjIDiiVSgD6T9Yl+2a4jb7pbfltJcsQj5+fHxwdHWv1lhQUFNTqVQEAlUoFlUrVUuEREZGdcXR0RLt27VBQUABAf/Ow+j5DhlpedXU1Lly4ADc3Nzg5NS7FkCVBcXZ2RmRkJFJTU3HHHXdI5ampqRg/frwcIRERkZ0zfOKuIUkh++Tg4IBOnTo1OoGU7UZtCxcuxD333IP+/fsjKioKb775Js6ePYs5c+bIFRIREdkxhUKBgIAAdOjQAZWVlXKHQxY4OzvDwaHxM0hkS1AmT56Mixcv4plnnkFeXh7Cw8Oxc+dOBAcHyxUSERG1Ao6Ojo2e30D2r81/Fg8RERG1DFva7zb/acZERERkf5igEBERkd1plZ9mbBiVaq47yhIREVHTM7Tb1swuaZUJSnFxMQDwjrJEREStUHFxMdRqdZ11WuUk2erqapw7dw6enp5NdqOeoqIiBAUFIScnp9VMvG2NMQOtM27G3DJaY8xA64ybMbec1hh3c8UshEBxcTG0Wm29S5FbZQ+Kg4MDAgMDm+XcXl5ereYFZNAaYwZaZ9yMuWW0xpiB1hk3Y245rTHu5oi5vp4TA06SJSIiIrvDBIWIiIjsDhOU/1GpVFi2bFmr+lDC1hgz0DrjZswtozXGDLTOuBlzy2mNcdtDzK1ykiwRERFd39iDQkRERHaHCQoRERHZHSYoREREZHeYoBAREZHdYYLyP6+//jpCQ0Ph4uKCyMhIHDhwQO6QJMuXL4dCoTDaNBqNtF8IgeXLl0Or1cLV1RUxMTE4duxYi8b49ddfY+zYsdBqtVAoFPjoo4+M9lsTY3l5OebPnw8/Pz+4u7tj3LhxyM3NlS3mGTNm1LruN998s6wxJyUl4aabboKnpyc6dOiACRMm4MSJE0Z17O1aWxOzvV3rdevWoXfv3tJNqqKiovDFF19I++3tGlsbt71dZ3OSkpKgUCiQkJAgldnr9a4rZnu81k3RlrRozIJEcnKyUCqV4q233hK//PKLWLBggXB3dxdnzpyROzQhhBDLli0TvXr1Enl5edJWUFAg7X/hhReEp6en+PDDD8XRo0fF5MmTRUBAgCgqKmqxGHfu3CmWLl0qPvzwQwFApKSkGO23JsY5c+aIjh07itTUVPHDDz+IoUOHij59+oirV6/KEvP06dPFqFGjjK77xYsXjeq0dMy33Xab2Lhxo8jKyhJHjhwRY8aMEZ06dRIlJSVSHXu71tbEbG/X+pNPPhGff/65OHHihDhx4oR44oknhFKpFFlZWUII+7vG1sZtb9fZ1HfffSdCQkJE7969xYIFC6Rye73edcVsj9e6KdqSloyZCYoQYsCAAWLOnDlGZd27dxePP/64TBEZW7ZsmejTp4/ZfdXV1UKj0YgXXnhBKrty5YpQq9XijTfeaKEIjZk29tbEeOnSJaFUKkVycrJU588//xQODg5i165dLR6zEPo3mPHjx1s8Ru6YhRCioKBAABBpaWlCiNZxrU1jFqJ1XGtvb2+xfv36VnGNzcUthH1f5+LiYhEWFiZSU1NFdHS01Njb8/W2FLMQ9nmtG9uWtHTMbX6Ip6KiApmZmRg5cqRR+ciRI3Ho0CGZoqrt5MmT0Gq1CA0Nxd13340//vgDAJCdnY38/Hyj+FUqFaKjo+0mfmtizMzMRGVlpVEdrVaL8PBwWZ/H/v370aFDB3Tt2hUPPPAACgoKpH32ELNOpwMA+Pj4AGgd19o0ZgN7vdZVVVVITk5GaWkpoqKiWsU1Nhe3gb1e5wcffBBjxozB8OHDjcrt+XpbitnAHq91Y9qSlo65VX5YYFP666+/UFVVBX9/f6Nyf39/5OfnyxSVsYEDB+Kdd95B165dcf78eTz33HMYNGgQjh07JsVoLv4zZ87IEW4t1sSYn58PZ2dneHt716oj1+9h9OjRuOuuuxAcHIzs7Gw89dRTGDZsGDIzM6FSqWSPWQiBhQsXYsiQIQgPDwdg/9faXMyAfV7ro0ePIioqCleuXIGHhwdSUlLQs2dP6Y3YXq+xpbgB+7zOAJCcnIwffvgBGRkZtfbZ62u6rpgB+7zWjW1LWjrmNp+gGCgUCqOfhRC1yuQyevRo6fuIiAhERUWhS5cu2Lx5szTpyp7jN2hIjHI+j8mTJ0vfh4eHo3///ggODsbnn3+O+Ph4i8e1VMzz5s3Dzz//jIMHD9baZ6/X2lLM9nitu3XrhiNHjuDSpUv48MMPMX36dKSlpUn77fUaW4q7Z8+ednmdc3JysGDBAuzevRsuLi4W69nT9bYmZnu81s3VljRXzG1+iMfPzw+Ojo61sr+CgoJamaS9cHd3R0REBE6ePCnNwLbn+K2JUaPRoKKiAoWFhRbryC0gIADBwcE4efIkAHljnj9/Pj755BPs27cPgYGBUrk9X2tLMZtjD9fa2dkZN9xwA/r374+kpCT06dMHr776ql1f47riNscernNmZiYKCgoQGRkJJycnODk5IS0tDf/3f/8HJycn6XHt6XrXF3NVVVWtY+zhWpuytS1p6ZjbfILi7OyMyMhIpKamGpWnpqZi0KBBMkVVt/Lychw/fhwBAQEIDQ2FRqMxir+iogJpaWl2E781MUZGRkKpVBrVycvLQ1ZWlt08j4sXLyInJwcBAQEA5IlZCIF58+Zhx44d2Lt3L0JDQ4322+O1ri9mc+zhWpsSQqC8vNwur7E1cZtjD9c5NjYWR48exZEjR6Stf//+mDZtGo4cOYLOnTvb3fWuL2ZHR8dax9jDtTZla1vS4jE3+bTbVsiwzHjDhg3il19+EQkJCcLd3V2cPn1a7tCEEEIsWrRI7N+/X/zxxx/i8OHDIi4uTnh6ekrxvfDCC0KtVosdO3aIo0ePiilTprT4MuPi4mLx448/ih9//FEAEKtXrxY//vijtFTbmhjnzJkjAgMDxZ49e8QPP/wghg0b1qxL7uqKubi4WCxatEgcOnRIZGdni3379omoqCjRsWNHWWP+17/+JdRqtdi/f7/RUsHLly9LdeztWtcXsz1e6yVLloivv/5aZGdni59//lk88cQTwsHBQezevVsIYX/X2Jq47fE6W2K6IsZer7elmO31WjdFW9KSMTNB+Z9///vfIjg4WDg7O4t+/foZLYGUm2EtulKpFFqtVsTHx4tjx45J+6urq8WyZcuERqMRKpVK3HrrreLo0aMtGuO+ffsEgFrb9OnTrY6xrKxMzJs3T/j4+AhXV1cRFxcnzp49K0vMly9fFiNHjhTt27cXSqVSdOrUSUyfPr1WPC0ds7l4AYiNGzdKdeztWtcXsz1e65kzZ0rvB+3btxexsbFSciKE/V1ja+K2x+tsiWmCYq/X21LM9nqtm6ItacmYFUII0fT9MkREREQN1+bnoBAREZH9YYJCREREdocJChEREdkdJihERERkd5igEBERkd1hgkJERER2hwkKERER2R0mKETUKmzatAnt2rWTOwwiaiFMUIiIiMjuMEEhIqtUVFTIHQIRtSFMUIjaqOLiYkybNg3u7u4ICAjAK6+8gpiYGCQkJAAAQkJC8Nxzz2HGjBlQq9V44IEHAAAffvghevXqBZVKhZCQELz88stG51UoFPjoo4+Mytq1a4dNmzYBAE6fPg2FQoEdO3Zg6NChcHNzQ58+fZCenm50zKZNm9CpUye4ubnhjjvuwMWLF432//TTTxg6dCg8PT3h5eWFyMhIfP/999L+b775BtHR0XBzc4O3tzduu+026WPid+3ahSFDhqBdu3bw9fVFXFwcfv/9d+lYa2MkoubDBIWojVq4cCG++eYbfPLJJ0hNTcWBAwfwww8/GNV58cUXER4ejszMTDz11FPIzMzEpEmTcPfdd+Po0aNYvnw5nnrqKSn5sMXSpUuxePFiHDlyBF27dsWUKVNw9epVAMC3336LmTNnYu7cuThy5AiGDh2K5557zuj4adOmITAwEBkZGcjMzMTjjz8OpVIJADhy5AhiY2PRq1cvpKen4+DBgxg7diyqqqoAAKWlpVi4cCEyMjLw1VdfwcHBAXfccQeqq6utjpGImlmzfAQhEdm1oqIioVQqxQcffCCVXbp0Sbi5uUmfyBocHCwmTJhgdNzUqVPFiBEjjMoeeeQR0bNnT+lnACIlJcWojlqtlj69ODs7WwAQ69evl/YfO3ZMABDHjx8XQggxZcoUMWrUKKNzTJ48WajVaulnT09PsWnTJrPPb8qUKWLw4MGWL4CJgoICAUD65FZrYiSi5sUeFKI26I8//kBlZSUGDBgglanVanTr1s2oXv/+/Y1+Pn78OAYPHmxUNnjwYJw8eVLqnbBW7969pe8DAgIAAAUFBdLjREVFGdU3/XnhwoW4//77MXz4cLzwwgtGQzSGHhRLfv/9d0ydOhWdO3eGl5cXQkNDAQBnz561OkYial5MUIjaICEEAP18EXPlBu7u7rX213eMQqGoVVZZWVkrBsNwTM04DEMspsebs3z5chw7dgxjxozB3r170bNnT6SkpAAAXF1d6zx27NixuHjxIt566y18++23+PbbbwHUnghcV4xE1LyYoBC1QV26dIFSqcR3330nlRUVFeHkyZN1HtezZ08cPHjQqOzQoUPo2rUrHB0dAQDt27dHXl6etP/kyZO4fPmyTfH17NkThw8fNioz/RkAunbtiocffhi7d+9GfHw8Nm7cCEDf8/HVV1+ZPffFixdx/PhxPPnkk4iNjUWPHj2kybNEZD+c5A6AiFqep6cnpk+fjkceeQQ+Pj7o0KEDli1bBgcHh1o9JDUtWrQIN910E5599llMnjwZ6enpWLt2LV5//XWpzrBhw7B27VrcfPPNqK6uxmOPPWbUE2GNhx56CIMGDcKqVaswYcIE7N69G7t27ZL2l5WV4ZFHHsHEiRMRGhqK3NxcZGRk4M477wQALFmyBBEREZg7dy7mzJkDZ2dn7Nu3D3fddRd8fHzg6+uLN998EwEBATh79iwef/xxG68gETU39qAQtVGrV69GVFQU4uLiMHz4cAwePBg9evSAi4uLxWP69euH999/H8nJyQgPD8fTTz+NZ555BjNmzJDqvPzyywgKCsKtt96KqVOnYvHixXBzc7Mptptvvhnr16/Ha6+9hhtvvBG7d+/Gk08+Ke13dHTExYsXce+996Jr166YNGkSRo8ejRUrVgDQ96zs3r0bP/30EwYMGICoqCh8/PHHcHJygoODA5KTk5GZmYnw8HA8/PDDePHFF227eETU7BTCmsFeIrrulZaWomPHjnj55Zcxa9YsucMhojaOQzxEbdSPP/6IX3/9FQMGDIBOp8MzzzwDABg/frzMkRERMUEhatNeeuklnDhxAs7OzoiMjMSBAwfg5+cnd1hERBziISIiIvvDSbJERERkd5igEBERkd1hgkJERER2hwkKERER2R0mKERERGR3mKAQERGR3WGCQkRERHaHCQoRERHZHSYoREREZHf+H+GGAUD7f8VZAAAAAElFTkSuQmCC", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': results\n", - "})\n", - "\n", - "df.plot(x='groundscan', y='average', marker='o', color='blue')\n", - "plt.xticks(np.arange(0, 501, 50))\n", - "plt.title('Irradiance at different groundscan for fixed-tilt')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "677789f7", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.5" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-180.ipynb b/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-180.ipynb deleted file mode 100644 index 77da8be7..00000000 --- a/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-180.ipynb +++ /dev/null @@ -1,493 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "5e8ab57e", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Your simulation will be stored in Simulations/fixedtilt\n" - ] - } - ], - "source": [ - "import os\n", - "from pathlib import Path\n", - "\n", - "testfolder = 'Simulations/fixedtilt'\n", - "\n", - "if not os.path.exists(testfolder):\n", - " os.makedirs(testfolder)\n", - " \n", - "print (\"Your simulation will be stored in %s\" % testfolder)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "ea7bf497", - "metadata": {}, - "outputs": [], - "source": [ - "import bifacial_radiance as br\n", - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "6cd9aac2", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Working on a Darwin 21.6.0\n", - "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", - "Pandas version 2.0.3\n", - "bifacial_radiance version 0.4.2+164.ge460768.dirty\n", - "pyplot 3.7.2\n" - ] - } - ], - "source": [ - "# This information helps with debugging and getting support :)\n", - "import sys, platform\n", - "print(\"Working on a \", platform.system(), platform.release())\n", - "print(\"Python version \", sys.version)\n", - "print(\"Pandas version \", pd.__version__)\n", - "print(\"bifacial_radiance version \", br.__version__)\n", - "print(\"pyplot \", plt.matplotlib.__version__)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "1a4ddbc7", - "metadata": {}, - "outputs": [], - "source": [ - "simulationname = 'fixedtilt-groundscan'\n", - "\n", - "# Location:\n", - "lat = 39.7555\n", - "lon = -105.2211\n", - "\n", - "# Scene Parameters:\n", - "azimuth_ang=90\n", - "tilt=10\n", - "\n", - "# MakeModule Parameters\n", - "moduletype='PVmod'\n", - "numpanels=1\n", - "module_x = 2 # m\n", - "module_y = 1 # m. slope we will measure\n", - "sensorsy=2\n", - "sensorsground=5\n", - "\n", - "# SceneDict Parameters\n", - "pitch = 5.7\n", - "albedo = 0.2\n", - "azimuth = 180\n", - "clearance_height = 0.2\n", - "nMods = 20 \n", - "nRows = 3\n", - "\n", - "sceneDict = {'tilt':tilt,'pitch':pitch,'clearance_height':clearance_height,'azimuth':azimuth, 'nMods': nMods, 'nRows': nRows} " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "a3668517", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "path = Simulations/fixedtilt\n", - "Loading albedo, 1 value(s), 0.200 avg\n", - "1 nonzero albedo values.\n", - "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", - " ... OK!\n" - ] - } - ], - "source": [ - "demo = br.RadianceObj(simulationname,path = testfolder)\n", - "demo.setGround(albedo)\n", - "epwfile = demo.getEPW(lat, lon)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "85fb6790", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Module Name: PVmod\n", - "Module PVmod updated in module.json\n", - "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", - "\n" - ] - } - ], - "source": [ - "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "612cd6a4", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", - "Coercing year to 2021\n", - "Filtering dates\n", - "Saving file EPWs/metdata_temp.csv, # points: 8760\n", - "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" - ] - } - ], - "source": [ - "#Valid options: mm_dd, mm_dd_HH, mm_dd_HHMM, YYYY-mm-dd_HHMM\n", - "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-21_12', endtime='2021-06-21_13')" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "cca2cfaf", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'skies/sky2_39.74_-105.18_2021-06-21_1200.rad'" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "demo.gendaylit(timeindex=0) " - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "314937d1", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "scene = demo.makeScene(module,sceneDict)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "e6d55790", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Created fixedtilt-groundscan.oct\n" - ] - } - ], - "source": [ - "octfile = demo.makeOct()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "90839226", - "metadata": {}, - "outputs": [], - "source": [ - "analysis = br.AnalysisObj(octfile, demo.name)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "13371727", - "metadata": {}, - "outputs": [], - "source": [ - "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "36739ced", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "sensorsground: 2\n", - "Linescan in process: groundscan2_Row2_Module10_Front\n", - "Linescan in process: groundscan2_Row2_Module10_Back\n", - "Saved: results/irr_groundscan2_Row2_Module10.csv\n", - "{'Wm2': [16.29818, 17.23106], 'x': [0.0, 6.980487e-16], 'y': [0.0, -5.7], 'z': [0.05, 0.05], 'r': [16.29818, 17.23106], 'g': [16.29818, 17.23106], 'b': [16.29818, 17.23106], 'mattype': ['groundplane', 'groundplane'], 'title': 'groundscan2_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 3\n", - "Linescan in process: groundscan3_Row2_Module10_Front\n", - "Linescan in process: groundscan3_Row2_Module10_Back\n", - "Saved: results/irr_groundscan3_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan3_Row2_Module10_Back.csv\n", - "{'Wm2': [16.23847, 959.2258, 16.57353], 'x': [0.0, 3.490243e-16, 6.980487e-16], 'y': [0.0, -2.85, -5.7], 'z': [0.05, 0.05, 0.05], 'r': [16.23847, 959.2258, 16.57353], 'g': [16.23847, 959.2258, 16.57353], 'b': [16.23847, 959.2258, 16.57353], 'mattype': ['groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan3_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 5\n", - "Linescan in process: groundscan5_Row2_Module10_Front\n", - "Linescan in process: groundscan5_Row2_Module10_Back\n", - "Saved: results/irr_groundscan5_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan5_Row2_Module10_Back.csv\n", - "{'Wm2': [16.49292, 958.9463, 959.2625000000002, 953.7264, 16.64106], 'x': [0.0, 1.745122e-16, 3.490243e-16, 5.235365e-16, 6.980487e-16], 'y': [0.0, -1.425, -2.85, -4.275, -5.7], 'z': [0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.49292, 958.9463, 959.2625, 953.7264, 16.64106], 'g': [16.49292, 958.9463, 959.2625, 953.7264, 16.64106], 'b': [16.49292, 958.9463, 959.2625, 953.7264, 16.64106], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan5_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 10\n", - "Linescan in process: groundscan10_Row2_Module10_Front\n", - "Linescan in process: groundscan10_Row2_Module10_Back\n", - "Saved: results/irr_groundscan10_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan10_Row2_Module10_Back.csv\n", - "{'Wm2': [16.32439, 941.6285000000001, 959.0538, 959.4874999999998, 959.4383000000001, 958.9492, 957.1718, 951.5218, 899.324, 16.6419], 'x': [0.0, 7.756096e-17, 1.551219e-16, 2.326829e-16, 3.102439e-16, 3.878048e-16, 4.653658e-16, 5.429267e-16, 6.204877e-16, 6.980487e-16], 'y': [0.0, -0.6333333, -1.266667, -1.9, -2.533333, -3.166667, -3.8, -4.433333, -5.066667, -5.7], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.32439, 941.6285, 959.0538, 959.4875, 959.4383, 958.9492, 957.1718, 951.5218, 899.324, 16.6419], 'g': [16.32439, 941.6285, 959.0538, 959.4875, 959.4383, 958.9492, 957.1718, 951.5218, 899.324, 16.6419], 'b': [16.32439, 941.6285, 959.0538, 959.4875, 959.4383, 958.9492, 957.1718, 951.5218, 899.324, 16.6419], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan10_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 20\n", - "Linescan in process: groundscan20_Row2_Module10_Front\n", - "Linescan in process: groundscan20_Row2_Module10_Back\n", - "Saved: results/irr_groundscan20_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan20_Row2_Module10_Back.csv\n", - "{'Wm2': [16.6062, 29.993929999999995, 937.0364, 954.5432999999999, 958.9371, 959.0015, 958.8737, 958.8578000000001, 958.842, 959.2247000000001, 959.2400000000001, 959.2554, 957.8204, 957.7410999999998, 955.1482, 954.4789, 939.4873000000001, 86.26448999999998, 27.38516, 16.32497], 'x': [0.0, 3.67394e-17, 7.347881e-17, 1.102182e-16, 1.469576e-16, 1.83697e-16, 2.204364e-16, 2.571758e-16, 2.939152e-16, 3.306546e-16, 3.67394e-16, 4.041334e-16, 4.408728e-16, 4.776123e-16, 5.143517e-16, 5.510911e-16, 5.878305e-16, 6.245699e-16, 6.613093e-16, 6.980487e-16], 'y': [0.0, -0.3, -0.6, -0.9, -1.2, -1.5, -1.8, -2.1, -2.4, -2.7, -3.0, -3.3, -3.6, -3.9, -4.2, -4.5, -4.8, -5.1, -5.4, -5.7], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.6062, 29.99393, 937.0364, 954.5433, 958.9371, 959.0015, 958.8737, 958.8578, 958.842, 959.2247, 959.24, 959.2554, 957.8204, 957.7411, 955.1482, 954.4789, 939.4873, 86.26449, 27.38516, 16.32497], 'g': [16.6062, 29.99393, 937.0364, 954.5433, 958.9371, 959.0015, 958.8737, 958.8578, 958.842, 959.2247, 959.24, 959.2554, 957.8204, 957.7411, 955.1482, 954.4789, 939.4873, 86.26449, 27.38516, 16.32497], 'b': [16.6062, 29.99393, 937.0364, 954.5433, 958.9371, 959.0015, 958.8737, 958.8578, 958.842, 959.2247, 959.24, 959.2554, 957.8204, 957.7411, 955.1482, 954.4789, 939.4873, 86.26449, 27.38516, 16.32497], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan20_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 30\n", - "Linescan in process: groundscan30_Row2_Module10_Front\n", - "Linescan in process: groundscan30_Row2_Module10_Back\n", - "Saved: results/irr_groundscan30_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan30_Row2_Module10_Back.csv\n", - "{'Wm2': [16.32007, 20.26085, 54.48093, 935.0088, 952.2472000000001, 956.4809, 956.0808000000001, 959.0963, 959.136, 959.1758, 959.3672, 959.3864, 959.4056, 959.4248000000001, 958.6941, 958.6864, 958.6787, 958.6709999999999, 958.6632, 958.6555, 958.6478000000001, 955.4169, 954.9761, 949.9645999999999, 943.5115, 929.7262999999999, 82.6935, 37.40375, 20.8347, 16.64918], 'x': [0.0, 2.407064e-17, 4.814129e-17, 7.221193e-17, 9.628258e-17, 1.203532e-16, 1.444239e-16, 1.684945e-16, 1.925652e-16, 2.166358e-16, 2.407064e-16, 2.647771e-16, 2.888477e-16, 3.129184e-16, 3.36989e-16, 3.610597e-16, 3.851303e-16, 4.092009e-16, 4.332716e-16, 4.573422e-16, 4.814129e-16, 5.054835e-16, 5.295542e-16, 5.536248e-16, 5.776955e-16, 6.017661e-16, 6.258367e-16, 6.499074e-16, 6.73978e-16, 6.980487e-16], 'y': [0.0, -0.1965517, -0.3931034, -0.5896552, -0.7862069, -0.9827586, -1.17931, -1.375862, -1.572414, -1.768966, -1.965517, -2.162069, -2.358621, -2.555172, -2.751724, -2.948276, -3.144828, -3.341379, -3.537931, -3.734483, -3.931034, -4.127586, -4.324138, -4.52069, -4.717241, -4.913793, -5.110345, -5.306897, -5.503448, -5.7], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.32007, 20.26085, 54.48093, 935.0088, 952.2472, 956.4809, 956.0808, 959.0963, 959.136, 959.1758, 959.3672, 959.3864, 959.4056, 959.4248, 958.6941, 958.6864, 958.6787, 958.671, 958.6632, 958.6555, 958.6478, 955.4169, 954.9761, 949.9646, 943.5115, 929.7263, 82.6935, 37.40375, 20.8347, 16.64918], 'g': [16.32007, 20.26085, 54.48093, 935.0088, 952.2472, 956.4809, 956.0808, 959.0963, 959.136, 959.1758, 959.3672, 959.3864, 959.4056, 959.4248, 958.6941, 958.6864, 958.6787, 958.671, 958.6632, 958.6555, 958.6478, 955.4169, 954.9761, 949.9646, 943.5115, 929.7263, 82.6935, 37.40375, 20.8347, 16.64918], 'b': [16.32007, 20.26085, 54.48093, 935.0088, 952.2472, 956.4809, 956.0808, 959.0963, 959.136, 959.1758, 959.3672, 959.3864, 959.4056, 959.4248, 958.6941, 958.6864, 958.6787, 958.671, 958.6632, 958.6555, 958.6478, 955.4169, 954.9761, 949.9646, 943.5115, 929.7263, 82.6935, 37.40375, 20.8347, 16.64918], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan30_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 100\n", - "Linescan in process: groundscan100_Row2_Module10_Front\n", - "Linescan in process: groundscan100_Row2_Module10_Back\n", - "Saved: results/irr_groundscan100_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan100_Row2_Module10_Back.csv\n", - "{'Wm2': [16.83228, 16.8178, 17.87789, 18.99371, 22.76937, 24.44637, 38.88303, 41.74851, 893.9083999999999, 900.6169999999998, 932.9932, 941.5784, 947.1591, 950.1563, 953.2373000000001, 954.0499999999998, 954.8629, 955.6757000000001, 956.9171, 957.0670999999999, 957.2172999999999, 957.3673, 957.5174000000001, 957.6675, 957.8176, 957.9677, 958.1177000000001, 958.2678, 959.9528999999999, 959.9654999999999, 959.9780999999999, 959.9908, 960.0035000000001, 960.0161000000002, 960.0288, 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'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan150_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 200\n", - "Linescan in process: groundscan200_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan200_Row2_Module10_Back\n", - "Saved: results/irr_groundscan200_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan200_Row2_Module10_Back.csv\n", - "{'Wm2': [16.64076, 16.60518, 16.5696, 16.81433, 17.19454, 17.57476, 19.72548, 20.44775, 21.17002, 25.11, 26.016720000000003, 26.92343, 38.08186, 39.47743, 40.873, 73.67609, 879.248, 881.9415, 917.3641000000001, 921.5611, 925.7581, 936.837, 940.813, 944.7891, 948.765, 948.5609, 949.7637, 950.9666000000001, 952.1695999999998, 953.3723999999999, 954.023, 954.2893, 954.5555, 954.8218, 955.0881, 955.3544, 955.6205999999999, 957.1283, 957.1178, 957.1073, 957.0967, 957.0862000000001, 957.0757, 957.0652, 957.0547, 957.0441999999999, 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'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan200_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 250\n", - "Linescan in process: groundscan250_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan250_Row2_Module10_Back\n", - "Saved: results/irr_groundscan250_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan250_Row2_Module10_Back.csv\n", - "{'Wm2': [16.2781, 16.36274, 16.44738, 16.53201, 17.18833, 17.54679, 17.90525, 18.26372, 19.83476, 20.41519, 20.99562, 21.576039999999995, 26.70175, 27.46491, 28.22807, 28.99123, 44.03975, 45.321769999999994, 46.60379, 850.7643000000002, 893.2076000000001, 895.8278, 898.4479, 901.0679999999999, 927.1947999999999, 930.7064, 934.218, 937.7297, 942.6702, 944.8164, 946.9627, 949.109, 951.2552, 950.4554000000002, 951.1108, 951.7662999999999, 952.4218, 953.0772000000001, 953.7327, 954.3881, 955.0435000000001, 955.9528999999999, 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'groundscan500_Row2_Module10_Front'}\n", - "\n" - ] - } - ], - "source": [ - "results = []\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " wm2 = []\n", - " print(f\"sensorsground: {sensorsground}\")\n", - " frontscan, backscan, groundscan = analysis.moduleAnalysis(scene, sensorsy=sensorsy, sensorsground=sensorsground)\n", - " ground, back = analysis.analysis(octfile, \"groundscan\" + str(sensorsground), groundscan, backscan)\n", - " print(ground)\n", - " for i, y in enumerate(ground['y']):\n", - " if y <= -1 and y >= -1*pitch-1:\n", - " wm2.append(ground['Wm2'])\n", - " results.append(np.mean(wm2))\n", - " print(\"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "f4a747d0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[16.76462,\n", - " 330.67926666666665,\n", - " 581.013836,\n", - " 761.954119,\n", - " 725.2531274999999,\n", - " 740.2581626666667,\n", - " 777.935588,\n", - " 780.8452735333334,\n", - " 778.5919642,\n", - " 783.2732422800001,\n", - " 784.1747852,\n", - " 782.888741525,\n", - " 785.2588531400002]" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "results" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "d805c3e3", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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m7lrr99dkqm5TmTlzJioqKuDg4IBFixYZ7LP078Oa9z/j8xjPu6GmxanvrUhdE61M7UtOToajoyM+++wzODs7S+XG9/TQ/xHm5+ejXbt2UnllZWW9b+5arRafffYZVq1ahccff1wqLysrqzNBqIt+wlhubm6t/9L0fH19AQCvvfaa2Rn+5ho4ANi+fTtCQ0Px/vvvG1y7srKyBsWs5+PjY3JynalJso2ln2S8Z88ek/tr/tcMmH6N+Pr6omfPnvjnP/9p8hz6Rqe56F97+oSzpvz8fJO9KMbPQ3+OvLy8WnUvXrwovVYAwNnZ2WBipZ6p3gxL1PzbMWaq7KGHHsJDDz2Ea9eu4euvv8aqVasQExODX3/9FcHBwfDz80Nubm6dj9lcr11L+fj4mL3WAAyuN1D3+1ZjXLt2DQ888AA6deqES5cuYfbs2QYThS39+7Dm/S8jI8Pg59DQ0CZ5LmQaE5S/MP1yvppd1KWlpdi2bZtBPf2qhnfffRcRERFS+QcffGCwksPcYwghpP8s9TZu3CjNpLfWyJEjYW9vjw0bNiAyMtJknQEDBqBNmzb45Zdfai3JtYRCoYCTk5PBm2d+fr7JlRDW/Lc5ZMgQfPDBB/jkk08Mhnl27NhhdYz1iYmJQXJyMqqqqtCvX78Gn2P37t3o2LGjySHChqjZy1DfMuZ+/fpBqVTi/fffR2xsrFR+9OhRnDt3zqL7bkRGRsLFxQXbt2/HfffdJ5Xn5uZi//79mDRpklQWEhKCDz/8EGVlZVKcV65cweHDh832Ttalc+fOCAgIwHvvvYclS5ZIr6dz587h8OHDZhM8Nzc3jBkzBuXl5Zg4cSJOnDiB4OBgjBkzBtu2bcOpU6fQuXNnk8da89ptDsOGDUNKSgouXrxo8PzeeecduLq6ttiS4Llz5+L8+fP47rvv8N///heTJk3CK6+8gkceeQSA5X8f1rz/9enTx+Q5GtuT2Njj/6qYoPyFjR07FmvXrsW0adPw97//HVeuXMFLL71UK5no2rUr/va3v2HdunVwdHTE8OHDkZWVhZdeeqneN21PT08MHjwYL774Inx9fRESEoL09HRs2rQJbdq0aVDcISEheOKJJ/Dss8+itLQUU6dOhUqlwi+//II//vgDq1evhru7O1577TXExcXhzz//xKRJk9C2bVtcvnwZP/30Ey5fvowNGzaYfQz9ktt58+Zh0qRJyMnJwbPPPouAgACcPn3aoG6PHj1w4MABfPrppwgICICHh4fZxuPBBx/EK6+8ggcffBD//Oc/ERYWht27d+PLL79s0LWoy/333493330Xd999NxYvXoy+ffvC0dERubm5SEtLw4QJE3DPPffUeY5nnnkGqamp6N+/PxYtWoTOnTvjxo0bOHv2LHbv3o033njD6ns49OjRAwDwwgsvYMyYMbC3t0fPnj3h5ORUq663tzeWLFmCpKQkeHl54Z577kFubi5Wr16NgIAA2NnVPwrdpk0bPPXUU3jiiSfw4IMPYurUqbhy5QpWr14NZ2dnrFq1Sqr7wAMP4N///jf+9re/4eGHH8aVK1ewZs2aBiUnAGBnZ4dnn30Ws2fPxj333IOHH34YV69eRUJCQq0hg4cffhguLi4YMGAAAgICkJ+fj6SkJKhUKmmZ6jPPPIMvvvgCgwcPxhNPPIEePXrg6tWr2LNnD5YsWYIuXbpY9dptDqtWrZLmLj399NPw9vbGu+++i88//xxr1qyBSqVq9hg2btyI7du3Y/PmzejevTu6d++OBQsW4LHHHsOAAQPQt29fi/8+GvP+p9exY0e4uLjg3XffRdeuXeHu7g6NRmNxD6SHhweCg4Px8ccfY9iwYfD29pbeT29pMk/SJRPMreIxtbpDCNMz7fXefvtt0blzZ6FUKkWHDh1EUlKS2LRpkwAgsrOzpXplZWVi6dKlom3btsLZ2Vncdddd4siRIyI4OLjeVTy5ubni3nvvFV5eXsLDw0OMHj1aZGVl1TrW1PMyd04hhHjnnXfEnXfeKZydnYW7u7vo3bt3rVny6enpYuzYscLb21s4OjqKdu3aibFjx4oPP/zQ5PWo6fnnnxchISFCqVSKrl27irfeesvkjPtjx46JAQMGCFdX11orS0zRXw93d3fh4eEh7r33XnH48OEmX8UjhBAVFRXipZdeEr169ZKuU5cuXcScOXPE6dOnpXqmVkfoXb58WSxatEiEhoYKR0dH4e3tLSIiIsTKlStFSUmJEOLmSooXX3yx1vEwWn1QVlYmZs+eLfz8/IRCoaj1WjNWXV0tnnvuOREYGCicnJxEz549xWeffSZ69eol7rnnHqme/nVi7ne7ceNG0bNnT+Hk5CRUKpWYMGGCySXhW7duFV27dhXOzs6iW7du4v333ze7iseS56t/7LCwMOHk5CQ6deok3n777Vrn3Lp1qxgyZIjw9/cXTk5OQqPRiMmTJ4uff/7Z4Fw5OTli5syZQq1WC0dHR6nepUuXpDqWvnbNvTcY/22aY+7448ePi3HjxgmVSiWcnJxEr169av1t1vf7MsWSVTw///yzcHFxqRX/jRs3REREhAgJCRGFhYVCCMv/Pix9/6vLe++9J7p06SIcHR0NXiOWrOIRQoh9+/aJ3r17C6VSafHqob86hRCchkxEtiU7OxtdunTBqlWrat3IjIhuDUxQiEhWP/30E9577z30798fnp6eOHXqFNasWYOioiJkZWXVOdmZiP66OAeFiGTl5uaG77//Hps2bcLVq1ehUqkQHR2Nf/7zn0xOiG5h7EEhIiIim8MbtREREZHNYYJCRERENocJChEREdmcVjlJtrq6GhcvXoSHh0ez3UaZiIiImpYQAsXFxdBoNPXeiLFVJigXL140+xktREREZNtycnLqvUt1q0xQ9B/ylJOT0+BbVBMREVHLKioqQlBQUK0PMzWlVSYo+mEdT09PJihEREStjCXTMzhJloiIiGwOExQiIiKyOUxQiIiIyOZYlaBUVlbiySefRGhoKFxcXNChQwc888wzqK6uluoIIZCQkACNRgMXFxdER0fjxIkTBucpKyvDwoUL4evrCzc3N4wfPx65ublN84yIiIio1bMqQXnhhRfwxhtvYP369Th58iTWrFmDF198Ea+99ppUZ82aNVi7di3Wr1+PjIwMqNVqjBgxAsXFxVKd+Ph4pKSkIDk5GYcOHUJJSQliYmJQVVXVdM+MiIiIWi2rPiwwJiYG/v7+2LRpk1R27733wtXVFdu2bYMQAhqNBvHx8XjssccA6HpL/P398cILL2DOnDnQarXw8/PDtm3bMGXKFAA372uye/dujBo1qt44ioqKoFKpoNVquYqHiIiolbCm/baqB2XgwIH46quv8OuvvwIAfvrpJxw6dAh33303ACA7Oxv5+fkYOXKkdIxSqURUVBQOHz4MAMjMzERFRYVBHY1Gg/DwcKmOsbKyMhQVFRlsRERE9Ndl1X1QHnvsMWi1WnTp0gX29vaoqqrCP//5T0ydOhUAkJ+fDwDw9/c3OM7f3x/nzp2T6jg5OcHLy6tWHf3xxpKSkrB69WprQiUiIqJWzKoelPfffx/bt2/Hjh078MMPP2Dr1q146aWXsHXrVoN6xjdgEULUe1OWuuqsWLECWq1W2nJycqwJm4iIiFoZq3pQHn30UTz++OO4//77AQA9evTAuXPnkJSUhLi4OKjVagC6XpKAgADpuIKCAqlXRa1Wo7y8HIWFhQa9KAUFBejfv7/Jx1UqlVAqldY9MyKiFlBVBRw8COTlAQEBwKBBgL293FERNZytvKat6kG5fv16rU8ftLe3l5YZh4aGQq1WIzU1VdpfXl6O9PR0KfmIiIiAo6OjQZ28vDxkZWWZTVCI6K+vqgo4cAB47z3d19awqG/nTiAkBBgyBJg2Tfc1JERXTk2rNb4+WiObek0LK8TFxYl27dqJzz77TGRnZ4udO3cKX19fsXz5cqnO888/L1Qqldi5c6c4fvy4mDp1qggICBBFRUVSnblz54rAwECxb98+8cMPP4ihQ4eKXr16icrKSovi0Gq1AoDQarXWhE/UIJWVQqSlCbFjh+6rhS9TssJHHwkRGCgEcHMLDNSV26qPPhJCoTCMGdCVKRS2HXtr0xpfH61RS7ymrWm/rUpQioqKxOLFi0X79u2Fs7Oz6NChg1i5cqUoKyuT6lRXV4tVq1YJtVotlEqlGDx4sDh+/LjBeUpLS8WCBQuEt7e3cHFxETExMeL8+fMWx8EEpfVqbY19a31jbE3XuTU29JWVtV8XxrEHBdn2dW8tWuPrw5ZVVQlRXi5EaakQJSVCFBUJUVgoxKVLQgQENP9r2pr226r7oNgK3gelddq5E1i8GKh50+DAQODVV4HYWPniMmfnTmDSJN2fZ036udz/+Y/txt0arrMQwPXrQKdOwMWL5uv5+gIbN+que3W1rmu/uvrmZvyzJXUae8yFC8Du3fU/x7vvBjQawM5OF3/Nr40pa4pztIbzCgH076+bC2GKQgGo1cD+/bqfq6qs3/S/24Zure34xkpLA6KjG368Ne03ExRqEa2lsa+sBMrKdA1nr151vzEGBADHjgHOzoCTE+DoqHtjlVNzXGchgBs3gJIS4No1w6+myuraZ1zGeQRErcuOHcD/7izSINa031at4iFqiKoq3X/0plJhIXSN56JFQGQkUFGhSxBqbjduNH+ZvrzGx0rVSQjdf/1t2xqW29vfTFZqfjVVVte+hpzDzg6YM8f8dQaA2bOB334DSkutSzgsvS7NpWNHwM/v5n/X9vY3vzdXVt/PDTlG//PZs7penfrMng2Eht7seRHC8GtjypriHLZ+3spK3VYfFxfdPwr29pZt+t+ltVtDjmstj3XoEDB8eP3XusYC3WbHHhRqdmlpwNChckdBTcHFBXB3121ubqa/WrPvxx+BmJj6H7ex3cpNrapKt7LhwgXTCaFCoRtWy87mkuPGOHBAt4qkPrb2+miNWuo1zR4Ukt2FC7px4f37gU8+sfw4Jyfdf0JKZe3NVHlz1T16FBgxov549+3TjZGXl+u2igrTX+vaZ0kdS/ZdvAicOVN/zAMGAOHh1icTrq5N39j6++ve9Op7Uxw0qGkft7Hs7XVzeiZNujlXQk8/nLZuHZOTxho0qHW+Plojm3xNN24+rjy4isf2XLkixH/+I8S8eUJ07mx+Jnhd2/79cj+Lm/SrNEytHrDVVRppaZZd57Q0uSM1pF+lYXytW8MqDVOrvIKCbDvm1qY1vz5ao+Z+TXMVTzOwlTvr2YqSEt2Y5Vdf6bZjxwwzbjs7ICICGDYMiIrSjcVfvNi6usP1E04B0/9N2MrEXr3WPOxgauVRUJDuPzZbusam8L2h+bXm10dr1Jyvaa7iaWKtZdlmcyorA779VpeM7N+vGwIxnrzWvbturok+KWnT5ua+1tbY67W2N8bWep0BNvRUN74+/hqYoDSh1rI8tqlVVekmMOoTkoMHdSs/agoNvZmQDBmiux9BXVpbY6/X2t4YW+t1JqK/PiYoTUTfZV7zjb4mW+4yt5YQwMmTNxOSAweAq1cN6/j730xIhg7VJSjWam2NfWvF60xEtoireJrIwYPmkxNA16jn5OjqtcYlbmfP6pIRfVKSn2+4X6XSPS99QtKt282eo4ayt2+d16q14XUmotaOCUodzN1FtKH15Hbpku5+AfqE5PffDfe7uAADB97sJendG3DgK4SIiGTA5qcOlt4xryXvrGcNrRZIT7+ZkGRlGe53cAD69tUlI8OGAXfdpbsHCBERkdyYoNShtd0kqLQU+OabmwnJ99/XvkX57bffHLIZNAjw8JAlVCIiojoxQalDXXfWA3Q/y3m3yIoKICPj5jySw4d1dxWtqVOnmwlJdLTuk2GJiIhsHROUesTG6pYSz5unm8NRU2goMHFiy8VSXQ38/PPNhOTrr3U3TKspMPBmQjJ0qO5nIiKi1oYJigViY3VLbAcO1PVAvPUW8OCDuuXF27YBcXGWn8ua5Z9CAKdP30xI0tKAK1cM6/j46O5Bop9HctttjV9pQ0REJDcmKBa6dk33tV07Xa/JU08By5cDTzyhGwJyc6v/HJbckTY313Dpr/EyZ3d3YPDgm70kPXvqbitPRET0V8IExUJare6rSqX7umgRsGGDrhflxReBhIS6jzd3R9oLF4B77wVGjdKd69dfDfc7Oek+LVefkNx5J+Do2CRPiYiIyGYxQbGQPkHR3/hOqQTWrAHuu0/3dfZs8/M9qqp0PSemVgLpy778UvfVzg7o0+dmQjJggO7+JERERLcSJigWKirSfdX3oAC6no+BA3Wf6rtyJbB1q+lj67sjrd5zzwELFhg+BhER0a2IsxcsZDzEA+gmo65dq/v+nXd09x0xxdI7zXbowOSEiIgIYIJiMeMhHr077wT+9jfd9488oltp8957ug/bq6rSlV+8aNlj2OodaYmIiFoah3gsZGqIRy8xEfjgA91Qz9ChN8vbtdMlMLt21X1uW7sjLRERkdzYg2IhU0M8ehkZte/gCuhW6OiTkxEjdImI8T1K9D/LeUdaIiIiW8MExULmhnj0K3Tq4uMDfPGF7o607doZ7gsM1JXr74NCREREHOKxmLkhHktW6Fy5oqsXGwtMmGD5nWSJiIhuVUxQLGRuiMfSFTr6evb2ug/tIyIiIvM4xGMhc0M8lq684QodIiIiyzFBsZC5IZ5Bg3TzSMx9QJ9CAQQFcYUOERGRNZigWKCiAigt1X1v3INib6/7sD+AK3SIiIiaChMUC+iHd4DaCQqgm/zKFTpERERNh5NkLaAf3nFzAxzMXDGu0CEiImo6TFAsYG6CrDGu0CEiImoaVg3xhISEQKFQ1Nrmz58PABBCICEhARqNBi4uLoiOjsaJEycMzlFWVoaFCxfC19cXbm5uGD9+PHIt+ahfGdV1F1kiIiJqelYlKBkZGcjLy5O21NRUAMB9990HAFizZg3Wrl2L9evXIyMjA2q1GiNGjEBxcbF0jvj4eKSkpCA5ORmHDh1CSUkJYmJiUKX/ZD0bVNfn8BAREVHTsypB8fPzg1qtlrbPPvsMHTt2RFRUFIQQWLduHVauXInY2FiEh4dj69atuH79Onbs2AEA0Gq12LRpE15++WUMHz4cvXv3xvbt23H8+HHs27evWZ5gU7B0iIeIiIiaRoNX8ZSXl2P79u2YOXMmFAoFsrOzkZ+fj5EjR0p1lEoloqKicPjwYQBAZmYmKioqDOpoNBqEh4dLdUwpKytDUVGRwdaSOMRDRETUshqcoOzatQtXr17FjBkzAAD5+fkAAH9/f4N6/v7+0r78/Hw4OTnBy8vLbB1TkpKSoFKppC0oKKihYTcIh3iIiIhaVoMTlE2bNmHMmDHQaDQG5Qqju5UJIWqVGauvzooVK6DVaqUtJyenoWE3CId4iIiIWlaDEpRz585h3759mD17tlSmVqsBoFZPSEFBgdSrolarUV5ejsLCQrN1TFEqlfD09DTYWhKHeIiIiFpWgxKUzZs3o23bthg7dqxUFhoaCrVaLa3sAXTzVNLT09G/f38AQEREBBwdHQ3q5OXlISsrS6pjizjEQ0RE1LKsvlFbdXU1Nm/ejLi4ODjUuK2qQqFAfHw8EhMTERYWhrCwMCQmJsLV1RXTpk0DAKhUKsyaNQtLly6Fj48PvL29sWzZMvTo0QPDhw9vumfVxDjEQ0RE1LKsTlD27duH8+fPY+bMmbX2LV++HKWlpZg3bx4KCwvRr18/7N27Fx4eHlKdV155BQ4ODpg8eTJKS0sxbNgwbNmyBfY2fE949qAQERG1LIUQQsgdhLWKioqgUqmg1WpbZD5Kz57A8eNAaipgwx09RERENs2a9pufZmwBDvEQERG1LCYoFuAQDxERUctiglIPIZigEBERtTQmKPUoKQGqq3Xfc4iHiIioZTBBqYe+98TBAXBxkTcWIiKiWwUTlHrUvItsPXfsJyIioibCBKUeXMFDRETU8pig1IMTZImIiFoeE5R6sAeFiIio5TFBqQc/yZiIiKjlMUGpB4d4iIiIWh4TlHpwiIeIiKjlMUGpB4d4iIiIWh4TlHpwiIeIiKjlMUGpB4d4iIiIWh4TlHpwiIeIiKjlMUGpB4d4iIiIWh4TlHpwiIeIiKjlMUGpB4d4iIiIWh4TlHpwiIeIiKjlMUGpQ3k5cOOG7nsO8RAREbUcJih10A/vAExQiIiIWhITlDroh3fc3QF7e3ljISIiupUwQakDV/AQERHJgwlKHbiCh4iISB5MUOrAFTxERETyYIJSBw7xEBERyYMJSh04xENERCQPJih14BAPERGRPJig1IFDPERERPJgglIHDvEQERHJgwlKHTjEQ0REJA8mKHXgEA8REZE8rE5QLly4gL/97W/w8fGBq6srbr/9dmRmZkr7hRBISEiARqOBi4sLoqOjceLECYNzlJWVYeHChfD19YWbmxvGjx+P3Nzcxj+bJsYhHiIiInlYlaAUFhZiwIABcHR0xBdffIFffvkFL7/8Mtq0aSPVWbNmDdauXYv169cjIyMDarUaI0aMQHFxsVQnPj4eKSkpSE5OxqFDh1BSUoKYmBhUVVU12RNrCvohHvagEBERtSyFEEJYWvnxxx/HN998g4MHD5rcL4SARqNBfHw8HnvsMQC63hJ/f3+88MILmDNnDrRaLfz8/LBt2zZMmTIFAHDx4kUEBQVh9+7dGDVqVL1xFBUVQaVSQavVwrMZs4f27YGcHOC774A772y2hyEiIrolWNN+W9WD8sknn6BPnz6477770LZtW/Tu3RtvvfWWtD87Oxv5+fkYOXKkVKZUKhEVFYXDhw8DADIzM1FRUWFQR6PRIDw8XKpjrKysDEVFRQZbS+AQDxERkTysSlB+//13bNiwAWFhYfjyyy8xd+5cLFq0CO+88w4AID8/HwDg7+9vcJy/v7+0Lz8/H05OTvDy8jJbx1hSUhJUKpW0BQUFWRN2g1RXA/pRKQ7xEBERtSyrEpTq6mrccccdSExMRO/evTFnzhw8/PDD2LBhg0E9hUJh8LMQolaZsbrqrFixAlqtVtpycnKsCbtBSkoA/eAXe1CIiIhallUJSkBAALp162ZQ1rVrV5w/fx4AoFarAaBWT0hBQYHUq6JWq1FeXo7CwkKzdYwplUp4enoabM1NP7zj6Ag4Ozf7wxEREVENViUoAwYMwKlTpwzKfv31VwQHBwMAQkNDoVarkZqaKu0vLy9Heno6+vfvDwCIiIiAo6OjQZ28vDxkZWVJdWyBPn9SKoH0dMDGFhgRERH9pVmVoDzyyCM4evQoEhMTcebMGezYsQNvvvkm5s+fD0A3tBMfH4/ExESkpKQgKysLM2bMgKurK6ZNmwYAUKlUmDVrFpYuXYqvvvoKP/74I/72t7+hR48eGD58eNM/wwbYuRPQh1JSAgwZAoSE6MqJiIioBQgrffrppyI8PFwolUrRpUsX8eabbxrsr66uFqtWrRJqtVoolUoxePBgcfz4cYM6paWlYsGCBcLb21u4uLiImJgYcf78eYtj0Gq1AoDQarXWhl+vjz4SQqEQQjcD5eamUOi2jz5q8ockIiK6JVjTflt1HxRb0Vz3Qamq0vWUmLuprUIBBAYC2dmAvX2TPSwREdEtodnug/JXd/Cg+eQE0PWl5OTo6hEREVHzYYJSQ15e09YjIiKihmGCUkNAQNPWIyIiooZhglLDoEG6OSbm7imnUABBQbp6RERE1HyYoNRgbw+8+qrpffqkZd06TpAlIiJqbkxQjMTGAv/5D+DhYVgeGKgrj42VJy4iIqJbCRMUE2JjgXnzdN+PHg2kpemWFjM5ISIiahkOcgdgq6qrdV/Dw4HoaFlDISIiuuWwB8WMigrdVwemcERERC2OCYoZlZW6r0xQiIiIWh4TFDOYoBAREcmHCYoZ+gTF0VHeOIiIiG5FTFDMYA8KERGRfJigmMFJskRERPJhgmIGe1CIiIjkwwTFDM5BISIikg8TFDPYg0JERCQfJihmcA4KERGRfJigmMEeFCIiIvkwQTGDc1CIiIjkwwTFDPagEBERyYcJihmcg0JERCQfJihmsAeFiIhIPkxQzGCCQkREJB8mKGZwkiwREZF8mKCYwR4UIiIi+TBBMYOTZImIiOTDBMUM9qAQERHJhwmKGZyDQkREJB8mKGawB4WIiEg+TFDM4BwUIiIi+TBBMYM9KERERPKxKkFJSEiAQqEw2NRqtbRfCIGEhARoNBq4uLggOjoaJ06cMDhHWVkZFi5cCF9fX7i5uWH8+PHIzc1tmmfThDgHhYiISD5W96B0794deXl50nb8+HFp35o1a7B27VqsX78eGRkZUKvVGDFiBIqLi6U68fHxSElJQXJyMg4dOoSSkhLExMSgqqqqaZ5RE2EPChERkXysbn4dHBwMek30hBBYt24dVq5cidjYWADA1q1b4e/vjx07dmDOnDnQarXYtGkTtm3bhuHDhwMAtm/fjqCgIOzbtw+jRo1q5NNpOpyDQkREJB+re1BOnz4NjUaD0NBQ3H///fj9998BANnZ2cjPz8fIkSOlukqlElFRUTh8+DAAIDMzExUVFQZ1NBoNwsPDpTq2oLpatwFMUIiIiORgVfPbr18/vPPOO+jUqRMuXbqE5557Dv3798eJEyeQn58PAPD39zc4xt/fH+fOnQMA5Ofnw8nJCV5eXrXq6I83paysDGVlZdLPRUVF1oRttZqjTUxQiIiIWp5Vze+YMWOk73v06IHIyEh07NgRW7duxV133QUAUCgUBscIIWqVGauvTlJSElavXm1NqI2in38CcJIsERGRHBq1zNjNzQ09evTA6dOnpXkpxj0hBQUFUq+KWq1GeXk5CgsLzdYxZcWKFdBqtdKWk5PTmLDrVTNBYQ8KERFRy2tUglJWVoaTJ08iICAAoaGhUKvVSE1NlfaXl5cjPT0d/fv3BwBERETA0dHRoE5eXh6ysrKkOqYolUp4enoabM1JP0EWYIJCREQkB6ua32XLlmHcuHFo3749CgoK8Nxzz6GoqAhxcXFQKBSIj49HYmIiwsLCEBYWhsTERLi6umLatGkAAJVKhVmzZmHp0qXw8fGBt7c3li1bhh49ekiremxBzR4Ue3v54iAiIrpVWZWg5ObmYurUqfjjjz/g5+eHu+66C0ePHkVwcDAAYPny5SgtLcW8efNQWFiIfv36Ye/evfDw8JDO8corr8DBwQGTJ09GaWkphg0bhi1btsDehjKBmvdAqWf6DBERETUDhRBCyB2EtYqKiqBSqaDVaptluOf8eSA4GHB2BkpLm/z0REREtyRr2m9+Fo8JvEkbERGRvJigmMDb3BMREcmLCYoJ/KBAIiIieTFBMYE9KERERPJigmICExQiIiJ5MUExgZNkiYiI5MUExQT2oBAREcmLCYoJnCRLREQkLyYoJrAHhYiISF5MUEzgHBQiIiJ5MUExgT0oRERE8mKCYgLnoBAREcmLCYoJ7EEhIiKSFxMUEzgHhYiISF5MUExgDwoREZG8mKCYwDkoRERE8mKCYgJ7UIiIiOTFBMUEJihERETyYoJiAifJEhERyYsJigmcg0JERCQvJigmcIiHiIhIXkxQTGCCQkREJC8mKCZwDgoREZG8mKCYwB4UIiIieTFBMYGTZImIiOTFBMUE9qAQERHJiwmKCZyDQkREJC8mKCawB4WIiEheTFBM4BwUIiIieTFBMYE9KERERPJigmICExQiIiJ5MUExgZNkiYiI5MUExQTOQSEiIpJXoxKUpKQkKBQKxMfHS2VCCCQkJECj0cDFxQXR0dE4ceKEwXFlZWVYuHAhfH194ebmhvHjxyM3N7cxoTQpDvEQERHJq8EJSkZGBt5880307NnToHzNmjVYu3Yt1q9fj4yMDKjVaowYMQLFxcVSnfj4eKSkpCA5ORmHDh1CSUkJYmJiUFVV1fBn0oSYoBAREcmrQQlKSUkJpk+fjrfeegteXl5SuRAC69atw8qVKxEbG4vw8HBs3boV169fx44dOwAAWq0WmzZtwssvv4zhw4ejd+/e2L59O44fP459+/Y1zbNqJM5BISIikleDEpT58+dj7NixGD58uEF5dnY28vPzMXLkSKlMqVQiKioKhw8fBgBkZmaioqLCoI5Go0F4eLhUx1hZWRmKiooMtubEHhQiIiJ5Wd0EJycn44cffkBGRkatffn5+QAAf39/g3J/f3+cO3dOquPk5GTQ86Kvoz/eWFJSElavXm1tqA3GSbJERETysqoHJScnB4sXL8b27dvh7Oxstp5CoTD4WQhRq8xYXXVWrFgBrVYrbTk5OdaEbTX2oBAREcnLqgQlMzMTBQUFiIiIgIODAxwcHJCeno7/+7//g4ODg9RzYtwTUlBQIO1Tq9UoLy9HYWGh2TrGlEolPD09DbbmxDkoRERE8rIqQRk2bBiOHz+OY8eOSVufPn0wffp0HDt2DB06dIBarUZqaqp0THl5OdLT09G/f38AQEREBBwdHQ3q5OXlISsrS6ojN/agEBERycuqJtjDwwPh4eEGZW5ubvDx8ZHK4+PjkZiYiLCwMISFhSExMRGurq6YNm0aAEClUmHWrFlYunQpfHx84O3tjWXLlqFHjx61Jt3KhXNQiIiI5NXkfQTLly9HaWkp5s2bh8LCQvTr1w979+6Fh4eHVOeVV16Bg4MDJk+ejNLSUgwbNgxbtmyBvb19U4fTIOxBISIikpdCCCHkDsJaRUVFUKlU0Gq1zTIfpUsX4NQp4OuvgUGDmvz0REREtyRr2m9+Fo8JnCRLREQkLyYoJnAOChERkbyYoJjAOShERETyYoJiAhMUIiIieTFBMYFzUIiIiOTFBMUE9qAQERHJiwmKCZwkS0REJC8mKCawB4WIiEheTFBMYIJCREQkLyYoRqqqAP29dZmgEBERyYMJihF97wnAOShERERyYYJipGaCwh4UIiIieTBBMcIEhYiISH5MUIzob9IGMEEhIiKSCxMUI/oeFDs73UZEREQtj02wES4xJiIikh8TFCNMUIiIiOTHBMUIPyiQiIhIfkxQjLAHhYiISH5MUIyUlem+VlYCBw7o7ixLRERELYsJSg07dwKjRum+LyoChgwBQkJ05URERNRymKD8z86dwKRJQEGBYfmFC7pyJilEREQthwkKdMM4ixff/JDAmvRl8fEc7iEiImopTFAAHDwI5Oaa3y8EkJOjq0dERETNjwkKgLy8pq1HREREjcMEBUBAQNPWIyIiosZhggJg0CAgMBBQKEzvVyiAoCBdPSIiImp+TFAA2NsDr75qep8+aVm3TlePiIiImh8TlP+JjQX+8x/A19ewPDBQVx4bK09cREREtyLe0L2G2FjAyQkYN053g7bNm3XDOuw5ISIiallMUIzY/a9PydcXiI6WNRQiIqJbFod4jFRX677a8coQERHJhs2wEX2CYm5FDxERETU/qxKUDRs2oGfPnvD09ISnpyciIyPxxRdfSPuFEEhISIBGo4GLiwuio6Nx4sQJg3OUlZVh4cKF8PX1hZubG8aPH4/cum7j2sL0t7ZnDwoREZF8rGqGAwMD8fzzz+P777/H999/j6FDh2LChAlSErJmzRqsXbsW69evR0ZGBtRqNUaMGIHi4mLpHPHx8UhJSUFycjIOHTqEkpISxMTEoMpGPuiGQzxERETyUwhh6iPyLOft7Y0XX3wRM2fOhEajQXx8PB577DEAut4Sf39/vPDCC5gzZw60Wi38/Pywbds2TJkyBQBw8eJFBAUFYffu3Rg1apRFj1lUVASVSgWtVgtPT8/GhF/LRx/pPr144EB+9g4REVFTsqb9bnA/QVVVFZKTk3Ht2jVERkYiOzsb+fn5GDlypFRHqVQiKioKhw8fBgBkZmaioqLCoI5Go0F4eLhUx5SysjIUFRUZbM2FQzxERETys7oZPn78ONzd3aFUKjF37lykpKSgW7duyM/PBwD4+/sb1Pf395f25efnw8nJCV5eXmbrmJKUlASVSiVtQUFB1oZtMQ7xEBERyc/qZrhz5844duwYjh49in/84x+Ii4vDL7/8Iu1XGC1/EULUKjNWX50VK1ZAq9VKW05OjrVhW4yreIiIiORndYLi5OSE2267DX369EFSUhJ69eqFV199FWq1GgBq9YQUFBRIvSpqtRrl5eUoLCw0W8cUpVIprRzSb82FQzxERETya3QzLIRAWVkZQkNDoVarkZqaKu0rLy9Heno6+vfvDwCIiIiAo6OjQZ28vDxkZWVJdeTGIR4iIiL5WXWr+yeeeAJjxoxBUFAQiouLkZycjAMHDmDPnj1QKBSIj49HYmIiwsLCEBYWhsTERLi6umLatGkAAJVKhVmzZmHp0qXw8fGBt7c3li1bhh49emD48OHN8gStxSEeIiIi+VmVoFy6dAkPPPAA8vLyoFKp0LNnT+zZswcjRowAACxfvhylpaWYN28eCgsL0a9fP+zduxceHh7SOV555RU4ODhg8uTJKC0txbBhw7BlyxbY28gn8rEHhYiISH6Nvg+KHJrzPihbtgAPPQTcfTfw+edNemoiIqJbWovcB+Wvij0oRERE8mMzbIRzUIiIiOTHBMUIlxkTERHJj82wEQ7xEBERyY/NsBEO8RAREcmPCYoRDvEQERHJj82wEQ7xEBERyY/NsBEO8RAREcmPCYoRDvEQERHJj82wEQ7xEBERyY/NsBEO8RAREcmPCYoR9qAQERHJj82wEc5BISIikh+bYSPsQSEiIpIfm2EjnINCREQkPyYoRjjEQ0REJD82w0Y4xENERCQ/NsNGOMRDREQkPyYoRjjEQ0REJD82w0Y4xENERCQ/NsNGOMRDREQkPyYoRjjEQ0REJD82w0Y4xENERCQ/NsNGOMRDREQkPyYoRtiDQkREJD82w0Y4B4WIiEh+bIaNsAeFiIhIfmyGjXAOChERkfyYoBjhEA8REZH82Awb4RAPERGR/NgMG+EQDxERkfyYoBjhEA8REZH82Awb4RAPERGR/KxqhpOSknDnnXfCw8MDbdu2xcSJE3Hq1CmDOkIIJCQkQKPRwMXFBdHR0Thx4oRBnbKyMixcuBC+vr5wc3PD+PHjkZub2/hn0wQ4xENERCQ/qxKU9PR0zJ8/H0ePHkVqaioqKysxcuRIXLt2TaqzZs0arF27FuvXr0dGRgbUajVGjBiB4uJiqU58fDxSUlKQnJyMQ4cOoaSkBDExMaiqqmq6Z9ZAHOIhIiKSn4M1lffs2WPw8+bNm9G2bVtkZmZi8ODBEEJg3bp1WLlyJWJjYwEAW7duhb+/P3bs2IE5c+ZAq9Vi06ZN2LZtG4YPHw4A2L59O4KCgrBv3z6MGjWqiZ5aw3CIh4iISH6Naoa1Wi0AwNvbGwCQnZ2N/Px8jBw5UqqjVCoRFRWFw4cPAwAyMzNRUVFhUEej0SA8PFyqY6ysrAxFRUUGW3PhEA8REZH8GpygCCGwZMkSDBw4EOHh4QCA/Px8AIC/v79BXX9/f2lffn4+nJyc4OXlZbaOsaSkJKhUKmkLCgpqaNj1Yg8KERGR/BrcDC9YsAA///wz3nvvvVr7FEbdD0KIWmXG6qqzYsUKaLVaacvJyWlo2PXiHBQiIiL5NagZXrhwIT755BOkpaUhMDBQKler1QBQqyekoKBA6lVRq9UoLy9HYWGh2TrGlEolPD09Dbbmwh4UIiIi+VnVDAshsGDBAuzcuRP79+9HaGiowf7Q0FCo1WqkpqZKZeXl5UhPT0f//v0BABEREXB0dDSok5eXh6ysLKmOnDgHhYiISH5WreKZP38+duzYgY8//hgeHh5ST4lKpYKLiwsUCgXi4+ORmJiIsLAwhIWFITExEa6urpg2bZpUd9asWVi6dCl8fHzg7e2NZcuWoUePHtKqHjlxiIeIiEh+ViUoGzZsAABER0cblG/evBkzZswAACxfvhylpaWYN28eCgsL0a9fP+zduxceHh5S/VdeeQUODg6YPHkySktLMWzYMGzZsgX29vaNezZNgEM8RERE8lMIoe8zaD2KioqgUqmg1WqbfD7KffcB//kPsH49MH9+k56aiIjolmZN+81+AiMc4iEiIpIfm2EjHOIhIiKSH5thI1zFQ0REJD8mKEY4xENERCQ/NsNGOMRDREQkPzbDRjjEQ0REJD8mKEbYg0JERCQ/NsNGOAeFiIhIfmyGjbAHhYiISH5sho1wDgoREZH8mKAY4RAPERGR/NgMG+EQDxERkfzYDBvhEA8REZH8mKAY4RAPERGR/NgMG+EQDxERkfzYDBvhEA8REZH8mKAY4RAPERGR/NgMG+EQDxERkfzYDBvhEA8REZH8mKAYYQ8KERGR/NgMG+EcFCIiIvmxGTbCHhQiIiL5sRk2wjkoRERE8mOCYoRDPERERPJjM2yEQzxERETyYzNshEM8RERE8mOCYoRDPERERPJjM2yEQzxERETyYzNshEM8RERE8mOCYoRDPERERPJjM2yEQzxERETyYzNshEM8RERE8rM6Qfn6668xbtw4aDQaKBQK7Nq1y2C/EAIJCQnQaDRwcXFBdHQ0Tpw4YVCnrKwMCxcuhK+vL9zc3DB+/Hjk5uY26ok0FfagEBERyc/qZvjatWvo1asX1q9fb3L/mjVrsHbtWqxfvx4ZGRlQq9UYMWIEiouLpTrx8fFISUlBcnIyDh06hJKSEsTExKCqqqrhz6SJcA4KERGR/BRC6JvkBhysUCAlJQUTJ04EoOs90Wg0iI+Px2OPPQZA11vi7++PF154AXPmzIFWq4Wfnx+2bduGKVOmAAAuXryIoKAg7N69G6NGjar3cYuKiqBSqaDVauHp6dnQ8E3SaIC8PODYMaBXryY9NRER0S3Nmva7SfsJsrOzkZ+fj5EjR0plSqUSUVFROHz4MAAgMzMTFRUVBnU0Gg3Cw8OlOnLiHBQiIiL5OTTlyfLz8wEA/v7+BuX+/v44d+6cVMfJyQleXl616uiPN1ZWVoaysjLp56KioqYM2wCHeIiIiOTXLM2wwqj7QQhRq8xYXXWSkpKgUqmkLSgoqMliNcZJskRERPJr0mZYrVYDQK2ekIKCAqlXRa1Wo7y8HIWFhWbrGFuxYgW0Wq205eTkNGXYBjjEQ0REJL8mTVBCQ0OhVquRmpoqlZWXlyM9PR39+/cHAERERMDR0dGgTl5eHrKysqQ6xpRKJTw9PQ225sIhHiIiIvlZPQelpKQEZ86ckX7Ozs7GsWPH4O3tjfbt2yM+Ph6JiYkICwtDWFgYEhMT4erqimnTpgEAVCoVZs2ahaVLl8LHxwfe3t5YtmwZevTogeHDhzfdM2sgDvEQERHJz+oE5fvvv8eQIUOkn5csWQIAiIuLw5YtW7B8+XKUlpZi3rx5KCwsRL9+/bB37154eHhIx7zyyitwcHDA5MmTUVpaimHDhmHLli2wt7dvgqfUOBziISIikl+j7oMil+a8D4qHB1BSAvz2G9ChQ5OemoiI6JYm231Q/go4xENERCQ/NsNGOMRDREQkPyYoRtiDQkREJD82w0a4zJiIiEh+bIaNsAeFiIhIfmyGjXAOChERkfyYoBjhEA8REZH82AzXUPOOMExQiIiI5MNmuAb98A7AIR4iIiI5MUGpgT0oREREtoHNcA01e1CYoBAREcmHzXANHOIhIiKyDUxQauAQDxERkW1gM1wDh3iIiIhsg4PcAdgSDvEQEdk2IQQqKytRVVUldyhkhqOjI+zt7Rt9HiYoNbAHhYjIdpWXlyMvLw/Xr1+XOxSqg0KhQGBgINzd3Rt1HiYoNXAOChGRbaqurkZ2djbs7e2h0Wjg5OQEBbu6bY4QApcvX0Zubi7CwsIa1ZPCBKUG9qAQEdmm8vJyVFdXIygoCK6urnKHQ3Xw8/PD2bNnUVFR0agEhc1wDZyDQkRk2+z436PNa6qeLf6ma6g5xMMEhYiISD5MUGrQ96AoFExQiIiI5MQ5KDXUTFCIiOivqaoKOHgQyMsDAgKAQYOAJlgVS02MCUoN+iEeDnESEf017dwJLF4M5ObeLAsMBF59FYiNlS+uplZVVQWFQtGq5+y03sibgb4HpRX/PomIyIydO4FJkwyTEwC4cEFXvnNn8z32nj17MHDgQLRp0wY+Pj6IiYnBb7/9BgCIjIzE448/blD/8uXLcHR0RFpaGgDdKqbly5ejXbt2cHNzQ79+/XDgwAGp/pYtW9CmTRt89tln6NatG5RKJc6dO4eMjAyMGDECvr6+UKlUiIqKwg8//GDwWP/9738xcOBAODs7o1u3bti3bx8UCgV27dol1blw4QKmTJkCLy8v+Pj4YMKECTh79myzXCs9NsU1cIiHiKj1EAK4ds2yragIWLTIcDFEzfMAup6VoiLLzmfqPHW5du0alixZgoyMDHz11Vews7PDPffcg+rqakyfPh3vvfceRI2Tvv/++/D390dUVBQA4KGHHsI333yD5ORk/Pzzz7jvvvswevRonD59Wjrm+vXrSEpKwsaNG3HixAm0bdsWxcXFiIuLw8GDB3H06FGEhYXh7rvvRnFxMQDd/WUmTpwIV1dXfPvtt3jzzTexcuVKg9ivX7+OIUOGwN3dHV9//TUOHToEd3d3jB49GuXl5dZdCGuIVkir1QoAQqvVNul5f/tNCEAIR0ch0tKEqKxs0tMTEVEDlZaWil9++UWUlpZKZSUluvdsObaSksY9n4KCAgFAHD9+XBQUFAgHBwfx9ddfS/sjIyPFo48+KoQQ4syZM0KhUIgLFy4YnGPYsGFixYoVQgghNm/eLACIY8eO1fm4lZWVwsPDQ3z66adCCCG++OIL4eDgIPLy8qQ6qampAoBISUkRQgixadMm0blzZ1FdXS3VKSsrEy4uLuLLL7+s9Rimfld61rTf7EH5n507gQEDdN9XVABDhgAhIc3b5UdERLeG3377DdOmTUOHDh3g6emJ0NBQAMD58+fh5+eHESNG4N133wUAZGdn48iRI5g+fToA4IcffoAQAp06dYK7u7u0paenS8NEAODk5ISePXsaPG5BQQHmzp2LTp06QaVSQaVSoaSkBOfPnwcAnDp1CkFBQVCr1dIxffv2NThHZmYmzpw5Aw8PD+mxvb29cePGDYPHb2qcJIub45LGXXb6ccn//OevNXmKiOivwNUVKCmxrO7XXwN3311/vd27gcGDLXtsa4wbNw5BQUF46623oNFoUF1djfDwcGmIZPr06Vi8eDFee+017NixA927d0evXr0A6IZh7O3tkZmZWevOrDU/78bFxaXWTdJmzJiBy5cvY926dQgODoZSqURkZKT0uEKIem+sVl1djYiICCmBqsnPz8+6C2GFWz5BqarSjTuaG5dUKID4eGDCBC5DIyKyJQoF4OZmWd2RI3WrdS5cMP1+r1Do9o8c2fTv9VeuXMHJkyfx73//G4MGDQIAHDp0yKDOxIkTMWfOHOzZswc7duzAAw88IO3r3bs3qqqqUFBQIB1vqYMHD+L111/H3f/LznJycvDHH39I+7t06YLz58/j0qVL8Pf3BwBkZGQYnOOOO+7A+++/j7Zt28LT09Oqx2+MW36I5+DB2jO6axICyMnR1SMiotbJ3l63lBiovRBC//O6dc3zj6h+5cubb76JM2fOYP/+/ViyZIlBHTc3N0yYMAFPPfUUTp48iWnTpkn7OnXqhOnTp+PBBx/Ezp07kZ2djYyMDLzwwgvYvXt3nY992223Ydu2bTh58iS+/fZbTJ8+HS4uLtL+ESNGoGPHjoiLi8PPP/+Mb775Rpokq+9ZmT59Onx9fTFhwgQcPHgQ2dnZSE9Px+LFi5FbVwPaSLd8gpKX17T1iIjINsXG6obs27UzLA8MbN6hfDs7OyQnJyMzMxPh4eF45JFH8OKLL9aqN336dPz0008YNGgQ2rdvb7Bv8+bNePDBB7F06VJ07twZ48ePx7fffougoKA6H/vtt99GYWEhevfujQceeACLFi1C27Ztpf329vbYtWsXSkpKcOedd2L27Nl48sknAQDOzs4AAFdXV3z99ddo3749YmNj0bVrV8ycOROlpaXN2qOiEMLaxVLyKyoqgkqlglarbfTFOXBANyG2PmlpQHR0ox6KiIga6MaNG8jOzkZoaKjUcDYU7yRbt2+++QYDBw7EmTNn0LFjR6uPr+t3ZU37fcvPQRk0yLJxSSuH/YiIyEbZ2/MfzppSUlLg7u6OsLAwnDlzBosXL8aAAQMalJw0JVmHeF5//XUpw4qIiMBBGSZ6yDkuSUREJLfi4mLMmzcPXbp0wYwZM3DnnXfi448/ljss+RKU999/H/Hx8Vi5ciV+/PFHDBo0CGPGjJHWZrckucYliYiI5Pbggw/i9OnTuHHjBnJzc7Flyxb4+PjIHZZ8c1D69euHO+64Axs2bJDKunbtiokTJyIpKanOY5tyDkpNHJckIrJNTTkHhZpXq56DUl5ejszMzFofjjRy5EgcPny4Vv2ysjKUlZVJPxcVFTVLXByXJCIisg2yDPH88ccfqKqqkm4Ko+fv74/8/Pxa9ZOSkqRb9KpUqnqXVRER0V9TK1x4estpqt+RrJNkjW+va+6WuytWrIBWq5W2nJyclgqRiIhsgKOjIwDdJ+uSbdPfRt/4tvzWkmWIx9fXF/b29rV6SwoKCmr1qgCAUqmEUqlsqfCIiMjG2Nvbo02bNigoKACgu3lYfZ8hQy2vuroaly9fhqurKxwcGpdiyJKgODk5ISIiAqmpqbjnnnuk8tTUVEyYMEGOkIiIyMbpP3FXn6SQbbKzs0P79u0bnUDKdqO2JUuW4IEHHkCfPn0QGRmJN998E+fPn8fcuXPlComIiGyYQqFAQEAA2rZti4qKCrnDITOcnJxgZ9f4GSSyJShTpkzBlStX8MwzzyAvLw/h4eHYvXs3goOD5QqJiIhaAXt7+0bPbyDbd8t/Fg8RERG1DGva71v+04yJiIjI9jBBISIiIpvTKj/NWD8q1Vx3lCUiIqKmp2+3LZld0ioTlOLiYgDgHWWJiIhaoeLiYqhUqjrrtMpJstXV1bh48SI8PDya7EY9RUVFCAoKQk5OTquZeNsaYwZaZ9yMuWW0xpiB1hk3Y245rTHu5opZCIHi4mJoNJp6lyK3yh4UOzs7BAYGNsu5PT09W80LSK81xgy0zrgZc8tojTEDrTNuxtxyWmPczRFzfT0nepwkS0RERDaHCQoRERHZHCYo/6NUKrFq1apW9aGErTFmoHXGzZhbRmuMGWidcTPmltMa47aFmFvlJFkiIiL6a2MPChEREdkcJihERERkc5igEBERkc1hgkJEREQ2hwnK/7z++usIDQ2Fs7MzIiIicPDgQblDkiQkJEChUBhsarVa2i+EQEJCAjQaDVxcXBAdHY0TJ060aIxff/01xo0bB41GA4VCgV27dhnstyTGsrIyLFy4EL6+vnBzc8P48eORm5srW8wzZsyodd3vuusuWWNOSkrCnXfeCQ8PD7Rt2xYTJ07EqVOnDOrY2rW2JGZbu9YbNmxAz549pZtURUZG4osvvpD229o1tjRuW7vOpiQlJUGhUCA+Pl4qs9XrXVfMtnitm6ItadGYBYnk5GTh6Ogo3nrrLfHLL7+IxYsXCzc3N3Hu3Dm5QxNCCLFq1SrRvXt3kZeXJ20FBQXS/ueff154eHiIjz76SBw/flxMmTJFBAQEiKKiohaLcffu3WLlypXio48+EgBESkqKwX5LYpw7d65o166dSE1NFT/88IMYMmSI6NWrl6isrJQl5ri4ODF69GiD637lyhWDOi0d86hRo8TmzZtFVlaWOHbsmBg7dqxo3769KCkpkerY2rW2JGZbu9affPKJ+Pzzz8WpU6fEqVOnxBNPPCEcHR1FVlaWEML2rrGlcdvadTb23XffiZCQENGzZ0+xePFiqdxWr3ddMdvitW6KtqQlY2aCIoTo27evmDt3rkFZly5dxOOPPy5TRIZWrVolevXqZXJfdXW1UKvV4vnnn5fKbty4IVQqlXjjjTdaKEJDxo29JTFevXpVODo6iuTkZKnOhQsXhJ2dndizZ0+LxyyE7g1mwoQJZo+RO2YhhCgoKBAARHp6uhCidVxr45iFaB3X2svLS2zcuLFVXGNTcQth29e5uLhYhIWFidTUVBEVFSU19rZ8vc3FLIRtXuvGtiUtHfMtP8RTXl6OzMxMjBw50qB85MiROHz4sExR1Xb69GloNBqEhobi/vvvx++//w4AyM7ORn5+vkH8SqUSUVFRNhO/JTFmZmaioqLCoI5Go0F4eLisz+PAgQNo27YtOnXqhIcffhgFBQXSPluIWavVAgC8vb0BtI5rbRyznq1e66qqKiQnJ+PatWuIjIxsFdfYVNx6tnqd58+fj7Fjx2L48OEG5bZ8vc3FrGeL17oxbUlLx9wqPyywKf3xxx+oqqqCv7+/Qbm/vz/y8/NlispQv3798M4776BTp064dOkSnnvuOfTv3x8nTpyQYjQV/7lz5+QItxZLYszPz4eTkxO8vLxq1ZHr9zBmzBjcd999CA4ORnZ2Np566ikMHToUmZmZUCqVsscshMCSJUswcOBAhIeHA7D9a20qZsA2r/Xx48cRGRmJGzduwN3dHSkpKejWrZv0Rmyr19hc3IBtXmcASE5Oxg8//ICMjIxa+2z1NV1XzIBtXuvGtiUtHfMtn6DoKRQKg5+FELXK5DJmzBjp+x49eiAyMhIdO3bE1q1bpUlXthy/XkNilPN5TJkyRfo+PDwcffr0QXBwMD7//HPExsaaPa6lYl6wYAF+/vlnHDp0qNY+W73W5mK2xWvduXNnHDt2DFevXsVHH32EuLg4pKenS/tt9Rqbi7tbt242eZ1zcnKwePFi7N27F87Ozmbr2dL1tiRmW7zWzdWWNFfMt/wQj6+vL+zt7WtlfwUFBbUySVvh5uaGHj164PTp09IMbFuO35IY1Wo1ysvLUVhYaLaO3AICAhAcHIzTp08DkDfmhQsX4pNPPkFaWhoCAwOlclu+1uZiNsUWrrWTkxNuu+029OnTB0lJSejVqxdeffVVm77GdcVtii1c58zMTBQUFCAiIgIODg5wcHBAeno6/u///g8ODg7S49rS9a4v5qqqqlrH2MK1NmZtW9LSMd/yCYqTkxMiIiKQmppqUJ6amor+/fvLFFXdysrKcPLkSQQEBCA0NBRqtdog/vLycqSnp9tM/JbEGBERAUdHR4M6eXl5yMrKspnnceXKFeTk5CAgIACAPDELIbBgwQLs3LkT+/fvR2hoqMF+W7zW9cVsii1ca2NCCJSVldnkNbYkblNs4ToPGzYMx48fx7Fjx6StT58+mD59Oo4dO4YOHTrY3PWuL2Z7e/tax9jCtTZmbVvS4jE3+bTbVki/zHjTpk3il19+EfHx8cLNzU2cPXtW7tCEEEIsXbpUHDhwQPz+++/i6NGjIiYmRnh4eEjxPf/880KlUomdO3eK48ePi6lTp7b4MuPi4mLx448/ih9//FEAEGvXrhU//vijtFTbkhjnzp0rAgMDxb59+8QPP/wghg4d2qxL7uqKubi4WCxdulQcPnxYZGdni7S0NBEZGSnatWsna8z/+Mc/hEqlEgcOHDBYKnj9+nWpjq1d6/pitsVrvWLFCvH111+L7Oxs8fPPP4snnnhC2NnZib179wohbO8aWxK3LV5nc4xXxNjq9TYXs61e66ZoS1oyZiYo//Ovf/1LBAcHCycnJ3HHHXcYLIGUm34tuqOjo9BoNCI2NlacOHFC2l9dXS1WrVol1Gq1UCqVYvDgweL48eMtGmNaWpoAUGuLi4uzOMbS0lKxYMEC4e3tLVxcXERMTIw4f/68LDFfv35djBw5Uvj5+QlHR0fRvn17ERcXVyuelo7ZVLwAxObNm6U6tnat64vZFq/1zJkzpfcDPz8/MWzYMCk5EcL2rrElcdvidTbHOEGx1ettLmZbvdZN0Za0ZMwKIYRo+n4ZIiIiooa75eegEBERke1hgkJEREQ2hwkKERER2RwmKERERGRzmKAQERGRzWGCQkRERDaHCQoRERHZHCYoRNQqbNmyBW3atJE7DCJqIUxQiIiIyOYwQSEii5SXl8sdAhHdQpigEN2iiouLMX36dLi5uSEgIACvvPIKoqOjER8fDwAICQnBc889hxkzZkClUuHhhx8GAHz00Ufo3r07lEolQkJC8PLLLxucV6FQYNeuXQZlbdq0wZYtWwAAZ8+ehUKhwM6dOzFkyBC4urqiV69eOHLkiMExW7ZsQfv27eHq6op77rkHV65cMdj/008/YciQIfDw8ICnpyciIiLw/fffS/u/+eYbREVFwdXVFV5eXhg1apT0MfF79uzBwIED0aZNG/j4+CAmJga//fabdKylMRJR82GCQnSLWrJkCb755ht88sknSE1NxcGDB/HDDz8Y1HnxxRcRHh6OzMxMPPXUU8jMzMTkyZNx//334/jx40hISMBTTz0lJR/WWLlyJZYtW4Zjx46hU6dOmDp1KiorKwEA3377LWbOnIl58+bh2LFjGDJkCJ577jmD46dPn47AwEBkZGQgMzMTjz/+OBwdHQEAx44dw7Bhw9C9e3ccOXIEhw4dwrhx41BVVQUAuHbtGpYsWYKMjAx89dVXsLOzwz333IPq6mqLYySiZtYsH0FIRDatqKhIODo6ig8//FAqu3r1qnB1dZU+kTU4OFhMnDjR4Lhp06aJESNGGJQ9+uijolu3btLPAERKSopBHZVKJX16cXZ2tgAgNm7cKO0/ceKEACBOnjwphBBi6tSpYvTo0QbnmDJlilCpVNLPHh4eYsuWLSaf39SpU8WAAQPMXwAjBQUFAoD0ya2WxEhEzYs9KES3oN9//x0VFRXo27evVKZSqdC5c2eDen369DH4+eTJkxgwYIBB2YABA3D69Gmpd8JSPXv2lL4PCAgAABQUFEiPExkZaVDf+OclS5Zg9uzZGD58OJ5//nmDIRp9D4o5v/32G6ZNm4YOHTrA09MToaGhAIDz589bHCMRNS8mKES3ICEEAN18EVPlem5ubrX213eMQqGoVVZRUVErBv1wTM049EMsxsebkpCQgBMnTmDs2LHYv38/unXrhpSUFACAi4tLnceOGzcOV65cwVtvvYVvv/0W3377LYDaE4HripGImhcTFKJbUMeOHeHo6IjvvvtOKisqKsLp06frPK5bt244dOiQQdnhw4fRqVMn2NvbAwD8/PyQl5cn7T99+jSuX79uVXzdunXD0aNHDcqMfwaATp064ZFHHsHevXsRGxuLzZs3A9D1fHz11Vcmz33lyhWcPHkSTz75JIYNG4auXbtKk2eJyHY4yB0AEbU8Dw8PxMXF4dFHH4W3tzfatm2LVatWwc7OrlYPSU1Lly7FnXfeiWeffRZTpkzBkSNHsH79erz++utSnaFDh2L9+vW46667UF1djccee8ygJ8ISixYtQv/+/bFmzRpMnDgRe/fuxZ49e6T9paWlePTRRzFp0iSEhoYiNzcXGRkZuPfeewEAK1asQI8ePTBv3jzMnTsXTk5OSEtLw3333Qdvb2/4+PjgzTffREBAAM6fP4/HH3/cyitIRM2NPShEt6i1a9ciMjISMTExGD58OAYMGICuXbvC2dnZ7DF33HEHPvjgAyQnJyM8PBxPP/00nnnmGcyYMUOq8/LLLyMoKAiDBw/GtGnTsGzZMri6uloV21133YWNGzfitddew+233469e/fiySeflPbb29vjypUrePDBB9GpUydMnjwZY8aMwerVqwHoelb27t2Ln376CX379kVkZCQ+/vhjODg4wM7ODsnJycjMzER4eDgeeeQRvPjii9ZdPCJqdgphyWAvEf3lXbt2De3atcPLL7+MWbNmyR0OEd3iOMRDdIv68ccf8d///hd9+/aFVqvFM888AwCYMGGCzJERETFBIbqlvfTSSzh16hScnJwQERGBgwcPwtfXV+6wiIg4xENERES2h5NkiYiIyOYwQSEiIiKbwwSFiIiIbA4TFCIiIrI5TFCIiIjI5jBBISIiIpvDBIWIiIhsDhMUIiIisjlMUIiIiMjm/D/eFKljTQp9UwAAAABJRU5ErkJggg==", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': results\n", - "})\n", - "\n", - "df.plot(x='groundscan', y='average', marker='o', color='blue')\n", - "plt.xticks(np.arange(0, 501, 50))\n", - "plt.title('Irradiance at different groundscan for fixed-tilt')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "677789f7", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.5" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-270.ipynb b/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-270.ipynb deleted file mode 100644 index 40b7df84..00000000 --- a/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-270.ipynb +++ /dev/null @@ -1,509 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "5e8ab57e", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Your simulation will be stored in Simulations/fixedtilt\n" - ] - } - ], - "source": [ - "import os\n", - "from pathlib import Path\n", - "\n", - "testfolder = 'Simulations/fixedtilt'\n", - "\n", - "if not os.path.exists(testfolder):\n", - " os.makedirs(testfolder)\n", - " \n", - "print (\"Your simulation will be stored in %s\" % testfolder)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "ea7bf497", - "metadata": {}, - "outputs": [], - "source": [ - "import bifacial_radiance as br\n", - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "6cd9aac2", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Working on a Darwin 21.6.0\n", - "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", - "Pandas version 2.0.3\n", - "bifacial_radiance version 0.4.2+164.ge460768.dirty\n", - "pyplot 3.7.2\n" - ] - } - ], - "source": [ - "# This information helps with debugging and getting support :)\n", - "import sys, platform\n", - "print(\"Working on a \", platform.system(), platform.release())\n", - "print(\"Python version \", sys.version)\n", - "print(\"Pandas version \", pd.__version__)\n", - "print(\"bifacial_radiance version \", br.__version__)\n", - "print(\"pyplot \", plt.matplotlib.__version__)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "1a4ddbc7", - "metadata": {}, - "outputs": [], - "source": [ - "simulationname = 'fixedtilt-groundscan'\n", - "\n", - "# Location:\n", - "lat = 39.7555\n", - "lon = -105.2211\n", - "\n", - "# Scene Parameters:\n", - "azimuth_ang=90\n", - "tilt=10\n", - "\n", - "# MakeModule Parameters\n", - "moduletype='PVmod'\n", - "numpanels=1\n", - "module_x = 2 # m\n", - "module_y = 1 # m. slope we will measure\n", - "sensorsy=2\n", - "sensorsground=5\n", - "\n", - "# SceneDict Parameters\n", - "pitch = 5.7\n", - "albedo = 0.2\n", - "azimuth = 270\n", - "clearance_height = 0.2\n", - "nMods = 20 \n", - "nRows = 3\n", - "\n", - "sceneDict = {'tilt':tilt,'pitch':pitch,'clearance_height':clearance_height,'azimuth':azimuth, 'nMods': nMods, 'nRows': nRows} " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "a3668517", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "path = Simulations/fixedtilt\n", - "Loading albedo, 1 value(s), 0.200 avg\n", - "1 nonzero albedo values.\n", - "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", - " ... OK!\n" - ] - } - ], - "source": [ - "demo = br.RadianceObj(simulationname,path = testfolder)\n", - "demo.setGround(albedo)\n", - "epwfile = demo.getEPW(lat, lon)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "85fb6790", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Module Name: PVmod\n", - "Module PVmod updated in module.json\n", - "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", - "\n" - ] - } - ], - "source": [ - "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "612cd6a4", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", - "Coercing year to 2021\n", - "Filtering dates\n", - "Saving file EPWs/metdata_temp.csv, # points: 8760\n", - "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" - ] - } - ], - "source": [ - "#Valid options: mm_dd, mm_dd_HH, mm_dd_HHMM, YYYY-mm-dd_HHMM\n", - "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-21_12', endtime='2021-06-21_13')" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "cca2cfaf", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'skies/sky2_39.74_-105.18_2021-06-21_1200.rad'" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "demo.gendaylit(timeindex=0) " - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "314937d1", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "scene = demo.makeScene(module,sceneDict)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "e6d55790", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Created fixedtilt-groundscan.oct\n" - ] - } - ], - "source": [ - "octfile = demo.makeOct()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "90839226", - "metadata": {}, - "outputs": [], - "source": [ - "analysis = br.AnalysisObj(octfile, demo.name)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "13371727", - "metadata": {}, - "outputs": [], - "source": [ - "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "36739ced", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "sensorsground: 2\n", - "Linescan in process: groundscan2_Row2_Module10_Front\n", - "Linescan in process: groundscan2_Row2_Module10_Back\n", - "Saved: results/irr_groundscan2_Row2_Module10.csv\n", - "{'Wm2': [18.269, 18.41101], 'x': [0.0, -5.7], 'y': [0.0, -1.047073e-15], 'z': [0.05, 0.05], 'r': [18.269, 18.41101], 'g': [18.269, 18.41101], 'b': [18.269, 18.41101], 'mattype': ['groundplane', 'groundplane'], 'title': 'groundscan2_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 3\n", - "Linescan in process: groundscan3_Row2_Module10_Front\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", - " return _methods._mean(a, axis=axis, dtype=dtype,\n", - "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", - " ret = ret.dtype.type(ret / rcount)\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan3_Row2_Module10_Back\n", - "Saved: results/irr_groundscan3_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan3_Row2_Module10_Back.csv\n", - "{'Wm2': [18.36743, 959.2113, 18.56102], 'x': [0.0, -2.85, -5.7], 'y': [0.0, -5.235365e-16, -1.047073e-15], 'z': [0.05, 0.05, 0.05], 'r': [18.36743, 959.2113, 18.56102], 'g': [18.36743, 959.2113, 18.56102], 'b': [18.36743, 959.2113, 18.56102], 'mattype': ['groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan3_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 5\n", - "Linescan in process: groundscan5_Row2_Module10_Front\n", - "Linescan in process: groundscan5_Row2_Module10_Back\n", - "Saved: results/irr_groundscan5_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan5_Row2_Module10_Back.csv\n", - "{'Wm2': [18.33637, 958.5591, 959.1093999999999, 954.7796, 18.53815], 'x': [0.0, -1.425, -2.85, -4.275, -5.7], 'y': [0.0, -2.617683e-16, -5.235365e-16, -7.853048e-16, -1.047073e-15], 'z': [0.05, 0.05, 0.05, 0.05, 0.05], 'r': [18.33637, 958.5591, 959.1094, 954.7796, 18.53815], 'g': [18.33637, 958.5591, 959.1094, 954.7796, 18.53815], 'b': [18.33637, 958.5591, 959.1094, 954.7796, 18.53815], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan5_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 10\n", - "Linescan in process: groundscan10_Row2_Module10_Front\n", - "Linescan in process: groundscan10_Row2_Module10_Back\n", - "Saved: results/irr_groundscan10_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan10_Row2_Module10_Back.csv\n", - "{'Wm2': [18.2756, 930.9834, 958.666, 959.4307, 959.3483, 958.7712, 958.6731999999998, 953.5265, 925.7118, 18.73692], 'x': [0.0, -0.6333333, -1.266667, -1.9, -2.533333, -3.166667, -3.8, -4.433333, -5.066667, -5.7], 'y': [0.0, -1.163414e-16, -2.326829e-16, -3.490243e-16, -4.653658e-16, -5.817072e-16, -6.980487e-16, -8.143901e-16, -9.307316e-16, -1.047073e-15], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [18.2756, 930.9834, 958.666, 959.4307, 959.3483, 958.7712, 958.6732, 953.5265, 925.7118, 18.73692], 'g': [18.2756, 930.9834, 958.666, 959.4307, 959.3483, 958.7712, 958.6732, 953.5265, 925.7118, 18.73692], 'b': [18.2756, 930.9834, 958.666, 959.4307, 959.3483, 958.7712, 958.6732, 953.5265, 925.7118, 18.73692], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan10_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 20\n", - "Linescan in process: groundscan20_Row2_Module10_Front\n", - "Linescan in process: groundscan20_Row2_Module10_Back\n", - "Saved: results/irr_groundscan20_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan20_Row2_Module10_Back.csv\n", - "{'Wm2': [18.41031, 22.77318, 922.8389000000001, 953.8551000000001, 958.4105, 958.6232999999999, 959.3201, 959.3604, 959.4006, 958.8682, 958.8848000000002, 958.9014000000001, 958.936, 958.8596000000001, 955.4302000000001, 954.9955, 946.2161, 920.9735999999999, 41.28275, 18.40131], 'x': [0.0, -0.3, -0.6, -0.9, -1.2, -1.5, -1.8, -2.1, -2.4, -2.7, -3.0, -3.3, -3.6, -3.9, -4.2, -4.5, -4.8, -5.1, -5.4, -5.7], 'y': [0.0, -5.510911e-17, -1.102182e-16, -1.653273e-16, -2.204364e-16, -2.755455e-16, -3.306546e-16, -3.857637e-16, -4.408728e-16, -4.95982e-16, -5.510911e-16, -6.062002e-16, -6.613093e-16, -7.164184e-16, -7.715275e-16, -8.266366e-16, -8.817457e-16, -9.368548e-16, -9.919639e-16, -1.047073e-15], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [18.41031, 22.77318, 922.8389, 953.8551, 958.4105, 958.6233, 959.3201, 959.3604, 959.4006, 958.8682, 958.8848, 958.9014, 958.936, 958.8596, 955.4302, 954.9955, 946.2161, 920.9736, 41.28275, 18.40131], 'g': [18.41031, 22.77318, 922.8389, 953.8551, 958.4105, 958.6233, 959.3201, 959.3604, 959.4006, 958.8682, 958.8848, 958.9014, 958.936, 958.8596, 955.4302, 954.9955, 946.2161, 920.9736, 41.28275, 18.40131], 'b': [18.41031, 22.77318, 922.8389, 953.8551, 958.4105, 958.6233, 959.3201, 959.3604, 959.4006, 958.8682, 958.8848, 958.9014, 958.936, 958.8596, 955.4302, 954.9955, 946.2161, 920.9736, 41.28275, 18.40131], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan20_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 30\n", - "Linescan in process: groundscan30_Row2_Module10_Front\n", - "Linescan in process: groundscan30_Row2_Module10_Back\n", - "Saved: results/irr_groundscan30_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan30_Row2_Module10_Back.csv\n", - "{'Wm2': [18.79157, 18.32754, 35.38122, 919.2369, 948.9188, 956.0139, 956.5598, 958.9336, 959.1675, 959.4013, 959.3447, 959.3179, 959.2911, 959.2644, 958.7252, 958.7221, 958.719, 958.7158, 957.9820999999998, 957.918, 957.8539, 956.3953, 955.9711000000001, 952.1023, 950.1824, 939.9420999999999, 919.4697, 61.19956, 28.12049, 18.27476], 'x': [0.0, -0.1965517, -0.3931034, -0.5896552, -0.7862069, -0.9827586, -1.17931, -1.375862, -1.572414, -1.768966, -1.965517, -2.162069, -2.358621, -2.555172, -2.751724, -2.948276, -3.144828, -3.341379, -3.537931, -3.734483, -3.931034, -4.127586, -4.324138, -4.52069, -4.717241, -4.913793, -5.110345, -5.306897, -5.503448, -5.7], 'y': [0.0, -3.610597e-17, -7.221193e-17, -1.083179e-16, -1.444239e-16, -1.805298e-16, -2.166358e-16, -2.527418e-16, -2.888477e-16, -3.249537e-16, -3.610597e-16, -3.971656e-16, -4.332716e-16, -4.693776e-16, -5.054835e-16, -5.415895e-16, -5.776955e-16, -6.138014e-16, -6.499074e-16, 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'groundplane', 'groundplane'], 'title': 'groundscan100_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 150\n", - "Linescan in process: groundscan150_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan150_Row2_Module10_Back\n", - "Saved: results/irr_groundscan150_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan150_Row2_Module10_Back.csv\n", - "{'Wm2': [18.59996, 17.89943, 17.19889, 17.05723, 17.12887, 17.20051, 18.868, 19.78903, 20.71007, 27.08935, 28.38988, 29.69042, 54.14856, 56.79999, 862.3299000000001, 913.6523000000001, 918.9099, 924.1673999999999, 940.8698, 944.4928999999998, 948.116, 950.4524, 951.5279999999999, 952.6036, 953.6793000000001, 955.0167, 955.0805999999999, 955.1447, 955.2086, 955.2725999999999, 955.3365, 955.4006, 958.6006000000001, 958.6619, 958.7231, 958.7844, 958.8456, 958.9068000000001, 958.968, 959.0293, 959.0904999999999, 959.1517, 959.4747000000001, 959.4785, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan150_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 200\n", - "Linescan in process: groundscan200_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan200_Row2_Module10_Back\n", - "Saved: results/irr_groundscan200_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan200_Row2_Module10_Back.csv\n", - "{'Wm2': [18.44153, 17.80381, 17.1661, 17.34126, 17.3576, 17.37393, 17.95064, 18.4636, 18.97656, 20.22939, 20.91165, 21.593910000000005, 27.579629999999998, 28.58843, 29.59723, 43.60249000000001, 45.17618000000001, 46.74988, 80.12287, 885.938, 888.8746, 923.0904, 927.2581, 931.4258, 940.6367, 943.4768, 946.317, 949.1571, 949.9861, 950.9258, 951.8655, 952.8052000000001, 953.7449, 954.6846, 955.3719, 955.4921, 955.6124, 955.7327, 955.8529, 955.9731, 956.0934000000001, 956.2136999999999, 956.3339, 956.4542, 956.5745000000001, 956.6947, 956.8149, 956.9352, 957.0555, 959.1754999999999, 959.1792, 959.183, 959.1866999999999, 959.1904, 959.1942, 959.1979, 959.2017, 959.2054000000002, 959.2091, 959.2129, 959.2166000000001, 959.2203, 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'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan200_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 250\n", - "Linescan in process: groundscan250_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan250_Row2_Module10_Back\n", - "Saved: results/irr_groundscan250_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan250_Row2_Module10_Back.csv\n", - "{'Wm2': [18.68379, 18.22932, 17.77486, 17.32039, 17.30876, 17.21968, 17.13059, 17.04151, 16.95243, 18.74275, 19.26469, 19.78664, 20.30859, 22.87476, 23.54501, 24.21527, 24.88552, 34.07284, 35.04653, 36.02023, 36.99392, 62.4976, 64.32862, 66.15965, 870.8691, 912.8530999999999, 915.9088, 918.9644, 922.02, 937.3325, 940.6435, 943.9545000000002, 947.2655, 947.0703, 948.2075, 949.3446, 950.4818, 951.619, 952.9064, 953.2544000000001, 953.6024000000001, 953.9504000000001, 954.2983, 954.6464, 954.9943, 956.9573999999999, 957.0213, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan500_Row2_Module10_Front'}\n", - "\n" - ] - } - ], - "source": [ - "results = []\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " wm2 = []\n", - " print(f\"sensorsground: {sensorsground}\")\n", - " frontscan, backscan, groundscan = analysis.moduleAnalysis(scene, sensorsy=sensorsy, sensorsground=sensorsground)\n", - " ground, back = analysis.analysis(octfile, \"groundscan\" + str(sensorsground), groundscan, backscan)\n", - " print(ground)\n", - " for i, x in enumerate(ground['x']):\n", - " if x <= -1 and x >= -1*(pitch-1):\n", - " wm2.append(ground['Wm2'])\n", - " results.append(np.mean(wm2))\n", - " print(\"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "f4a747d0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[nan,\n", - " 332.04658333333333,\n", - " 581.8645240000001,\n", - " 764.212362,\n", - " 767.2370925,\n", - " 768.6081346666667,\n", - " 787.3426749999999,\n", - " 793.1082304666668,\n", - " 791.7596956499998,\n", - " 791.1974110799999,\n", - " 793.3180166,\n", - " 796.0686761499999,\n", - " 794.71589974]" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "results" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "677789f7", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': results\n", - "})\n", - "\n", - "df.plot(x='groundscan', y='average', marker='o', color='blue')\n", - "plt.xticks(np.arange(0, 501, 50))\n", - "plt.title('Irradiance at different groundscan for fixed-tilt')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "660e9e04", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.5" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-90.ipynb b/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-90.ipynb deleted file mode 100644 index 3ad5dbc4..00000000 --- a/docs/development/groundscan testing/fixedtilt/fixed-tilt-test-90.ipynb +++ /dev/null @@ -1,509 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "5e8ab57e", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Your simulation will be stored in Simulations/fixedtilt\n" - ] - } - ], - "source": [ - "import os\n", - "from pathlib import Path\n", - "\n", - "testfolder = 'Simulations/fixedtilt'\n", - "\n", - "if not os.path.exists(testfolder):\n", - " os.makedirs(testfolder)\n", - " \n", - "print (\"Your simulation will be stored in %s\" % testfolder)" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "ea7bf497", - "metadata": {}, - "outputs": [], - "source": [ - "import bifacial_radiance as br\n", - "import numpy as np\n", - "import pandas as pd\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "6cd9aac2", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Working on a Darwin 21.6.0\n", - "Python version 3.11.5 (main, Sep 11 2023, 08:19:27) [Clang 14.0.6 ]\n", - "Pandas version 2.0.3\n", - "bifacial_radiance version 0.4.2+164.ge460768.dirty\n", - "pyplot 3.7.2\n" - ] - } - ], - "source": [ - "# This information helps with debugging and getting support :)\n", - "import sys, platform\n", - "print(\"Working on a \", platform.system(), platform.release())\n", - "print(\"Python version \", sys.version)\n", - "print(\"Pandas version \", pd.__version__)\n", - "print(\"bifacial_radiance version \", br.__version__)\n", - "print(\"pyplot \", plt.matplotlib.__version__)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "1a4ddbc7", - "metadata": {}, - "outputs": [], - "source": [ - "simulationname = 'fixedtilt-groundscan'\n", - "\n", - "# Location:\n", - "lat = 39.7555\n", - "lon = -105.2211\n", - "\n", - "# Scene Parameters:\n", - "azimuth_ang=90\n", - "tilt=10\n", - "\n", - "# MakeModule Parameters\n", - "moduletype='PVmod'\n", - "numpanels=1\n", - "module_x = 2 # m\n", - "module_y = 1 # m. slope we will measure\n", - "sensorsy=2\n", - "sensorsground=5\n", - "\n", - "# SceneDict Parameters\n", - "pitch = 5.7\n", - "albedo = 0.2\n", - "azimuth = 90\n", - "clearance_height = 0.2\n", - "nMods = 20 \n", - "nRows = 3\n", - "\n", - "sceneDict = {'tilt':tilt,'pitch':pitch,'clearance_height':clearance_height,'azimuth':azimuth, 'nMods': nMods, 'nRows': nRows} " - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "a3668517", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "path = Simulations/fixedtilt\n", - "Loading albedo, 1 value(s), 0.200 avg\n", - "1 nonzero albedo values.\n", - "Getting weather file: USA_CO_Golden-NREL.724666_TMY3.epw\n", - " ... OK!\n" - ] - } - ], - "source": [ - "demo = br.RadianceObj(simulationname,path = testfolder)\n", - "demo.setGround(albedo)\n", - "epwfile = demo.getEPW(lat, lon)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "85fb6790", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Module Name: PVmod\n", - "Module PVmod updated in module.json\n", - "Pre-existing .rad file objects/PVmod.rad will be overwritten\n", - "\n" - ] - } - ], - "source": [ - "module=demo.makeModule(name=moduletype,x=module_x,y=module_y)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "612cd6a4", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "8760 line in WeatherFile. Assuming this is a standard hourly WeatherFile for the year for purposes of saving Gencumulativesky temporary weather files in EPW folder.\n", - "Coercing year to 2021\n", - "Filtering dates\n", - "Saving file EPWs/metdata_temp.csv, # points: 8760\n", - "Calculating Sun position for Metdata that is right-labeled with a delta of -30 mins. i.e. 12 is 11:30 sunpos\n" - ] - } - ], - "source": [ - "#Valid options: mm_dd, mm_dd_HH, mm_dd_HHMM, YYYY-mm-dd_HHMM\n", - "metdata = demo.readWeatherFile(epwfile, coerce_year=2021, starttime='2021-06-21_12', endtime='2021-06-21_13')" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "cca2cfaf", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'skies/sky2_39.74_-105.18_2021-06-21_1200.rad'" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "demo.gendaylit(timeindex=0) " - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "314937d1", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "scene = demo.makeScene(module,sceneDict)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "e6d55790", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Created fixedtilt-groundscan.oct\n" - ] - } - ], - "source": [ - "octfile = demo.makeOct()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "90839226", - "metadata": {}, - "outputs": [], - "source": [ - "analysis = br.AnalysisObj(octfile, demo.name)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "13371727", - "metadata": {}, - "outputs": [], - "source": [ - "sensorsgroundvalues = np.array([2, 3, 5, 10, 20, 30, 100, 150, 200, 250, 300, 400, 500])" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "36739ced", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "sensorsground: 2\n", - "Linescan in process: groundscan2_Row2_Module10_Front\n", - "Linescan in process: groundscan2_Row2_Module10_Back\n", - "Saved: results/irr_groundscan2_Row2_Module10.csv\n", - "{'Wm2': [16.85065, 16.44742], 'x': [0.0, 5.7], 'y': [0.0, 3.490243e-16], 'z': [0.05, 0.05], 'r': [16.85065, 16.44742], 'g': [16.85065, 16.44742], 'b': [16.85065, 16.44742], 'mattype': ['groundplane', 'groundplane'], 'title': 'groundscan2_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 3\n", - "Linescan in process: groundscan3_Row2_Module10_Front\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/fromnumeric.py:3464: RuntimeWarning: Mean of empty slice.\n", - " return _methods._mean(a, axis=axis, dtype=dtype,\n", - "/Users/storopov/anaconda3/lib/python3.11/site-packages/numpy/core/_methods.py:192: RuntimeWarning: invalid value encountered in scalar divide\n", - " ret = ret.dtype.type(ret / rcount)\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan3_Row2_Module10_Back\n", - "Saved: results/irr_groundscan3_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan3_Row2_Module10_Back.csv\n", - "{'Wm2': [16.8023, 959.0787, 17.17004], 'x': [0.0, 2.85, 5.7], 'y': [0.0, 1.745122e-16, 3.490243e-16], 'z': [0.05, 0.05, 0.05], 'r': [16.8023, 959.0787, 17.17004], 'g': [16.8023, 959.0787, 17.17004], 'b': [16.8023, 959.0787, 17.17004], 'mattype': ['groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan3_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 5\n", - "Linescan in process: groundscan5_Row2_Module10_Front\n", - "Linescan in process: groundscan5_Row2_Module10_Back\n", - "Saved: results/irr_groundscan5_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan5_Row2_Module10_Back.csv\n", - "{'Wm2': [16.9594, 959.4842, 959.3807, 954.3835, 17.05674], 'x': [0.0, 1.425, 2.85, 4.275, 5.7], 'y': [0.0, 8.725608e-17, 1.745122e-16, 2.617683e-16, 3.490243e-16], 'z': [0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.9594, 959.4842, 959.3807, 954.3835, 17.05674], 'g': [16.9594, 959.4842, 959.3807, 954.3835, 17.05674], 'b': [16.9594, 959.4842, 959.3807, 954.3835, 17.05674], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan5_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 10\n", - "Linescan in process: groundscan10_Row2_Module10_Front\n", - "Linescan in process: groundscan10_Row2_Module10_Back\n", - "Saved: results/irr_groundscan10_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan10_Row2_Module10_Back.csv\n", - "{'Wm2': [16.53942, 938.5148, 958.9416, 959.4077000000001, 959.1392, 958.8241000000002, 957.3763, 952.2405, 911.8313000000002, 17.09045], 'x': [0.0, 0.6333333, 1.266667, 1.9, 2.533333, 3.166667, 3.8, 4.433333, 5.066667, 5.7], 'y': [0.0, 3.878048e-17, 7.756096e-17, 1.163414e-16, 1.551219e-16, 1.939024e-16, 2.326829e-16, 2.714634e-16, 3.102439e-16, 3.490243e-16], 'z': [0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05, 0.05], 'r': [16.53942, 938.5148, 958.9416, 959.4077, 959.1392, 958.8241, 957.3763, 952.2405, 911.8313, 17.09045], 'g': [16.53942, 938.5148, 958.9416, 959.4077, 959.1392, 958.8241, 957.3763, 952.2405, 911.8313, 17.09045], 'b': [16.53942, 938.5148, 958.9416, 959.4077, 959.1392, 958.8241, 957.3763, 952.2405, 911.8313, 17.09045], 'mattype': ['groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan10_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 20\n", - "Linescan in process: groundscan20_Row2_Module10_Front\n", - "Linescan in process: groundscan20_Row2_Module10_Back\n", - "Saved: results/irr_groundscan20_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan20_Row2_Module10_Back.csv\n", - "{'Wm2': [17.12778, 26.74672, 933.7213, 954.6288, 958.1793000000001, 958.6667000000001, 959.6603, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan100_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 150\n", - "Linescan in process: groundscan150_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan150_Row2_Module10_Back\n", - "Saved: 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan150_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 200\n", - "Linescan in process: groundscan200_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan200_Row2_Module10_Back\n", - "Saved: results/irr_groundscan200_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan200_Row2_Module10_Back.csv\n", - "{'Wm2': [16.84845, 16.62831, 16.40818, 16.90384, 17.12452, 17.34519, 18.00081, 18.64781, 19.29481, 22.46939, 23.29038, 24.111370000000004, 32.9548, 34.13796, 35.32112, 59.13581, 61.29837, 866.3394, 908.4011999999999, 912.2685, 916.1357000000002, 933.272, 938.0390000000001, 942.8061000000001, 945.2842, 947.2504, 949.2167, 951.1829000000001, 951.7431, 952.2253, 952.7076000000001, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan200_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 250\n", - "Linescan in process: groundscan250_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan250_Row2_Module10_Back\n", - "Saved: results/irr_groundscan250_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan250_Row2_Module10_Back.csv\n", - "{'Wm2': [16.85184, 16.71121, 16.57057, 16.42994, 16.73761, 16.94289, 17.14816, 17.35344, 18.45169, 18.99052, 19.52934, 20.06817, 23.576720000000005, 24.26433, 24.95195, 25.639570000000003, 37.40916, 38.48443, 39.55971, 40.63498, 74.40944, 879.467, 881.6462, 883.8254000000001, 920.6408, 923.9041000000001, 927.1673999999999, 930.4306, 939.1991000000002, 941.7914999999999, 944.3839000000002, 946.9762999999999, 949.5687000000001, 949.8601, 950.5314, 951.2026, 951.8738, 952.5450999999999, 953.2163, 954.0645, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan300_Row2_Module10_Front'}\n", - "\n", - "sensorsground: 400\n", - "Linescan in process: groundscan400_Row2_Module10_Front\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Linescan in process: groundscan400_Row2_Module10_Back\n", - "Saved: results/irr_groundscan400_Row2_Module10_Front.csv\n", - "Saved: results/irr_groundscan400_Row2_Module10_Back.csv\n", - "{'Wm2': [16.96485, 16.90485, 16.84484, 16.78484, 16.72484, 16.66484, 16.51692, 16.60559, 16.69426, 16.78293, 16.8716, 16.96027, 18.43281, 18.76707, 19.10134, 19.43561, 19.76988, 20.10415, 23.12482, 23.54534, 23.96587, 24.386389999999995, 24.80692, 25.22744, 32.80549, 33.3952, 33.98491, 34.57462, 35.16433, 35.75404, 58.772619999999996, 59.84703, 60.92144, 864.8743, 865.9487, 867.0232, 907.687, 909.5854, 911.4838999999998, 913.3822999999999, 915.2808, 917.1792, 933.209, 935.5580999999999, 937.9072, 940.2563, 942.6055, 944.9546, 944.5095, 945.5507000000001, 946.592, 947.6331999999999, 948.6744, 949.7157000000001, 950.7569, 951.7981, 951.7096, 951.9749, 952.2401, 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'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane', 'groundplane'], 'title': 'groundscan500_Row2_Module10_Front'}\n", - "\n" - ] - } - ], - "source": [ - "results = []\n", - "\n", - "for i, sensorsground in enumerate(sensorsgroundvalues):\n", - " wm2 = []\n", - " print(f\"sensorsground: {sensorsground}\")\n", - " frontscan, backscan, groundscan = analysis.moduleAnalysis(scene, sensorsy=sensorsy, sensorsground=sensorsground)\n", - " ground, back = analysis.analysis(octfile, \"groundscan\" + str(sensorsground), groundscan, backscan)\n", - " print(ground)\n", - " for i, x in enumerate(ground['x']):\n", - " if x >= 1 and x <= pitch-1:\n", - " wm2.append(ground['Wm2'])\n", - " results.append(np.mean(wm2))\n", - " print(\"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "f4a747d0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[nan,\n", - " 331.0170133333333,\n", - " 581.452908,\n", - " 762.9905370000001,\n", - " 766.2052674999999,\n", - " 767.8041306666667,\n", - " 778.4393911999999,\n", - " 781.4900566666666,\n", - " 782.9172918500001,\n", - " 787.18404984,\n", - " 786.9877453,\n", - " 787.2070694500001,\n", - " 788.90543014]" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "results" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "d805c3e3", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df = pd.DataFrame({\n", - " 'groundscan': sensorsgroundvalues,\n", - " 'average': results\n", - "})\n", - "\n", - "df.plot(x='groundscan', y='average', marker='o', color='blue')\n", - "plt.xticks(np.arange(0, 501, 50))\n", - "plt.title('Irradiance at different groundscan for fixed-tilt')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "677789f7", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.5" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -}