From 4552332513abca8ac6f892c377ac8e941158cf28 Mon Sep 17 00:00:00 2001 From: Marcos Duarte Date: Mon, 23 Oct 2023 23:46:42 -0300 Subject: [PATCH] linewidth --- notebooks/SignalBasicProperties.ipynb | 28 +++++++++++++-------------- 1 file changed, 14 insertions(+), 14 deletions(-) diff --git a/notebooks/SignalBasicProperties.ipynb b/notebooks/SignalBasicProperties.ipynb index 98a3cba..2c82f45 100644 --- a/notebooks/SignalBasicProperties.ipynb +++ b/notebooks/SignalBasicProperties.ipynb @@ -173,7 +173,7 @@ "start_time": "2017-12-30T08:08:41.184890Z" }, "id": "K4R-nZDtwDF0", - "outputId": "f1bdac6a-3dd2-433b-c028-d8fe90d6aea3", + "outputId": "97d11390-5fc0-4663-b086-ec248812e99f", "colab": { "base_uri": "https://localhost:8080/", "height": 429 @@ -220,7 +220,7 @@ "start_time": "2017-12-30T08:08:45.143825Z" }, "id": "wwsEV52DwDF1", - "outputId": "a62929c3-232b-4b2c-8c3f-eea393458676", + "outputId": "52d7d239-1569-48a1-ec98-eae2121155c0", "colab": { "base_uri": "https://localhost:8080/", "height": 430 @@ -334,7 +334,7 @@ "breakpoint": false }, "id": "IJS3Mk2EwDF2", - "outputId": "61945d46-384e-43de-a914-33429a2c8c6a", + "outputId": "c76aeaaa-abf5-45c7-cf67-3289d7d24457", "colab": { "base_uri": "https://localhost:8080/", "height": 307 @@ -441,7 +441,7 @@ "breakpoint": false }, "id": "2RVjDg_FwDF2", - "outputId": "4d0a0723-09d5-4581-ef2f-57e289f59c39", + "outputId": "c1bb9d54-fe4a-4d1b-a644-d02afb930dcf", "colab": { "base_uri": "https://localhost:8080/", "height": 306 @@ -532,7 +532,7 @@ "breakpoint": false }, "id": "EzYlZNb7wDF3", - "outputId": "590aa591-2e96-4693-e18d-23ff6ad8c40c", + "outputId": "39c00e2f-3554-4470-89af-8d4ad396a5e8", "colab": { "base_uri": "https://localhost:8080/", "height": 306 @@ -576,7 +576,7 @@ "### Nyquist-Shannon sampling theorem\n", "\n", "Some requirements must be satisfied for the proper discretization of a signal and an important one is expressed in the [Nyquist-Shannon sampling theorem](https://en.wikipedia.org/wiki/Nyquist%E2%80%93Shannon_sampling_theorem), which is given by (Shannon's version): \n", - "> *\"If a function x(t) contains no frequencies higher than B hertz, it is completely determined by giving its ordinates at a series of points spaced 1/(2B) seconds apart.\"* \n", + "> \"If a function x(t) contains no frequencies higher than B hertz, it is completely determined by giving its ordinates at a series of points spaced 1/(2B) seconds apart.\"\n", "\n", "That is, to appropriately acquire data from some phenomenon which its highest frequency component is $f_B$, the sampling frequency ($fs$) must be at least two times that, $fs\\geq2f_B$. The Nyquist frequency (the highest possible frequency in the acquired (sampled) signal) is half of the sampling frequency.\n", "\n", @@ -611,7 +611,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 14, "metadata": { "id": "y5rl10k_wDF4" }, @@ -621,9 +621,9 @@ " \"\"\"Plot of continuous and discrete signals.\n", " \"\"\"\n", " if ax is None:\n", - " fig, ax = plt.subplots(1, 3, figsize=(9, 5))\n", + " fig, ax = plt.subplots(1, 3, figsize=(9, 4))\n", " ax = ax.flat\n", - " t = np.linspace(0, 1, 1001)\n", + " t = np.linspace(0, 1, 101)\n", " x = np.sin(2*np.pi*t)\n", " x1 = quantize(x, 1, 2)\n", " ax[0].plot(t, x, linewidth=2, color=[0, 0, 1, .3])\n", @@ -663,7 +663,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 15, "metadata": { "ExecuteTime": { "end_time": "2017-12-30T08:09:40.368968Z", @@ -673,10 +673,10 @@ "breakpoint": false }, "id": "JDur8hyXwDF4", - "outputId": "eef1186e-0090-4e43-ed6a-96c38d72ca7a", + "outputId": "2c1f341f-e4b5-4844-95bd-26d872c8afcb", "colab": { "base_uri": "https://localhost:8080/", - "height": 507 + "height": 407 } }, "outputs": [ @@ -684,9 +684,9 @@ "output_type": "display_data", "data": { "text/plain": [ - "
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\n" + "image/png": 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\n" }, "metadata": {} }