From 525068e7b84074ecdc7c1628cc8c95b69a4fed6f Mon Sep 17 00:00:00 2001 From: ChroustJan Date: Fri, 22 Sep 2023 12:02:01 +0000 Subject: [PATCH] Update actions products --- doc/gen/README.md | 10 +- doc/gen/USBPDSINK01-schematic.pdf | Bin 338925 -> 339204 bytes doc/gen/USBPDSINK01-schematic.svg | 32292 ++--- doc/gen/USBPDSINK01.step | 18574 +-- doc/gen/dxf/USBPDSINK01-B_Cu.dxf | 110666 +++++++-------- doc/gen/dxf/USBPDSINK01-B_Fab.dxf | 1830 +- doc/gen/dxf/USBPDSINK01-B_Mask.dxf | 39672 ++++-- doc/gen/dxf/USBPDSINK01-F_Cu.dxf | 49072 ++++--- doc/gen/dxf/USBPDSINK01-F_Mask.dxf | 16420 ++- doc/gen/img/USBPDSINK01-bottom.png | Bin 285913 -> 331183 bytes doc/gen/img/USBPDSINK01-bottom.svg | 1104 +- doc/gen/img/USBPDSINK01-top.png | Bin 268747 -> 289892 bytes doc/gen/img/USBPDSINK01-top.svg | 360 +- hw/cam_profi/USBPDSINK01-ibom.html | 2 +- hw/cam_profi/USBPDSINK01.xml | 4 +- .../assembly/USBPDSINK01-B_Fab+Edge_Cuts.pdf | Bin 39763 -> 39842 bytes .../assembly/USBPDSINK01-F_Fab+Edge_Cuts.pdf | Bin 28392 -> 28444 bytes .../assembly/USBPDSINK01-assembly_page_01.svg | 4 +- .../assembly/USBPDSINK01-assembly_page_02.svg | 4 +- hw/cam_profi/assembly/USBPDSINK01-bom.csv | 14 +- .../assembly/USBPDSINK01-bom_nogroup.csv | 14 +- hw/cam_profi/gbr/USBPDSINK01A-B_Cu.gbr | 3715 +- hw/cam_profi/gbr/USBPDSINK01A-B_Mask.gbr | 200 +- hw/cam_profi/gbr/USBPDSINK01A-B_Paste.gbr | 4 +- .../gbr/USBPDSINK01A-B_Silkscreen.gbr | 4 +- hw/cam_profi/gbr/USBPDSINK01A-Edge_Cuts.gbr | 4 +- hw/cam_profi/gbr/USBPDSINK01A-F_Cu.gbr | 630 +- hw/cam_profi/gbr/USBPDSINK01A-F_Mask.gbr | 58 +- hw/cam_profi/gbr/USBPDSINK01A-F_Paste.gbr | 4 +- .../gbr/USBPDSINK01A-F_Silkscreen.gbr | 4 +- hw/cam_profi/gbr/USBPDSINK01A-NPTH_drill.drl | 4 +- hw/cam_profi/gbr/USBPDSINK01A-PTH_drill.drl | 7 +- hw/cam_profi/gbr/USBPDSINK01A-job.gbrjob | 2 +- 33 files changed, 140817 insertions(+), 133861 deletions(-) diff --git a/doc/gen/README.md b/doc/gen/README.md index 6409d20..701f9b5 100644 --- a/doc/gen/README.md +++ b/doc/gen/README.md @@ -51,7 +51,7 @@ Via: 0.5/0.3 mm (20/12 mils) - By design rules: 0.5/0.3 mm (20/12 mils) - Micro via: yes [0.2/0.1 mm (8/4 mils)] - Buried/blind via: yes -- Total: 46 (thru: 46 buried/blind: 0 micro: 0) +- Total: 47 (thru: 47 buried/blind: 0 micro: 0) Outer Annular Ring: 0.05 mm (2 mils) @@ -78,8 +78,8 @@ Defined tracks: Used tracks: - 0.25 mm (10 mils) (59) defined: yes -- 0.3 mm (12 mils) (176) defined: yes -- 0.5 mm (20 mils) (39) defined: yes +- 0.3 mm (12 mils) (174) defined: yes +- 0.5 mm (20 mils) (37) defined: yes - 0.6 mm (24 mils) (44) defined: yes - 1.0 mm (39 mils) (4) defined: no @@ -90,7 +90,7 @@ Defined vias: Used vias: -- 0.5/0.3 mm (20/12 mils) (Count: 27, Aspect: 3.2 A) defined: yes +- 0.5/0.3 mm (20/12 mils) (Count: 28, Aspect: 3.2 A) defined: yes - 0.8/0.4 mm (31/16 mils) (Count: 19, Aspect: 2.0 A) defined: yes Holes (excluding vias): @@ -107,7 +107,7 @@ Oval holes: Drill tools (including vias and computing adjusts and rounding): -- 0.4 mm (16 mils) (27) +- 0.4 mm (16 mils) (28) - 0.5 mm (20 mils) (19) - 0.65 mm (26 mils) (2) - 0.7 mm (28 mils) (4) diff --git a/doc/gen/USBPDSINK01-schematic.pdf b/doc/gen/USBPDSINK01-schematic.pdf index 52ebe77f84f653d5731d049f9293e4bdfbb18648..d5f939a610bca994563903eddec35552e2cb65dc 100644 GIT binary patch delta 139073 zcmbTd2Ut^0w>JDJhyp>nQUsNzAYdTUq^WcWy*DA0(0h}*1tj#|Lhmi~CLM(c2!t-Z zsWbrr=}q9@KJPj2ci#V;_y5lIUstZZ_N=vL?MX7TXXak_Y)w+Vo1v=WwgfO5HD&f# z_fi%CematCvs<(4a=F%OzR+Wf9l^NXA+(XTqTkuK zr)x4E_qxhzBL)^{xy>^KBmgGwI5W+3K3pnh2S6)tb0Bl$=zg(O9S5frn_cGH5}Vz#rTa(CB|_ul>F+BeHy==Bv{{hARObDP==FSO zriPm1t&@_b*9$YD3LQJH649vzUp<<0Jh)BVn@f_19-V`M^^uGhN&;n`Kh4G0Jja~D znp0NfAI3;p%>i6Ud;?8k?ea1gYMoQ)GyvgJL~nEb{7akFxWgo7F-_~jz5MJSg{J|r zo5i}*gGDY2=WrnmLDPlL^Q1vhJvQ+yv6R6g@z6BoEXbZ4FzVwa{^{53Qp=u~&v9Ku z=nh-Q$@VFVtv$RUdWUW7#Qu^YihUOOo3F+92zXj$xhx0oNl<2*&2@wer9`nWDZ=PJ z$rdc?(4g4A-y?$ILcR2q+OmCeYUq%*-XUVfc}jZNQrj}KGx*Gxf# z>Ab>0k9B5n!xVx;AAf%HS-*QhjATY5tTyiu_Yb?cst21F@3|o25n=A!Wt6z4EaEf> zP+nDP-f^lmb)x0izOvQ{?b5}#bHiQ4+OR`GIXBo|+VEn(RGFb;jlM6?8I*Eg#mb%+hM4~Ng${(CWF8!HF8{LcdT7o)SjS==;JJU=LA|0(9~q?o<` zoIh|U<;VNapZ-6@AD88Sc>Z4mOM?_!3Ky?ctrWo4^tb#YdhKH6kl_$dTp8>ad*>Vd z6RK;U^)&M59{5K;m&HQF$ovyxK1y<}plN*uV}40MkonIs;}N9KSK~({(7nS<1>5~6 zgk(IjT;D_Y7T1}>z53JbysU2RVHNbfxKH1SvTo(~M9scq5QC{6K7~k7arCEMWxRPE$2d4PMX}*K7C+=oWOpV^46T~>wZYQJ5!D)+PYdHXuuKCwBq zqiRs#)Q%8IHKer(zP6xf_;&*MKgQR6_5!rO)Q(u7B!(Ai@1Ig@MHc+Ta+%+Er=$@p zaUeRsO#6srac;d6x-7sHiROxHc_s(-paoo2b^Xf(u__L)>3*}lsbhHsQL!A#A=$*_0BM5m96ol+v& z)3g7pl+(l^pFY7*gJNw8q>Zwt7j zjxjr0k$E7g!==`IIJvJ0jBwY&a1rSL8j)KunOl4w`FO)w^-FzdF85t2!?eE(E4jt} zlB$zzVa*0qZcUFjc>l$|I|4fMV-){3%}A;yhv!!O-wMEg^$XKjn)R&GW?&4^GA9sS zINW1XKkF1*t(-PXeLZjH<@+YyiZ=}&KWmmc$2L|6YX6&P1(ow`WB+>r{DBoJ@(!ed!tS5KKHkbb4Ze^3_hJmRIj6z@i2rQv(FoYw4NXt*5n#}? 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- - -D2 -D2 -D1 +D1 + - - - - - - - - - - - - - - - - -RED +RED + - - - - -YELLOW -YELLOW - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -17804,200 +17812,195 @@ stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> - - - - - - - + - - - - -D4 -D4 -R7 +R7 + - - - - - - - - - - - - -62R +62R + - -RED -RED - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + @@ -18013,226 +18016,250 @@ stroke-linecap:round; stroke-linejoin:round;"> - + - - -R3 -R3 -R6 +R6 + - - - - - - - - - - - - - - - - - - - - - - - -62R -62R - - - - - - - - -62R +62R + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + @@ -24947,113 +24974,124 @@ stroke-linecap:round; stroke-linejoin:round;"> + + -GND -GND -VCC +VCC + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + @@ -25068,113 +25106,118 @@ stroke-linecap:round; stroke-linejoin:round;"> + + -GND -GND - -+3V3 ++3V3 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -25186,560 +25229,314 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -1 -1 - - - -VCC +VCC + - - - - - - -11 -11 - - - - - - - - - - - - - - - -13 -13 - - - - - - - - - - - - - - - - - - - - - -3 -3 - - - - - - - - - - - - - - + + - - -5 -5 - - - - - - - - - - - - - - - - + + - + - -7 -7 -R4 +R4 + - - - - - - -9 -9 - - - - - - - - - - - -10R +10R + - - - - - - - - - - - -J6 -J6 - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -25751,651 +25548,385 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - - -1 -1 - - - - - - - - - - - -2 - -2 - - - - - - - - - - - - -JP1 -JP1 - - - - - - - - - - - - - - - - - - - - - + - - + + + + + + - - -VCC -VCC - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +stroke-linecap:round; stroke-linejoin:round;fill:none" +d="M 258.6990,38.1000 +257.8100,38.1000 +" /> - - - - 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- - - - - - - - - - - - - - - - - - @@ -27194,127 +26548,227 @@ stroke-linecap:round; stroke-linejoin:round;"> + + + + - + + + +1 + +1 + + + + + + + - + + + +2 +2 + + + + + + + + + + + + +stroke-linecap:round; stroke-linejoin:round;"> + - -VCC -VCC - +3 + +3 + - - - - - - - - - - - - - +JP2 +JP2 + - - - - - - - - - - - - - - - - - - + + + + + + @@ -27329,124 +26783,124 @@ stroke-linecap:round; stroke-linejoin:round;"> -VCC VCC - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -27458,234 +26912,236 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - + + + - + + - -1 -1 -R5 +R5 + - - - - - - - - - - -2 - -2 - - - - - - - - - - - - - - - -3 -3 - - - - - - - - - -62R +62R + - - - - - -JP3 -JP3 - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + @@ -27701,257 +27157,220 @@ stroke-linecap:round; stroke-linejoin:round;"> - + - - -R13 -R13 -R1 +R1 + - - - - - - - - - - - - - - - -100k +100k + - - - - - - - - - - - - -4k7 -4k7 - - - - - - - - - - - - - - - - - - - - - - - -R14 -R14 - - - - - - - - - - - - - - - - - - - -4k7 -4k7 - - - - - - - - @@ -27966,113 +27385,113 @@ stroke-linecap:round; stroke-linejoin:round;"> -GND GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -28084,227 +27503,272 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - - + + + - - +1 1 - - - - - - - +2 + 2 - - - - - - - - - - - - - - - -3 - -3 - - - - - -JP1 +JP1 + - - - - - - - - - -JP2 -JP2 - - - - - - - - - - - - - + + + + + + +GND +GND + - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + @@ -28317,409 +27781,559 @@ stroke-linecap:round; stroke-linejoin:round;"> stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> + + + + + + + + + + + + + + + - - +stroke-linecap:round; stroke-linejoin:round;fill:none" +d="M 243.4590,102.8700 +242.5700,102.8700 +" /> - - - - + +stroke-linecap:round; stroke-linejoin:round;fill:none" +d="M 243.4590,95.2500 +242.5700,95.2500 +" /> - - + + + + + + + + + + + + + + - -D1 -D1 -1 +1 + - - - - - + - +11 +11 + - - - - - - - - - - + -RED -RED - +13 +13 + - - - - - - - - - - - - - - - - - - + - +3 +3 + - - - - - - - + + + + + - - - - - - - - + - -5 +5 + - - - -R7 -R7 - - - - - - - - - - - - - -62R -62R - + - +7 +7 + - - + - +9 +9 + - - - - - - - - - - - - - - - - - - - - - +J6 +J6 + - - - - - - - - - - - - - - - - + + + + + + + + + @@ -28731,127 +28345,237 @@ stroke-linecap:round; stroke-linejoin:round;"> + + + + + + + + + + + + + + + + + + + + - -VCC -VCC - -1 +1 + - - - - - + - +3 +3 + - - - - - - - - - - - - - + - +5 +5 + - - - - - - - - - - + + + + + + +J4 +J4 + + + + + + + + @@ -28863,254 +28587,248 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - - - +stroke-linecap:round; stroke-linejoin:round;fill:none" +d="M 29.2100,104.1400 +29.2100,105.4100 +30.4800,105.4100 +29.2100,106.6800 +27.9400,105.4100 +29.2100,105.4100 +" /> -R6 -R6 - - - - - - - - - - - -GND +GND + - - - - - - - - - - - - - - - - - - - - -62R -62R - - - - - - - - - - - + + + + + + + + +VCC +VCC + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -29126,220 +28844,139 @@ stroke-linecap:round; stroke-linejoin:round;"> - + - - -R1 -R1 -R13 +R13 + - - - - - - - - - - - - - - - -100k -100k - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -4k7 +4k7 + - - - - - - - @@ -29351,1524 +28988,627 @@ stroke-linecap:round; stroke-linejoin:round;"> + + + + + + + + + + + + -VCC -VCC - - - - - - - - - -D3 +D3 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -ADDR0 -ADDR0 - - -BLUE +BLUE + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -EXT_PWR -EXT_PWR - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -PWR_OK2 -PWR_OK2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -RESET -RESET - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -PWR_OK3 -PWR_OK3 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - -PWR_OK3 -PWR_OK3 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - -PWR_OK2 -PWR_OK2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + - - +D2 +D2 + - - - - - - - - - - - - - - - - - - - - - -EXT_PWR -EXT_PWR - - - - -YELLOW +YELLOW + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - + + -SIDE -SIDE -RESET +RESET + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + -ALERT -ALERT - -PWR_OK2 +PWR_OK2 + - - - - - - - - - - - - - - - - - - - - - - - - - -SDA - -SDA - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -ATTACH -ATTACH -RESET +RESET + - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + - -SCL - -SCL -PWR_OK3 +PWR_OK3 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -PWR_OK2 -PWR_OK2 - - - - - - - - - - - - - - - - - - - - - - - + + +EXT_PWR +EXT_PWR + - - - - - - - - - - - - - - - - - - - - + - - - - - - - - - - - - -DISCH -DISCH -SCL +SCL + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +GPIO +GPIO + - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + -RESET -RESET -PWR_OK3 +PWR_OK3 + - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + - - - - - - - - - - - - - - - - + -SIDE -SIDE -ADDR0 +ADDR0 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -ALERT -ALERT - - - - - - - - - - - - - - - - - - - - - - -GPIO -GPIO -ALERT +ALERT + - - - - - - - - - - - - - - - - - - - - - - + + +SIDE +SIDE + - - - - - - - - - + + + + + + + + + + + + + + + - - - - - - - - - - - -PWR_OK3 -PWR_OK3 - - - -PWR_OK2 +PWR_OK2 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GPIO +text-anchor="start" opacity="0">GPIO GPIO - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -SIDE -SIDE -DISCH +DISCH + - + + + + + + + + + + + + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -SDA -SDA - - - - - - - - - - - - -PWR_OK3 +PWR_OK3 + - - - - - - - - - - - - - - - - - - - - - - - - - -SCL -SCL - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -ALERT -ALERT - -PWR_OK2 +PWR_OK2 + - - - - - - - - - - - - - - - - - - - - - - - - -SDA -SDA - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -ADDR0 -ADDR0 - +SCL + +SCL + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +ATTACH +ATTACH + - - - - - - - - - - - - - - - - - - - - - + + + + + + -ADDR1 -ADDR1 - - - - - - - - - - - +SDA + +SDA + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + -DISCH -DISCH -ALERT +ALERT + - - - - - - - - - - - - - - - - - - - - - - + + +SIDE +SIDE + - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + -VBUS_VS_DISCH -VBUS_VS_DISCH -EXT_PWR +EXT_PWR + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + +PWR_OK2 +PWR_OK2 + + + + + + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +GPIO +GPIO + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -EXT_PWR +text-anchor="end" opacity="0">EXT_PWR EXT_PWR - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +SIDE +SIDE + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + ATTACH @@ -34792,253 +33940,112 @@ L92.9229 46.1830 L92.8625 46.3039 " /> - - - - - - - - - - - - - -ALERT -ALERT - - - - - - - - - - - - - - - - - - - - - - - - - - -GPIO -GPIO - - - - - - - - - - - - - - - - - - - - - - + + +ALERT +ALERT + - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +VBUS_VS_DISCH +VBUS_VS_DISCH + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -SCL -SCL - - - - - - - - - - - - - - -ALERT +ALERT + - - - - - - - - - - - - - - - - - - - - - -PWR_OK2 -PWR_OK2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -DISCH +DISCH + - - - - - - - - - - - - - - - - - - - - - - -Mounting holes -Mounting holes - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +ADDR1 +ADDR1 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +ADDR0 +ADDR0 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -LED indicators -LED indicators - - - - - - - - - - - - - + + +SDA +SDA + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +SDA +SDA + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +SCL +SCL + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - + + -Addr selector -Addr selector -Mounting holes +Mounting holes + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +Power selector +Power selector + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Power selector -Power selector -Addr selector +Addr selector + - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - - - + + +Output disconnector +Output disconnector + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -LDO for internal purposes -LDO for internal purposes - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +LED indicators +LED indicators + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +LDO for internal purposes +LDO for internal purposes + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Output disconnector -Output disconnector - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -In case of unconnected JP3, -In case of unconnected JP3, - - - +I don't want to use LDO to power +I don't want to use LDO to power + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -disable second power option. -disable second power option. - - - - - - - - - - -external parts, because there would be +external parts, because there would be + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -PD sink will be active only -PD sink will be active only - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -large power loss when it is in 20V +large power loss when it is in 20V + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -when it is powered from USB -when it is powered from USB - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -mode. Therefore, internal 3v3 LDO can +mode. Therefore, internal 3v3 LDO can + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -External power voltage must -External power voltage must - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -be used only for pullups and LEDs +be used only for pullups and LEDs + - - - - - - - - - - - -be within 3v - 5v5. -be within 3v - 5v5. - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -I don't want to use LDO to power -I don't want to use LDO to power - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +External power voltage must +External power voltage must + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -external parts, because there would be -external parts, because there would be - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -be within 3v - 5v5. +be within 3v - 5v5. + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +In case of unconnected JP3, +In case of unconnected JP3, + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -large power loss when it is in 20V -large power loss when it is in 20V - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -disable second power option. +disable second power option. + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -mode. Therefore, internal 3v3 LDO can -mode. Therefore, internal 3v3 LDO can - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -PD sink will be active only +PD sink will be active only + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -be used only for pullups and LEDs -be used only for pullups and LEDs - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -when it is powered from USB +when it is powered from USB + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -D1 -D1 -D3 +D3 + - - - - - - - - - - - - - - - - -RED -RED - - - - - - - - -BLUE +BLUE + - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + - - -R7 -R7 - - -D2 +D2 + - - - - - - - - - - -62R -62R - - - - - - - - - - - -YELLOW +YELLOW + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R6 -R6 - - - - - - -R5 +R5 + - - - - - - - - - - - - - - - - - - - - - - - - - -62R 62R - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -D5 -D5 - - - - - - - - - - - - - - - -R4 +R4 + - - - - - - - - - - - -GREEN -GREEN - - -10R +10R + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R3 -R3 -R6 +R6 + - - - - - - - - - - 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+ - - - + + + - - + + - - + + - - + + - - + + - - + + - - + + - - + + @@ -1483,6 +1483,9 @@ + + + @@ -1495,7 +1498,7 @@ - + @@ -1628,7 +1631,6 @@ - @@ -1663,9 +1665,6 @@ - - - @@ -1712,11 +1711,6 @@ - - - - - @@ -1910,9 +1904,6 @@ - - - @@ -2024,8 +2015,9 @@ - - + + + @@ -2572,6 +2564,9 @@ + + + @@ -2584,7 +2579,7 @@ - + @@ -2717,7 +2712,6 @@ - @@ -2752,9 +2746,6 @@ - - - @@ -2801,11 +2792,6 @@ - - - - - @@ -2999,9 +2985,6 @@ - - - @@ -3113,8 +3096,9 @@ - - + + + @@ -4294,7 +4278,7 @@ - + @@ -4505,7 +4489,7 @@ - + diff --git a/doc/gen/img/USBPDSINK01-top.png b/doc/gen/img/USBPDSINK01-top.png index 0cfc817683f2ad131f335c40f913006078a90ead..d7f5ab79f130f542f3f8cd8bafb79aa255de720e 100644 GIT binary patch literal 289892 zcmeFZXEGlH@Ap1t7rd!><& z!`({$#}+5cHGg&}z5jT%zhN~MYQZs=8W?#49Q=Pj{x<^u8-f3g!2d?z|E~xX(kN() z;o0F)E3FE9v;KFK!aT-UoYT4@9_f4aR}5bk*{ntX&nxz^9N?RGpWe8v6X20rk0$7^ zuUF}dc?;p;iQD)|Gi^;J6rY^4Yj%(ahyo|GtbkE_pKib zd#n7n>z8sdGfdrRpD%Jk@9%j%yB5pKk#qap0dG*%+S(dD%SFCEo!3iALBU$kp7r6w 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/hw/cam_profi/USBPDSINK01.xml b/hw/cam_profi/USBPDSINK01.xml index d643fca..e34b02e 100644 --- a/hw/cam_profi/USBPDSINK01.xml +++ b/hw/cam_profi/USBPDSINK01.xml @@ -2,7 +2,7 @@ /github/workspace/hw/sch_pcb/USBPDSINK01.kicad_sch - Wed Sep 20 19:49:23 2023 + Fri Sep 22 12:01:29 2023 Eeschema 7.0.7-7.0.7~ubuntu23.04.1 @@ -608,7 +608,7 @@ ffef39d6-9592-4198-8d74-92b0f2a5c7d6 - R10 + 10R Resistor_SMD:R_0805_2012Metric R0805 10R 1% diff --git a/hw/cam_profi/assembly/USBPDSINK01-B_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/USBPDSINK01-B_Fab+Edge_Cuts.pdf index d0e00dd503ebf38949737899338501784c083b29..1294864750db33651950d179eb58e38dbeca89f9 100644 GIT binary patch delta 30800 zcmV)GK)%1zwgRHJ0+3CA{mZT;Nf0H3&f_c24{!*7yU&qYLSjHOV1O80<)ylXGC|!8 z;PVN4EHm?cG9n62@jrh3mxKOt z)|MHdiJNfS=x25)dX;8;SHs@Df>H1l} z*7-foK?44#umAD*L6zqvq<>xiE2V#p*}kujTbbW2-xHPkeXjaN|2yl~80CAEuZ!S2 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created as USBPDSINK01-Edge_Cuts.svg date 2023/09/22 12:01:23 Image generated by PCBNEW diff --git a/hw/cam_profi/assembly/USBPDSINK01-assembly_page_02.svg b/hw/cam_profi/assembly/USBPDSINK01-assembly_page_02.svg index 77aa4d8..69066ef 100644 --- a/hw/cam_profi/assembly/USBPDSINK01-assembly_page_02.svg +++ b/hw/cam_profi/assembly/USBPDSINK01-assembly_page_02.svg @@ -1,6 +1,6 @@ -SVG Image created as USBPDSINK01-F_Fab.svg date 2023/09/20 19:49:17 +SVG Image created as USBPDSINK01-F_Fab.svg date 2023/09/22 12:01:23 Image generated by PCBNEW @@ -813,7 +813,7 @@ -SVG Image created as USBPDSINK01-Edge_Cuts.svg date 2023/09/20 19:49:17 +SVG Image created as USBPDSINK01-Edge_Cuts.svg date 2023/09/22 12:01:23 Image generated by PCBNEW diff --git a/hw/cam_profi/assembly/USBPDSINK01-bom.csv b/hw/cam_profi/assembly/USBPDSINK01-bom.csv index 1f54abe..1ec730e 100644 --- a/hw/cam_profi/assembly/USBPDSINK01-bom.csv +++ b/hw/cam_profi/assembly/USBPDSINK01-bom.csv @@ -16,12 +16,12 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet 15,"Jumper, 3-pole, pins 1+2 closed/bridged",Jumper_3_Bridged12,JP2,Jumper_3_Bridged12,SolderJumper-3_P1.3mm_Bridged12_RoundedPad1.0x1.5mm,1,~,,,,, 16,"Jumper, 3-pole, pins 1+2 closed/bridged",Jumper_3_Bridged12,JP3,Jumper_3_Bridged12,PinHeader_1x03_P2.54mm_Vertical,1,~,,,,, 17,"P-MOSFET transistor, drain/source/gate, 40V, 9A, 12mOhm",IRF7469PbF,Q2,IRF9317TRPBF,SOIC-8_3.9x4.9mm_P1.27mm,1,,IRF9317TRPBF,IRF9317TRPBF,64f8de80f3b9d36f37fc9304,1=D 2=G 3=S,VDMOS -18,"Resistor, small symbol",R_Small,R3R5R6R7,62R,R_0805_2012Metric,4,~,R0805 62R 1%,R0805 62R 1%,5c70984512875079b91f8974,, -19,"Resistor, small symbol",R_Small,R11,100R,R_0805_2012Metric,1,~,R0805 100R 1%,R0805 100R 1%,5c70984512875079b91f8977,, -20,"Resistor, small symbol",R_Small,R8R9,1k,R_0805_2012Metric,2,~,R0805 1k 1%,R0805 1k 1%,5c70984512875079b91f898c,, -21,"Resistor, small symbol",R_Small,R13R14R15R16R17R18R19R20R21,4k7,R_0805_2012Metric,9,~,R0805 4k7 1%,R0805 4k7 1%,5c70984612875079b91f8995,, -22,"Resistor, small symbol",R_Small,R12,20k,R_0805_2012Metric,1,~,R0805 20k 1%,R0805 20k 1%,5c70984612875079b91f89a3,, -23,"Resistor, small symbol",R_Small,R1R10R22,100k,R_0805_2012Metric,3,~,R0805 100K 1%,R0805 100K 1%,639ed3d540d28a66c9e88a9e,, -24,"Resistor, small symbol",R_Small,R4,R10,R_0805_2012Metric,1,~,R0805 10R 1%,R0805 10R 1%,5c70984512875079b91f896d,, +18,"Resistor, small symbol",R_Small,R4,10R,R_0805_2012Metric,1,~,R0805 10R 1%,R0805 10R 1%,5c70984512875079b91f896d,, +19,"Resistor, small symbol",R_Small,R3R5R6R7,62R,R_0805_2012Metric,4,~,R0805 62R 1%,R0805 62R 1%,5c70984512875079b91f8974,, +20,"Resistor, small symbol",R_Small,R11,100R,R_0805_2012Metric,1,~,R0805 100R 1%,R0805 100R 1%,5c70984512875079b91f8977,, +21,"Resistor, small symbol",R_Small,R8R9,1k,R_0805_2012Metric,2,~,R0805 1k 1%,R0805 1k 1%,5c70984512875079b91f898c,, +22,"Resistor, small symbol",R_Small,R13R14R15R16R17R18R19R20R21,4k7,R_0805_2012Metric,9,~,R0805 4k7 1%,R0805 4k7 1%,5c70984612875079b91f8995,, +23,"Resistor, small symbol",R_Small,R12,20k,R_0805_2012Metric,1,~,R0805 20k 1%,R0805 20k 1%,5c70984612875079b91f89a3,, +24,"Resistor, small symbol",R_Small,R1R10R22,100k,R_0805_2012Metric,3,~,R0805 100K 1%,R0805 100K 1%,639ed3d540d28a66c9e88a9e,, 25,"50mA Ultra-Low Quiescent Current LDO Voltage Regulator, 3.3V fixed output, TO-252/SOT-223",LM2936-3.3,U2,NCV4274CST33T3G,SOT-223-3_TabPin2,1,https://cz.mouser.com/datasheet/2/308/1/NCV4274C_D-2317600.pdf,NCV4274CST33T3G,NCV4274CST33T3G,650b45d7462c6d9e720544df,, 26,"Stand-alone USB PD controller (with sink Auto-run mode), QFN-24",STUSB4500QTR,U1,STUSB4500QTR,QFN-24-1EP_4x4mm_P0.5mm_EP2.7x2.7mm,1,https://www.st.com/resource/en/datasheet/stusb4500.pdf,STUSB4500QTR,STUSB4500QTR,64f8daa2f3b9d36f37fc92aa,, diff --git a/hw/cam_profi/assembly/USBPDSINK01-bom_nogroup.csv b/hw/cam_profi/assembly/USBPDSINK01-bom_nogroup.csv index 1f54abe..1ec730e 100644 --- a/hw/cam_profi/assembly/USBPDSINK01-bom_nogroup.csv +++ b/hw/cam_profi/assembly/USBPDSINK01-bom_nogroup.csv @@ -16,12 +16,12 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet 15,"Jumper, 3-pole, pins 1+2 closed/bridged",Jumper_3_Bridged12,JP2,Jumper_3_Bridged12,SolderJumper-3_P1.3mm_Bridged12_RoundedPad1.0x1.5mm,1,~,,,,, 16,"Jumper, 3-pole, pins 1+2 closed/bridged",Jumper_3_Bridged12,JP3,Jumper_3_Bridged12,PinHeader_1x03_P2.54mm_Vertical,1,~,,,,, 17,"P-MOSFET transistor, drain/source/gate, 40V, 9A, 12mOhm",IRF7469PbF,Q2,IRF9317TRPBF,SOIC-8_3.9x4.9mm_P1.27mm,1,,IRF9317TRPBF,IRF9317TRPBF,64f8de80f3b9d36f37fc9304,1=D 2=G 3=S,VDMOS -18,"Resistor, small symbol",R_Small,R3R5R6R7,62R,R_0805_2012Metric,4,~,R0805 62R 1%,R0805 62R 1%,5c70984512875079b91f8974,, -19,"Resistor, small symbol",R_Small,R11,100R,R_0805_2012Metric,1,~,R0805 100R 1%,R0805 100R 1%,5c70984512875079b91f8977,, -20,"Resistor, small symbol",R_Small,R8R9,1k,R_0805_2012Metric,2,~,R0805 1k 1%,R0805 1k 1%,5c70984512875079b91f898c,, -21,"Resistor, small symbol",R_Small,R13R14R15R16R17R18R19R20R21,4k7,R_0805_2012Metric,9,~,R0805 4k7 1%,R0805 4k7 1%,5c70984612875079b91f8995,, -22,"Resistor, small symbol",R_Small,R12,20k,R_0805_2012Metric,1,~,R0805 20k 1%,R0805 20k 1%,5c70984612875079b91f89a3,, -23,"Resistor, small symbol",R_Small,R1R10R22,100k,R_0805_2012Metric,3,~,R0805 100K 1%,R0805 100K 1%,639ed3d540d28a66c9e88a9e,, -24,"Resistor, small symbol",R_Small,R4,R10,R_0805_2012Metric,1,~,R0805 10R 1%,R0805 10R 1%,5c70984512875079b91f896d,, +18,"Resistor, small symbol",R_Small,R4,10R,R_0805_2012Metric,1,~,R0805 10R 1%,R0805 10R 1%,5c70984512875079b91f896d,, +19,"Resistor, small symbol",R_Small,R3R5R6R7,62R,R_0805_2012Metric,4,~,R0805 62R 1%,R0805 62R 1%,5c70984512875079b91f8974,, +20,"Resistor, small symbol",R_Small,R11,100R,R_0805_2012Metric,1,~,R0805 100R 1%,R0805 100R 1%,5c70984512875079b91f8977,, +21,"Resistor, small symbol",R_Small,R8R9,1k,R_0805_2012Metric,2,~,R0805 1k 1%,R0805 1k 1%,5c70984512875079b91f898c,, +22,"Resistor, small symbol",R_Small,R13R14R15R16R17R18R19R20R21,4k7,R_0805_2012Metric,9,~,R0805 4k7 1%,R0805 4k7 1%,5c70984612875079b91f8995,, +23,"Resistor, small symbol",R_Small,R12,20k,R_0805_2012Metric,1,~,R0805 20k 1%,R0805 20k 1%,5c70984612875079b91f89a3,, +24,"Resistor, small symbol",R_Small,R1R10R22,100k,R_0805_2012Metric,3,~,R0805 100K 1%,R0805 100K 1%,639ed3d540d28a66c9e88a9e,, 25,"50mA Ultra-Low Quiescent Current LDO Voltage Regulator, 3.3V fixed output, TO-252/SOT-223",LM2936-3.3,U2,NCV4274CST33T3G,SOT-223-3_TabPin2,1,https://cz.mouser.com/datasheet/2/308/1/NCV4274C_D-2317600.pdf,NCV4274CST33T3G,NCV4274CST33T3G,650b45d7462c6d9e720544df,, 26,"Stand-alone USB PD controller (with sink Auto-run mode), QFN-24",STUSB4500QTR,U1,STUSB4500QTR,QFN-24-1EP_4x4mm_P0.5mm_EP2.7x2.7mm,1,https://www.st.com/resource/en/datasheet/stusb4500.pdf,STUSB4500QTR,STUSB4500QTR,64f8daa2f3b9d36f37fc92aa,, diff --git a/hw/cam_profi/gbr/USBPDSINK01A-B_Cu.gbr b/hw/cam_profi/gbr/USBPDSINK01A-B_Cu.gbr index e39fe4c..edaafbd 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-B_Cu.gbr +++ b/hw/cam_profi/gbr/USBPDSINK01A-B_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-20T19:48:31+00:00*% +%TF.CreationDate,2023-09-22T12:00:46+00:00*% %TF.ProjectId,USBPDSINK01,55534250-4453-4494-9e4b-30312e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L2,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-20 19:48:31* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-22 12:00:46* %MOMM*% %LPD*% G01* @@ -1234,13 +1234,14 @@ X29800000Y14150000D03* X18000000Y31300000D03* D43* X25300000Y28400000D03* +X26760000Y28419000D03* X25300000Y29700000D03* D42* X26300000Y18200000D03* 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X19735049Y50090000D01* @@ -11378,8 +11103,8 @@ X19437724Y50426161D01* X19340234Y50243768D01* X19340232Y50243763D01* X19293588Y50090001D01* -X5400000Y50090001D01* -X5400000Y52630001D01* +X5834500Y50090001D01* +X5834500Y52630001D01* X19293588Y52630001D01* X19293589Y52630000D01* X19735049Y52630000D01* @@ -11479,13 +11204,15 @@ X19437724Y52966161D01* X19340234Y52783768D01* X19340232Y52783763D01* X19293588Y52630001D01* -X5400000Y52630001D01* -X5400000Y55501000D01* -X5418907Y55559191D01* -X5468407Y55595155D01* -X5499000Y55600000D01* -X45301000Y55600000D01* -X45359191Y55581093D01* +X5834500Y52630001D01* +X5834500Y55026500D01* +X5853407Y55084691D01* +X5902907Y55120655D01* +X5933500Y55125500D01* +X25328039Y55125500D01* +X25471961Y55125500D01* +X44866500Y55125500D01* +X44924691Y55106593D01* G37* %TD.AperFunction*% %TD*% diff --git a/hw/cam_profi/gbr/USBPDSINK01A-B_Mask.gbr b/hw/cam_profi/gbr/USBPDSINK01A-B_Mask.gbr index 1e23c35..aaa5df8 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-B_Mask.gbr +++ b/hw/cam_profi/gbr/USBPDSINK01A-B_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-20T19:48:31+00:00*% +%TF.CreationDate,2023-09-22T12:00:46+00:00*% %TF.ProjectId,USBPDSINK01,55534250-4453-4494-9e4b-30312e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Soldermask,Bot*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-20 19:48:31* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-22 12:00:46* %MOMM*% %LPD*% G01* @@ -29,41 +29,45 @@ G04 Aperture macros list* 20,1,$1+$1,$6,$7,$8,$9,0* 20,1,$1+$1,$8,$9,$2,$3,0*% %AMFreePoly0* 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2023-09-20 19:48:31* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-22 12:00:46* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/USBPDSINK01A-F_Cu.gbr b/hw/cam_profi/gbr/USBPDSINK01A-F_Cu.gbr index 28707bb..945df14 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-F_Cu.gbr +++ b/hw/cam_profi/gbr/USBPDSINK01A-F_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-20T19:48:31+00:00*% +%TF.CreationDate,2023-09-22T12:00:46+00:00*% %TF.ProjectId,USBPDSINK01,55534250-4453-4494-9e4b-30312e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L1,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-20 19:48:31* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-22 12:00:46* %MOMM*% %LPD*% G01* @@ -233,13 +233,14 @@ X29800000Y14150000D03* 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+X10554872Y34739190D01* X10609389Y34766967D01* X10624876Y34768186D01* X10629831Y34768186D01* @@ -3311,6 +3178,7 @@ X14255000Y28929417D01* X14255003Y28929417D01* X14460929Y28949699D01* X14460934Y28949700D01* +X14461056Y28949737D01* X14658954Y29009768D01* X14841450Y29107315D01* X15001410Y29238590D01* @@ -3339,7 +3207,7 @@ X16795000Y28929417D01* X16795003Y28929417D01* X17000929Y28949699D01* X17000934Y28949700D01* -X17000933Y28949700D01* +X17001056Y28949737D01* X17198954Y29009768D01* X17381450Y29107315D01* X17541410Y29238590D01* @@ -3416,7 +3284,7 @@ X15293867Y31596769D01* X15305500Y31655252D01* X15305500Y33394748D01* X15303921Y33402684D01* -X15298460Y33430139D01* +X15294953Y33447769D01* X15293867Y33453231D01* X15249552Y33519552D01* X15249548Y33519555D01* @@ -3471,14 +3339,14 @@ X15759698Y32319071D01* X15759699Y32319066D01* X15819768Y32121046D01* X15917316Y31938548D01* -X16012315Y31822791D01* +X16018709Y31815000D01* X16048590Y31778590D01* X16048595Y31778586D01* X16208547Y31647317D01* X16208548Y31647317D01* X16208550Y31647315D01* X16391046Y31549768D01* -X16528996Y31507922D01* +X16506694Y31514687D01* X16589065Y31489700D01* X16589070Y31489699D01* X16794997Y31469417D01* @@ -3486,7 +3354,7 @@ X16795000Y31469417D01* X16795003Y31469417D01* X17000929Y31489699D01* X17000934Y31489700D01* -X17000934Y31489701D01* +X17013926Y31493641D01* X17198954Y31549768D01* X17381450Y31647315D01* X17541410Y31778590D01* @@ -3591,6 +3459,7 @@ X17557796Y25753480D01* X17503279Y25725703D01* X17442847Y25735274D01* X17424988Y25746955D01* +X17383385Y25781097D01* X17381451Y25782684D01* X17381452Y25782684D01* X17198954Y25880232D01* @@ -3614,7 +3483,7 @@ X15759698Y24699071D01* X15759699Y24699066D01* X15819768Y24501046D01* X15917316Y24318548D01* -X16042721Y24165741D01* +X16037676Y24171889D01* X16048590Y24158590D01* X16048595Y24158586D01* X16208547Y24027317D01* @@ -3680,9 +3549,8 @@ X26246247Y32008315D01* X26249500Y31983147D01* X26249500Y31546619D01* X26247393Y31526304D01* -X26245128Y31515500D01* X26244957Y31514685D01* -X26246746Y31500337D01* +X26248072Y31489700D01* X26249120Y31481291D01* X26249500Y31475163D01* X26249500Y31470960D01* @@ -3733,7 +3601,7 @@ X28442379Y30960232D01* X28442633Y30961998D01* X28442633Y30962003D01* X28424197Y31090226D01* -X28370382Y31208062D01* +X28417171Y31105610D01* X28370382Y31208063D01* X28285549Y31305967D01* X28285548Y31305968D01* @@ -4052,7 +3920,7 @@ X29649382Y28967927D01* X29649497Y28966398D01* X29649500Y28966379D01* X29649500Y28966372D01* -X29652013Y28949700D01* +X29652007Y28949737D01* X29654296Y28934549D01* X29663328Y28871729D01* X29664572Y28866106D01* @@ -4125,6 +3993,7 @@ X30543451Y28909384D01* X30550500Y28932232D01* X30550500Y28960833D01* X30551508Y28974924D01* +X30552310Y28980500D01* X30555133Y29000134D01* X30551508Y29025348D01* X30550500Y29039437D01* @@ -4194,7 +4063,7 @@ X34224085Y23945078D01* X34224082Y23945082D01* X34224077Y23945086D01* X34224076Y23945087D01* -X34118359Y24026206D01* +X34147431Y24003898D01* X34098641Y24041336D01* X34098640Y24041337D01* X34098638Y24041338D01* @@ -4355,7 +4224,8 @@ X35899183Y23407827D01* X35918508Y23390706D01* X35920686Y23388656D01* X38228654Y21080688D01* -X38230704Y21078511D01* +X38230700Y21078516D01* +X38240905Y21066996D01* X38272065Y21031823D01* X38272067Y21031821D01* X38272071Y21031817D01* @@ -4389,7 +4259,7 @@ X39413547Y20682317D01* X39413548Y20682317D01* X39413550Y20682315D01* X39596046Y20584768D01* -X39687372Y20557065D01* +X39733996Y20542922D01* X39794065Y20524700D01* X39794070Y20524699D01* X39999997Y20504417D01* @@ -4397,7 +4267,7 @@ X40000000Y20504417D01* X40000003Y20504417D01* X40205929Y20524699D01* X40205934Y20524700D01* -X40215474Y20527594D01* +X40205933Y20524700D01* X40403954Y20584768D01* X40586450Y20682315D01* X40746410Y20813590D01* @@ -4413,7 +4283,7 @@ X41953547Y20682317D01* X41953548Y20682317D01* X41953550Y20682315D01* X42136046Y20584768D01* -X42227372Y20557065D01* +X42273996Y20542922D01* X42334065Y20524700D01* X42334070Y20524699D01* X42539997Y20504417D01* @@ -4421,7 +4291,7 @@ X42540000Y20504417D01* X42540003Y20504417D01* X42745929Y20524699D01* X42745934Y20524700D01* -X42755474Y20527594D01* +X42745934Y20524701D01* X42943954Y20584768D01* X43126450Y20682315D01* X43286410Y20813590D01* @@ -4433,7 +4303,7 @@ X43595583Y21559997D01* X43595583Y21560004D01* X43575301Y21765930D01* X43575300Y21765935D01* -X43531025Y21911891D01* +X43550658Y21847168D01* X43515232Y21963954D01* X43417685Y22146450D01* X43407331Y22159066D01* @@ -5346,8 +5216,8 @@ X6199499Y17834458D01* X6197238Y17813421D01* X6195641Y17806079D01* X6195640Y17806075D01* -X5400000Y17806075D01* -X5400000Y39905001D01* +X5834500Y17806075D01* +X5834500Y39905001D01* X7038588Y39905001D01* X7038589Y39905000D01* X7480049Y39905000D01* @@ -5534,8 +5404,8 @@ X7182724Y40241161D01* X7085234Y40058768D01* X7085232Y40058763D01* X7038588Y39905001D01* -X5400000Y39905001D01* -X5400000Y42445001D01* +X5834500Y39905001D01* +X5834500Y42445001D01* X7038588Y42445001D01* X7038589Y42445000D01* X7480049Y42445000D01* @@ -5698,7 +5568,7 @@ X18393221Y42864651D01* X18375232Y42923954D01* X18277685Y43106450D01* X18146410Y43266410D01* -X18146404Y43266415D01* +X18091921Y43311128D01* X17986452Y43397684D01* X17803954Y43495232D01* X17605934Y43555301D01* @@ -5789,8 +5659,8 @@ X7182724Y42781161D01* X7085234Y42598768D01* X7085232Y42598763D01* X7038588Y42445001D01* -X5400000Y42445001D01* -X5400000Y44985001D01* +X5834500Y42445001D01* +X5834500Y44985001D01* X7038588Y44985001D01* X7038589Y44985000D01* X7480049Y44985000D01* @@ -6087,8 +5957,8 @@ X7182724Y45321161D01* X7085234Y45138768D01* X7085232Y45138763D01* X7038588Y44985001D01* -X5400000Y44985001D01* -X5400000Y50090001D01* +X5834500Y44985001D01* +X5834500Y50090001D01* X19293588Y50090001D01* X19293589Y50090000D01* X19735049Y50090000D01* @@ -6502,8 +6372,8 @@ X19437724Y50426161D01* X19340234Y50243768D01* X19340232Y50243763D01* X19293588Y50090001D01* -X5400000Y50090001D01* -X5400000Y52630001D01* +X5834500Y50090001D01* +X5834500Y52630001D01* X19293588Y52630001D01* X19293589Y52630000D01* X19735049Y52630000D01* @@ -6911,13 +6781,15 @@ X19437724Y52966161D01* X19340234Y52783768D01* X19340232Y52783763D01* X19293588Y52630001D01* -X5400000Y52630001D01* -X5400000Y55501000D01* -X5418907Y55559191D01* -X5468407Y55595155D01* -X5499000Y55600000D01* -X45301000Y55600000D01* -X45359191Y55581093D01* +X5834500Y52630001D01* +X5834500Y55026500D01* +X5853407Y55084691D01* +X5902907Y55120655D01* +X5933500Y55125500D01* +X25328039Y55125500D01* +X25471961Y55125500D01* +X44866500Y55125500D01* +X44924691Y55106593D01* G37* %TD.AperFunction*% %TD*% diff --git a/hw/cam_profi/gbr/USBPDSINK01A-F_Mask.gbr b/hw/cam_profi/gbr/USBPDSINK01A-F_Mask.gbr index 718b90a..f8de518 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-F_Mask.gbr +++ b/hw/cam_profi/gbr/USBPDSINK01A-F_Mask.gbr @@ -1,24 +1,44 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-20T19:48:31+00:00*% +%TF.CreationDate,2023-09-22T12:00:46+00:00*% %TF.ProjectId,USBPDSINK01,55534250-4453-4494-9e4b-30312e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Soldermask,Top*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-20 19:48:31* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-22 12:00:46* %MOMM*% %LPD*% G01* G04 APERTURE LIST* -%ADD10R,2.500000X2.500000*% -%ADD11C,2.500000*% -%ADD12C,6.000000*% -%ADD13R,1.700000X1.700000*% -%ADD14O,1.700000X1.700000*% -%ADD15C,0.650000*% -%ADD16O,1.000000X2.000000*% -%ADD17O,1.050000X2.100000*% +G04 Aperture macros list* +%AMRoundRect* +0 Rectangle with rounded corners* +0 $1 Rounding radius* +0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners* +0 Add a 4 corners polygon primitive as box body* +4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0* +0 Add four circle primitives for the rounded corners* +1,1,$1+$1,$2,$3* +1,1,$1+$1,$4,$5* +1,1,$1+$1,$6,$7* +1,1,$1+$1,$8,$9* +0 Add four rect primitives between the rounded corners* +20,1,$1+$1,$2,$3,$4,$5,0* +20,1,$1+$1,$4,$5,$6,$7,0* +20,1,$1+$1,$6,$7,$8,$9,0* +20,1,$1+$1,$8,$9,$2,$3,0*% +G04 Aperture macros list end* +%ADD10RoundRect,0.200000X-1.250000X1.250000X-1.250000X-1.250000X1.250000X-1.250000X1.250000X1.250000X0*% +%ADD11C,2.900000*% +%ADD12C,6.400000*% +%ADD13RoundRect,0.200000X-0.850000X0.850000X-0.850000X-0.850000X0.850000X-0.850000X0.850000X0.850000X0*% +%ADD14O,2.100000X2.100000*% +%ADD15RoundRect,0.200000X0.850000X0.850000X-0.850000X0.850000X-0.850000X-0.850000X0.850000X-0.850000X0*% +%ADD16RoundRect,0.200000X-0.850000X-0.850000X0.850000X-0.850000X0.850000X0.850000X-0.850000X0.850000X0*% +%ADD17C,1.050000*% +%ADD18O,1.400000X2.400000*% +%ADD19O,1.450000X2.500000*% G04 APERTURE END LIST* D10* %TO.C,J7*% @@ -46,14 +66,14 @@ X22855000Y49840000D03* X20315000Y52380000D03* X20315000Y49840000D03* %TD*% -D13* +D15* %TO.C,JP3*% X17400000Y39980000D03* D14* X17400000Y42520000D03* X17400000Y45060000D03* %TD*% -D13* +D15* %TO.C,J4*% X10600000Y39655000D03* D14* @@ -63,7 +83,7 @@ X8060000Y42195000D03* X10600000Y44735000D03* X8060000Y44735000D03* %TD*% -D13* +D16* %TO.C,J5*% X24000000Y16570000D03* D14* @@ -76,7 +96,7 @@ X40640000Y50800000D03* %TO.C,M1*% X10160000Y50800000D03* %TD*% -D13* +D16* %TO.C,J3*% X40000000Y24100000D03* D14* @@ -88,7 +108,7 @@ X42540000Y19020000D03* X40000000Y16480000D03* X42540000Y16480000D03* %TD*% -D13* +D16* %TO.C,J6*% X14255000Y32525000D03* D14* @@ -110,20 +130,20 @@ D12* %TO.C,M4*% X40640000Y10160000D03* %TD*% -D13* +D15* %TO.C,JP1*% X21240000Y36180000D03* D14* X18700000Y36180000D03* %TD*% -D15* +D17* %TO.C,J1*% X28290000Y11815000D03* X22510000Y11815000D03* -D16* +D18* X29720000Y8135000D03* X21080000Y8135000D03* -D17* +D19* X29720000Y12315000D03* X21080000Y12315000D03* %TD*% diff --git a/hw/cam_profi/gbr/USBPDSINK01A-F_Paste.gbr b/hw/cam_profi/gbr/USBPDSINK01A-F_Paste.gbr index 2739b18..d1fcb18 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-F_Paste.gbr +++ b/hw/cam_profi/gbr/USBPDSINK01A-F_Paste.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-20T19:48:31+00:00*% +%TF.CreationDate,2023-09-22T12:00:46+00:00*% %TF.ProjectId,USBPDSINK01,55534250-4453-4494-9e4b-30312e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Paste,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-20 19:48:31* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-22 12:00:46* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/USBPDSINK01A-F_Silkscreen.gbr b/hw/cam_profi/gbr/USBPDSINK01A-F_Silkscreen.gbr index bfdd911..258cad2 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-F_Silkscreen.gbr +++ b/hw/cam_profi/gbr/USBPDSINK01A-F_Silkscreen.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-20T19:48:31+00:00*% +%TF.CreationDate,2023-09-22T12:00:46+00:00*% %TF.ProjectId,USBPDSINK01,55534250-4453-4494-9e4b-30312e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Legend,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-20 19:48:31* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-22 12:00:46* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/USBPDSINK01A-NPTH_drill.drl b/hw/cam_profi/gbr/USBPDSINK01A-NPTH_drill.drl index a9379a5..a5e96fa 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-NPTH_drill.drl +++ b/hw/cam_profi/gbr/USBPDSINK01A-NPTH_drill.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Wed Sep 20 19:48:31 2023 +; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Fri Sep 22 12:00:46 2023 ; FORMAT={3:3/ absolute / metric / suppress leading zeros} -; #@! TF.CreationDate,2023-09-20T19:48:31+00:00 +; #@! TF.CreationDate,2023-09-22T12:00:46+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1 ; #@! TF.FileFunction,NonPlated,1,2,NPTH FMAT,2 diff --git a/hw/cam_profi/gbr/USBPDSINK01A-PTH_drill.drl b/hw/cam_profi/gbr/USBPDSINK01A-PTH_drill.drl index b5e38de..17a3e8a 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-PTH_drill.drl +++ b/hw/cam_profi/gbr/USBPDSINK01A-PTH_drill.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Wed Sep 20 19:48:31 2023 +; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Fri Sep 22 12:00:46 2023 ; FORMAT={3:3/ absolute / metric / suppress leading zeros} -; #@! TF.CreationDate,2023-09-20T19:48:31+00:00 +; #@! TF.CreationDate,2023-09-22T12:00:46+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1 ; #@! TF.FileFunction,Plated,1,2,PTH FMAT,2 @@ -42,7 +42,8 @@ X25300Y28400 X25300Y25600 X25854Y32446 X26694Y13842 -X26700Y29700 +X26760Y29689 +X26760Y28419 X26800Y25600 X27231Y32143 X27988Y30962 diff --git a/hw/cam_profi/gbr/USBPDSINK01A-job.gbrjob b/hw/cam_profi/gbr/USBPDSINK01A-job.gbrjob index 3c0aee7..dad69bd 100644 --- a/hw/cam_profi/gbr/USBPDSINK01A-job.gbrjob +++ b/hw/cam_profi/gbr/USBPDSINK01A-job.gbrjob @@ -5,7 +5,7 @@ "Application": "Pcbnew", "Version": "7.0.7-7.0.7~ubuntu23.04.1" }, - "CreationDate": "2023-09-20T19:48:31+00:00" + "CreationDate": "2023-09-22T12:00:46+00:00" }, "GeneralSpecs": { "ProjectId": {