From 55368e35f51a54510d05d9fe9a7198749c2b701b Mon Sep 17 00:00:00 2001 From: Abhinav Chinnusamy Date: Wed, 1 Mar 2023 13:56:26 +0530 Subject: [PATCH] updated design optimized the size and layout --- .../CAPPRD1000W180D2590H3250.kicad_mod | 22 - .../CAPPRD750W80D1825H3200.kicad_mod | 22 + .../220uF 450v/EKXL451ELL101MM30S.dcm | 9 + .../220uF 450v/EKXL451ELL101MM30S.lib | 28 + .../220uF 450v/EKXL451ELL101MM30S.mod | 35 + ...VSN221MQ30S.stp => EKXL451ELL101MM30S.stp} | 60 +- .../220uF 450v/ESMR451VSN221MQ30S.dcm | 9 - .../220uF 450v/ESMR451VSN221MQ30S.lib | 28 - .../220uF 450v/ESMR451VSN221MQ30S.mod | 35 - .../RnD_6th_sem-2023-02-16_131142.zip | Bin 325985 -> 0 bytes .../RnD_6th_sem-2023-02-16_140630.zip | Bin 201309 -> 0 bytes .../RnD_6th_sem-2023-02-16_224354.zip | Bin 201303 -> 0 bytes .../RnD_6th_sem-2023-02-16_225811.zip | Bin 201265 -> 0 bytes .../RnD_6th_sem-2023-02-17_020240.zip | Bin 206080 -> 0 bytes .../RnD_6th_sem-2023-02-28_113302.zip | Bin 255466 -> 0 bytes .../RnD_6th_sem-2023-02-28_114242.zip | Bin 253092 -> 0 bytes .../RnD_6th_sem-2023-02-28_114814.zip | Bin 254768 -> 0 bytes .../RnD_6th_sem-2023-02-28_120227.zip | Bin 254909 -> 0 bytes .../RnD_6th_sem-2023-02-28_121231.zip | Bin 256762 -> 0 bytes .../RnD_6th_sem-2023-02-28_123932.zip | Bin 268432 -> 0 bytes .../RnD_6th_sem-2023-02-28_171039.zip | Bin 0 -> 368511 bytes .../RnD_6th_sem-2023-02-28_171708.zip | Bin 0 -> 259365 bytes .../RnD_6th_sem-2023-02-28_172813.zip | Bin 0 -> 365126 bytes .../RnD_6th_sem-2023-02-28_173813.zip | Bin 0 -> 365656 bytes .../RnD_6th_sem-2023-02-28_174814.zip | Bin 0 -> 363187 bytes .../RnD_6th_sem-2023-03-01_131032.zip | Bin 0 -> 263693 bytes .../RnD_6th_sem-2023-03-01_132214.zip | Bin 0 -> 373774 bytes .../RnD_6th_sem-2023-03-01_133539.zip | Bin 0 -> 363640 bytes .../RnD_6th_sem-2023-03-01_134110.zip | Bin 0 -> 256089 bytes .../RnD_6th_sem-2023-03-01_134933.zip | Bin 0 -> 257451 bytes .../RnD_6th_sem-2023-03-01_135517.zip | Bin 0 -> 257197 bytes RnD_6th_sem.kicad_pcb | 7085 +++--- RnD_6th_sem.kicad_pro | 2 +- RnD_6th_sem.kicad_sch | 107 +- bom/ibom.html | 2 +- fp-lib-table | 2 +- .../power_board-2023-02-28_143310.zip | Bin 0 -> 114815 bytes .../power_board-2023-02-28_162803.zip | Bin 0 -> 114815 bytes power_board/power_board.kicad_pcb | 18683 ++++++++-------- power_board/power_board.kicad_pro | 2 +- 40 files changed, 12768 insertions(+), 13363 deletions(-) delete mode 100644 Footprints&symbols/Capacitor/220uF 450v/CAPPRD1000W180D2590H3250.kicad_mod create mode 100644 Footprints&symbols/Capacitor/220uF 450v/CAPPRD750W80D1825H3200.kicad_mod create mode 100644 Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.dcm create mode 100644 Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.lib create mode 100644 Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.mod rename Footprints&symbols/Capacitor/220uF 450v/{ESMR451VSN221MQ30S.stp => EKXL451ELL101MM30S.stp} (93%) delete mode 100644 Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.dcm delete mode 100644 Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.lib delete mode 100644 Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.mod delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-16_131142.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-16_140630.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-16_224354.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-16_225811.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-17_020240.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_113302.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_114242.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_114814.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_120227.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_121231.zip delete mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_123932.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_171039.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_171708.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_172813.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_173813.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-02-28_174814.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-03-01_131032.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-03-01_132214.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-03-01_133539.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-03-01_134110.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-03-01_134933.zip create mode 100644 RnD_6th_sem-backups/RnD_6th_sem-2023-03-01_135517.zip create mode 100644 power_board/power_board-backups/power_board-2023-02-28_143310.zip create mode 100644 power_board/power_board-backups/power_board-2023-02-28_162803.zip diff --git a/Footprints&symbols/Capacitor/220uF 450v/CAPPRD1000W180D2590H3250.kicad_mod b/Footprints&symbols/Capacitor/220uF 450v/CAPPRD1000W180D2590H3250.kicad_mod deleted file mode 100644 index 1818346..0000000 --- a/Footprints&symbols/Capacitor/220uF 450v/CAPPRD1000W180D2590H3250.kicad_mod +++ /dev/null @@ -1,22 +0,0 @@ -(module "CAPPRD1000W180D2590H3250" (layer F.Cu) - (descr "25.4*30") - (tags "Capacitor Polarised") - (fp_text reference C** (at 0 0) (layer F.SilkS) - (effects (font (size 1.27 1.27) (thickness 0.254))) - ) - (fp_text user %R (at 0 0) (layer F.Fab) - (effects (font (size 1.27 1.27) (thickness 0.254))) - ) - (fp_text value "CAPPRD1000W180D2590H3250" (at 0 0) (layer F.SilkS) hide - (effects (font (size 1.27 1.27) (thickness 0.254))) - ) - (fp_circle (center 5 0) (end 5 12.95) (layer F.SilkS) (width 0.2)) - (fp_circle (center 5 0) (end 5 12.95) (layer F.Fab) (width 0.1)) - (pad 1 thru_hole rect (at 0 0) (size 3 3) (drill 2) (layers *.Cu *.Mask)) - (pad 2 thru_hole circle (at 10 0) (size 3 3) (drill 2) (layers *.Cu *.Mask)) - (model ESMR451VSN221MQ30S.stp - (at (xyz 0 0 0)) - (scale (xyz 1 1 1)) - (rotate (xyz 0 0 0)) - ) -) diff --git a/Footprints&symbols/Capacitor/220uF 450v/CAPPRD750W80D1825H3200.kicad_mod b/Footprints&symbols/Capacitor/220uF 450v/CAPPRD750W80D1825H3200.kicad_mod new file mode 100644 index 0000000..27d557c --- /dev/null +++ b/Footprints&symbols/Capacitor/220uF 450v/CAPPRD750W80D1825H3200.kicad_mod @@ -0,0 +1,22 @@ +(module "CAPPRD750W80D1825H3200" (layer F.Cu) + (descr "18x30") + (tags "Capacitor Polarised") + (fp_text reference C** (at 0 0) (layer F.SilkS) + (effects (font (size 1.27 1.27) (thickness 0.254))) + ) + (fp_text user %R (at 0 0) (layer F.Fab) + (effects (font (size 1.27 1.27) (thickness 0.254))) + ) + (fp_text value "CAPPRD750W80D1825H3200" (at 0 0) (layer F.SilkS) hide + (effects (font (size 1.27 1.27) (thickness 0.254))) + ) + (fp_circle (center 3.75 0) (end 3.75 9.125) (layer F.SilkS) (width 0.2)) + (fp_circle (center 3.75 0) (end 3.75 9.125) (layer F.Fab) (width 0.1)) + (pad 1 thru_hole rect (at 0 0) (size 1.5 1.5) (drill 1) (layers *.Cu *.Mask)) + (pad 2 thru_hole circle (at 7.5 0) (size 1.5 1.5) (drill 1) (layers *.Cu *.Mask)) + (model EKXL451ELL101MM30S.stp + (at (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) +) diff --git a/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.dcm b/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.dcm new file mode 100644 index 0000000..a42b4ac --- /dev/null +++ b/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.dcm @@ -0,0 +1,9 @@ +EESchema-DOCLIB Version 2.0 +# +$CMP EKXL451ELL101MM30S +D Aluminum Electrolytic Capacitors - Radial Leaded 100uF 20% 450V Long Life +K +F https://www.mouser.de/datasheet/2/420/al-kxl-e-170401-1288992.pdf +$ENDCMP +# +#End Doc Library diff --git a/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.lib b/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.lib new file mode 100644 index 0000000..80e7bf9 --- /dev/null +++ b/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.lib @@ -0,0 +1,28 @@ +EESchema-LIBRARY Version 2.3 +#encoding utf-8 +#SamacSys ECAD Model EKXL451ELL101MM30S +#/1684685/884067/2.49/2/3/Capacitor Polarised +DEF EKXL451ELL101MM30S C 0 30 Y Y 1 F N +F0 "C" 350 250 50 H V L CNN +F1 "EKXL451ELL101MM30S" 350 150 50 H V L CNN +F2 "CAPPRD750W80D1825H3200" 350 50 50 H I L CNN +F3 "https://www.mouser.de/datasheet/2/420/al-kxl-e-170401-1288992.pdf" 350 -50 50 H I L CNN +F4 "Aluminum Electrolytic Capacitors - Radial Leaded 100uF 20% 450V Long Life" 350 -150 50 H I L CNN "Description" +F5 "32" 350 -250 50 H I L CNN "Height" +F6 "661-EKXL451ELL101MM3" 350 -350 50 H I L CNN "Mouser Part Number" +F7 "" 350 -450 50 H I L CNN "Mouser Price/Stock" +F8 "United Chemi-Con" 350 -550 50 H I L CNN "Manufacturer_Name" +F9 "EKXL451ELL101MM30S" 350 -650 50 H I L CNN "Manufacturer_Part_Number" +DRAW +X ~ 1 0 0 100 R 50 50 0 0 P +X ~ 2 500 0 100 L 50 50 0 0 P +P 5 0 1 6 200 100 200 -100 230 -100 230 100 200 100 N +P 2 0 1 6 180 50 140 50 N +P 2 0 1 6 160 70 160 30 N +P 2 0 1 6 100 0 200 0 N +P 2 0 1 6 300 0 400 0 N +P 5 0 1 10 300 100 300 -100 270 -100 270 100 300 100 F +ENDDRAW +ENDDEF +# +#End Library diff --git a/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.mod b/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.mod new file mode 100644 index 0000000..a44f3a1 --- /dev/null +++ b/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.mod @@ -0,0 +1,35 @@ +PCBNEW-LibModule-V1 2023-02-28 09:06:35 +# encoding utf-8 +Units mm +$INDEX +CAPPRD750W80D1825H3200 +$EndINDEX +$MODULE CAPPRD750W80D1825H3200 +Po 0 0 0 15 63fdc41b 00000000 ~~ +Li CAPPRD750W80D1825H3200 +Cd 18x30 +Kw Capacitor Polarised +Sc 0 +At STD +AR +Op 0 0 0 +T0 0 0 1.27 1.27 0 0.254 N V 21 N "C**" +T1 0 0 1.27 1.27 0 0.254 N I 21 N "CAPPRD750W80D1825H3200" +DC 3.75 0 12.875 0 0.254 21 +DC 3.75 0 12.875 0 0.254 24 +$PAD +Po 0 0 +Sh "1" R 1.5 1.5 0 0 900 +Dr 1 0 0 +At STD N 00E0FFFF +Ne 0 "" +$EndPAD +$PAD +Po 7.5 0 +Sh "2" C 1.5 1.5 0 0 900 +Dr 1 0 0 +At STD N 00E0FFFF +Ne 0 "" +$EndPAD +$EndMODULE CAPPRD750W80D1825H3200 +$EndLIBRARY diff --git a/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.stp b/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.stp similarity index 93% rename from Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.stp rename to Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.stp index 12aa29b..b0fad1d 100644 --- a/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.stp +++ b/Footprints&symbols/Capacitor/220uF 450v/EKXL451ELL101MM30S.stp @@ -1,7 +1,7 @@ ISO-10303-21; HEADER; FILE_DESCRIPTION(('FreeCAD Model'),'2;1'); -FILE_NAME('/var/www/3D/0T/1546369.1.1.stp','2021-01-14T14:17:22',( +FILE_NAME('/var/www/3D/0T/1684685.1.1.stp','2020-04-10T15:10:38',( 'Author'),(''),'Open CASCADE STEP processor 6.9','FreeCAD','Unknown' ); FILE_SCHEMA(('AUTOMOTIVE_DESIGN { 1 0 10303 214 1 1 1 1 }')); @@ -24,7 +24,7 @@ DATA; #13 = DIRECTION('',(0.,0.,1.)); #14 = DIRECTION('',(1.,0.,-0.)); #15 = AXIS2_PLACEMENT_3D('',#16,#17,#18); -#16 = CARTESIAN_POINT('',(5.,0.,0.)); +#16 = CARTESIAN_POINT('',(3.75,0.,0.)); #17 = DIRECTION('',(0.,0.,1.)); #18 = DIRECTION('',(1.,0.,0.)); #19 = AXIS2_PLACEMENT_3D('',#20,#21,#22); @@ -32,7 +32,7 @@ DATA; #21 = DIRECTION('',(0.,0.,1.)); #22 = DIRECTION('',(1.,0.,0.)); #23 = AXIS2_PLACEMENT_3D('',#24,#25,#26); -#24 = CARTESIAN_POINT('',(10.,0.,-7.)); +#24 = CARTESIAN_POINT('',(7.5,0.,-7.)); #25 = DIRECTION('',(0.,0.,1.)); #26 = DIRECTION('',(1.,0.,0.)); #27 = ( GEOMETRIC_REPRESENTATION_CONTEXT(3) @@ -54,22 +54,22 @@ GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#31)) GLOBAL_UNIT_ASSIGNED_CONTEXT( #39 = ORIENTED_EDGE('',*,*,#40,.F.); #40 = EDGE_CURVE('',#41,#41,#43,.T.); #41 = VERTEX_POINT('',#42); -#42 = CARTESIAN_POINT('',(13.2,-3.233067549749E-15,32.5)); +#42 = CARTESIAN_POINT('',(9.25,-2.265596578423E-15,32.)); #43 = SURFACE_CURVE('',#44,(#49,#61),.PCURVE_S1.); -#44 = CIRCLE('',#45,13.2); +#44 = CIRCLE('',#45,9.25); #45 = AXIS2_PLACEMENT_3D('',#46,#47,#48); -#46 = CARTESIAN_POINT('',(0.,0.,32.5)); +#46 = CARTESIAN_POINT('',(0.,0.,32.)); #47 = DIRECTION('',(0.,0.,1.)); #48 = DIRECTION('',(1.,0.,-0.)); #49 = PCURVE('',#50,#55); -#50 = CYLINDRICAL_SURFACE('',#51,13.2); +#50 = CYLINDRICAL_SURFACE('',#51,9.25); #51 = AXIS2_PLACEMENT_3D('',#52,#53,#54); #52 = CARTESIAN_POINT('',(0.,0.,0.)); #53 = DIRECTION('',(0.,0.,1.)); #54 = DIRECTION('',(1.,0.,-0.)); #55 = DEFINITIONAL_REPRESENTATION('',(#56),#60); #56 = LINE('',#57,#58); -#57 = CARTESIAN_POINT('',(0.,32.5)); +#57 = CARTESIAN_POINT('',(0.,32.)); #58 = VECTOR('',#59,1.); #59 = DIRECTION('',(1.,0.)); #60 = ( GEOMETRIC_REPRESENTATION_CONTEXT(2) @@ -78,11 +78,11 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #61 = PCURVE('',#62,#67); #62 = PLANE('',#63); #63 = AXIS2_PLACEMENT_3D('',#64,#65,#66); -#64 = CARTESIAN_POINT('',(0.,0.,32.5)); +#64 = CARTESIAN_POINT('',(0.,0.,32.)); #65 = DIRECTION('',(0.,0.,1.)); #66 = DIRECTION('',(1.,0.,-0.)); #67 = DEFINITIONAL_REPRESENTATION('',(#68),#72); -#68 = CIRCLE('',#69,13.2); +#68 = CIRCLE('',#69,9.25); #69 = AXIS2_PLACEMENT_2D('',#70,#71); #70 = CARTESIAN_POINT('',(0.,0.)); #71 = DIRECTION('',(1.,0.)); @@ -92,10 +92,10 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #73 = ORIENTED_EDGE('',*,*,#74,.F.); #74 = EDGE_CURVE('',#75,#41,#77,.T.); #75 = VERTEX_POINT('',#76); -#76 = CARTESIAN_POINT('',(13.2,-3.233067549749E-15,0.)); +#76 = CARTESIAN_POINT('',(9.25,-2.265596578423E-15,0.)); #77 = SEAM_CURVE('',#78,(#82,#89),.PCURVE_S1.); #78 = LINE('',#79,#80); -#79 = CARTESIAN_POINT('',(13.2,-3.233067549749E-15,0.)); +#79 = CARTESIAN_POINT('',(9.25,-2.265596578423E-15,0.)); #80 = VECTOR('',#81,1.); #81 = DIRECTION('',(0.,0.,1.)); #82 = PCURVE('',#50,#83); @@ -119,7 +119,7 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #96 = ORIENTED_EDGE('',*,*,#97,.T.); #97 = EDGE_CURVE('',#75,#75,#98,.T.); #98 = SURFACE_CURVE('',#99,(#104,#111),.PCURVE_S1.); -#99 = CIRCLE('',#100,13.2); +#99 = CIRCLE('',#100,9.25); #100 = AXIS2_PLACEMENT_3D('',#101,#102,#103); #101 = CARTESIAN_POINT('',(0.,0.,0.)); #102 = DIRECTION('',(0.,0.,1.)); @@ -140,7 +140,7 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #115 = DIRECTION('',(0.,0.,1.)); #116 = DIRECTION('',(1.,0.,-0.)); #117 = DEFINITIONAL_REPRESENTATION('',(#118),#122); -#118 = CIRCLE('',#119,13.2); +#118 = CIRCLE('',#119,9.25); #119 = AXIS2_PLACEMENT_2D('',#120,#121); #120 = CARTESIAN_POINT('',(0.,0.)); #121 = DIRECTION('',(1.,0.)); @@ -190,15 +190,15 @@ SHAPE_REPRESENTATION_RELATIONSHIP() ); #156 = ORIENTED_EDGE('',*,*,#157,.F.); #157 = EDGE_CURVE('',#158,#158,#160,.T.); #158 = VERTEX_POINT('',#159); -#159 = CARTESIAN_POINT('',(0.9,-2.204364238465E-16,10.)); +#159 = CARTESIAN_POINT('',(0.4,-9.797174393179E-17,10.)); #160 = SURFACE_CURVE('',#161,(#166,#178),.PCURVE_S1.); -#161 = CIRCLE('',#162,0.9); +#161 = CIRCLE('',#162,0.4); #162 = AXIS2_PLACEMENT_3D('',#163,#164,#165); #163 = CARTESIAN_POINT('',(0.,0.,10.)); #164 = DIRECTION('',(0.,0.,1.)); #165 = DIRECTION('',(1.,0.,-0.)); #166 = PCURVE('',#167,#172); -#167 = CYLINDRICAL_SURFACE('',#168,0.9); +#167 = CYLINDRICAL_SURFACE('',#168,0.4); #168 = AXIS2_PLACEMENT_3D('',#169,#170,#171); #169 = CARTESIAN_POINT('',(0.,0.,0.)); #170 = DIRECTION('',(0.,0.,1.)); @@ -218,7 +218,7 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #182 = DIRECTION('',(0.,0.,1.)); #183 = DIRECTION('',(1.,0.,-0.)); #184 = DEFINITIONAL_REPRESENTATION('',(#185),#189); -#185 = CIRCLE('',#186,0.9); +#185 = CIRCLE('',#186,0.4); #186 = AXIS2_PLACEMENT_2D('',#187,#188); #187 = CARTESIAN_POINT('',(0.,0.)); #188 = DIRECTION('',(1.,0.)); @@ -228,10 +228,10 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #190 = ORIENTED_EDGE('',*,*,#191,.F.); #191 = EDGE_CURVE('',#192,#158,#194,.T.); #192 = VERTEX_POINT('',#193); -#193 = CARTESIAN_POINT('',(0.9,-2.204364238465E-16,0.)); +#193 = CARTESIAN_POINT('',(0.4,-9.797174393179E-17,0.)); #194 = SEAM_CURVE('',#195,(#199,#206),.PCURVE_S1.); #195 = LINE('',#196,#197); -#196 = CARTESIAN_POINT('',(0.9,-2.204364238465E-16,0.)); +#196 = CARTESIAN_POINT('',(0.4,-9.797174393179E-17,0.)); #197 = VECTOR('',#198,1.); #198 = DIRECTION('',(0.,0.,1.)); #199 = PCURVE('',#167,#200); @@ -255,7 +255,7 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #213 = ORIENTED_EDGE('',*,*,#214,.T.); #214 = EDGE_CURVE('',#192,#192,#215,.T.); #215 = SURFACE_CURVE('',#216,(#221,#228),.PCURVE_S1.); -#216 = CIRCLE('',#217,0.9); +#216 = CIRCLE('',#217,0.4); #217 = AXIS2_PLACEMENT_3D('',#218,#219,#220); #218 = CARTESIAN_POINT('',(0.,0.,0.)); #219 = DIRECTION('',(0.,0.,1.)); @@ -276,7 +276,7 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #232 = DIRECTION('',(0.,0.,1.)); #233 = DIRECTION('',(1.,0.,-0.)); #234 = DEFINITIONAL_REPRESENTATION('',(#235),#239); -#235 = CIRCLE('',#236,0.9); +#235 = CIRCLE('',#236,0.4); #236 = AXIS2_PLACEMENT_2D('',#237,#238); #237 = CARTESIAN_POINT('',(0.,0.)); #238 = DIRECTION('',(1.,0.)); @@ -326,15 +326,15 @@ SHAPE_REPRESENTATION_RELATIONSHIP() ); #273 = ORIENTED_EDGE('',*,*,#274,.F.); #274 = EDGE_CURVE('',#275,#275,#277,.T.); #275 = VERTEX_POINT('',#276); -#276 = CARTESIAN_POINT('',(0.9,-2.204364238465E-16,7.)); +#276 = CARTESIAN_POINT('',(0.4,-9.797174393179E-17,7.)); #277 = SURFACE_CURVE('',#278,(#283,#295),.PCURVE_S1.); -#278 = CIRCLE('',#279,0.9); +#278 = CIRCLE('',#279,0.4); #279 = AXIS2_PLACEMENT_3D('',#280,#281,#282); #280 = CARTESIAN_POINT('',(0.,0.,7.)); #281 = DIRECTION('',(0.,0.,1.)); #282 = DIRECTION('',(1.,0.,-0.)); #283 = PCURVE('',#284,#289); -#284 = CYLINDRICAL_SURFACE('',#285,0.9); +#284 = CYLINDRICAL_SURFACE('',#285,0.4); #285 = AXIS2_PLACEMENT_3D('',#286,#287,#288); #286 = CARTESIAN_POINT('',(0.,0.,0.)); #287 = DIRECTION('',(0.,0.,1.)); @@ -354,7 +354,7 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #299 = DIRECTION('',(0.,0.,1.)); #300 = DIRECTION('',(1.,0.,-0.)); #301 = DEFINITIONAL_REPRESENTATION('',(#302),#306); -#302 = CIRCLE('',#303,0.9); +#302 = CIRCLE('',#303,0.4); #303 = AXIS2_PLACEMENT_2D('',#304,#305); #304 = CARTESIAN_POINT('',(0.,0.)); #305 = DIRECTION('',(1.,0.)); @@ -364,10 +364,10 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #307 = ORIENTED_EDGE('',*,*,#308,.F.); #308 = EDGE_CURVE('',#309,#275,#311,.T.); #309 = VERTEX_POINT('',#310); -#310 = CARTESIAN_POINT('',(0.9,-2.204364238465E-16,0.)); +#310 = CARTESIAN_POINT('',(0.4,-9.797174393179E-17,0.)); #311 = SEAM_CURVE('',#312,(#316,#323),.PCURVE_S1.); #312 = LINE('',#313,#314); -#313 = CARTESIAN_POINT('',(0.9,-2.204364238465E-16,0.)); +#313 = CARTESIAN_POINT('',(0.4,-9.797174393179E-17,0.)); #314 = VECTOR('',#315,1.); #315 = DIRECTION('',(0.,0.,1.)); #316 = PCURVE('',#284,#317); @@ -391,7 +391,7 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #330 = ORIENTED_EDGE('',*,*,#331,.T.); #331 = EDGE_CURVE('',#309,#309,#332,.T.); #332 = SURFACE_CURVE('',#333,(#338,#345),.PCURVE_S1.); -#333 = CIRCLE('',#334,0.9); +#333 = CIRCLE('',#334,0.4); #334 = AXIS2_PLACEMENT_3D('',#335,#336,#337); #335 = CARTESIAN_POINT('',(0.,0.,0.)); #336 = DIRECTION('',(0.,0.,1.)); @@ -412,7 +412,7 @@ PARAMETRIC_REPRESENTATION_CONTEXT() REPRESENTATION_CONTEXT('2D SPACE','' #349 = DIRECTION('',(0.,0.,1.)); #350 = DIRECTION('',(1.,0.,-0.)); #351 = DEFINITIONAL_REPRESENTATION('',(#352),#356); -#352 = CIRCLE('',#353,0.9); +#352 = CIRCLE('',#353,0.4); #353 = AXIS2_PLACEMENT_2D('',#354,#355); #354 = CARTESIAN_POINT('',(0.,0.)); #355 = DIRECTION('',(1.,0.)); diff --git a/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.dcm b/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.dcm deleted file mode 100644 index 6ac39ac..0000000 --- a/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.dcm +++ /dev/null @@ -1,9 +0,0 @@ -EESchema-DOCLIB Version 2.0 -# -$CMP ESMR451VSN221MQ30S -D Aluminum Electrolytic Capacitors - Snap In 450V 220uF 20% Tol. -K -F https://www.mouser.in/datasheet/2/420/United-Chemi-Con-776034.pdf -$ENDCMP -# -#End Doc Library diff --git a/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.lib b/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.lib deleted file mode 100644 index a8e63b0..0000000 --- a/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.lib +++ /dev/null @@ -1,28 +0,0 @@ -EESchema-LIBRARY Version 2.3 -#encoding utf-8 -#SamacSys ECAD Model ESMR451VSN221MQ30S -#/1546369/884067/2.49/2/4/Capacitor Polarised -DEF ESMR451VSN221MQ30S C 0 30 Y Y 1 F N -F0 "C" 350 250 50 H V L CNN -F1 "ESMR451VSN221MQ30S" 350 150 50 H V L CNN -F2 "CAPPRD1000W180D2590H3250" 350 50 50 H I L CNN -F3 "https://www.mouser.in/datasheet/2/420/United-Chemi-Con-776034.pdf" 350 -50 50 H I L CNN -F4 "Aluminum Electrolytic Capacitors - Snap In 450V 220uF 20% Tol." 350 -150 50 H I L CNN "Description" -F5 "32.5" 350 -250 50 H I L CNN "Height" -F6 "661-ESMR451N221MQ30S" 350 -350 50 H I L CNN "Mouser Part Number" -F7 "" 350 -450 50 H I L CNN "Mouser Price/Stock" -F8 "United Chemi-Con" 350 -550 50 H I L CNN "Manufacturer_Name" -F9 "ESMR451VSN221MQ30S" 350 -650 50 H I L CNN "Manufacturer_Part_Number" -DRAW -X ~ 1 0 0 100 R 50 50 0 0 P -X ~ 2 500 0 100 L 50 50 0 0 P -P 5 0 1 6 200 100 200 -100 230 -100 230 100 200 100 N -P 2 0 1 6 180 50 140 50 N -P 2 0 1 6 160 70 160 30 N -P 2 0 1 6 100 0 200 0 N -P 2 0 1 6 300 0 400 0 N -P 5 0 1 10 300 100 300 -100 270 -100 270 100 300 100 F -ENDDRAW -ENDDEF -# -#End Library diff --git a/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.mod b/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.mod deleted file mode 100644 index d68e48e..0000000 --- a/Footprints&symbols/Capacitor/220uF 450v/ESMR451VSN221MQ30S.mod +++ /dev/null @@ -1,35 +0,0 @@ -PCBNEW-LibModule-V1 2023-01-24 07:42:48 -# encoding utf-8 -Units mm -$INDEX -CAPPRD1000W180D2590H3250 -$EndINDEX -$MODULE CAPPRD1000W180D2590H3250 -Po 0 0 0 15 63cf8bf8 00000000 ~~ -Li CAPPRD1000W180D2590H3250 -Cd 25.4*30 -Kw Capacitor Polarised -Sc 0 -At STD -AR -Op 0 0 0 -T0 0 0 1.27 1.27 0 0.254 N V 21 N "C**" -T1 0 0 1.27 1.27 0 0.254 N I 21 N "CAPPRD1000W180D2590H3250" -DC 5 0 17.95 0 0.254 21 -DC 5 0 17.95 0 0.254 24 -$PAD -Po 0 0 -Sh "1" R 3 3 0 0 900 -Dr 2 0 0 -At STD N 00E0FFFF -Ne 0 "" -$EndPAD -$PAD -Po 10 0 -Sh "2" C 3 3 0 0 900 -Dr 2 0 0 -At STD N 00E0FFFF -Ne 0 "" -$EndPAD -$EndMODULE CAPPRD1000W180D2590H3250 -$EndLIBRARY diff --git a/RnD_6th_sem-backups/RnD_6th_sem-2023-02-16_131142.zip b/RnD_6th_sem-backups/RnD_6th_sem-2023-02-16_131142.zip deleted file mode 100644 index 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    \n\nMax Component Height - 1.06mm") (property "Description" "Gate Drivers DRIVER IC") (property "Height" "1.06") @@ -1887,7 +1577,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 270c0e85-84a1-4d72-a4e9-261b8ef5add0) - (at 148.475 104.21 180) + (at 147.78 98.51 180) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1929,7 +1619,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 289f8276-45c2-4f48-8f74-127937283498) - (at 138.08 59.16) + (at 134.225 62.11) (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1971,7 +1661,7 @@ (footprint "Capacitor_SMD:C_1206_3216Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 29b2a274-7b1c-486e-8746-688a74dd7204) - (at 147.855 93.86 180) + (at 147.855 88.26 180) (descr "Capacitor SMD 1206 (3216 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2011,6 +1701,43 @@ ) ) + (footprint "TestPoint:TestPoint_Keystone_5000-5004_Miniature" (layer "F.Cu") + (tedit 5A0F774F) (tstamp 29d62746-4278-4f40-bc56-6e1b11a43043) + (at 149.98 74.26) + (descr "Keystone Miniature THM Test Point 5000-5004, http://www.keyelco.com/product-pdf.cfm?p=1309") + (tags "Through Hole Mount Test Points") + (property "Sheetfile" "RnD_6th_sem.kicad_sch") + (property "Sheetname" "") + (path "/e1c6fddd-574b-477c-b483-d5233f24f7ff") + (attr through_hole) + (fp_text reference "TP5" (at 0 -2.5) (layer "F.SilkS") hide + (effects (font (size 1 1) (thickness 0.15))) + (tstamp 35e42a22-a24f-47e1-b397-1a83ae41c397) + ) + (fp_text value "TestPoint_Alt" (at 0 2.5) (layer "F.Fab") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp 35eaeefb-427c-49fd-b8e8-58bb724d0ec8) + ) + (fp_text user "${REFERENCE}" (at 0 -2.5) (layer "F.Fab") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp f1e2b578-52ef-40a9-825d-08945893d592) + ) + (fp_circle (center 0 0) (end 1.4 0) (layer "F.SilkS") (width 0.15) (fill none) (tstamp 43d3b29b-ccb8-4600-881e-04cf613a79aa)) + (fp_circle (center 0 0) (end 1.65 0) (layer "F.CrtYd") (width 0.05) (fill none) (tstamp 10ea3fa5-d332-450e-878e-b51faa641dad)) + (fp_line (start -0.75 0.25) (end -0.75 -0.25) (layer "F.Fab") (width 0.15) (tstamp 21e24efc-6a33-4b0d-8027-6a67e09c6e6b)) + (fp_line (start -0.75 -0.25) (end 0.75 -0.25) (layer "F.Fab") (width 0.15) (tstamp 7a3fa4c4-b9ff-43b5-ba65-e27a9d0b5ac9)) + (fp_line (start 0.75 0.25) (end -0.75 0.25) (layer "F.Fab") (width 0.15) (tstamp 9db06998-b3e4-41aa-b562-3fb06ec1b3fa)) + (fp_line (start 0.75 -0.25) (end 0.75 0.25) (layer "F.Fab") (width 0.15) (tstamp bcb10dd6-c1bd-4fbf-baed-ee828292cf55)) + (fp_circle (center 0 0) (end 1.25 0) (layer "F.Fab") (width 0.15) (fill none) (tstamp 41626a9b-b7ca-42e0-8136-2d14b62a3835)) + (pad "1" thru_hole circle (at 0 0) (size 2 2) (drill 1) (layers *.Cu *.Mask) + (net 24 "gnd-1") (pinfunction "1") (pintype "passive") (tstamp 1c5db8d8-d9c0-46e0-95dd-ed9f862c3a48)) + (model "${KICAD6_3DMODEL_DIR}/TestPoint.3dshapes/TestPoint_Keystone_5000-5004_Miniature.wrl" + (offset (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) + ) + ) + (footprint "MMCX-J-P-H-ST-TH1:MMCXJPHSTTH1" (layer "F.Cu") (tedit 63EDD21D) (tstamp 32cd8556-c72c-4121-b3b8-99b095d868f1) (at 163.28 91.51) @@ -2067,7 +1794,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 368a1b7a-ada8-4014-87fb-a9369a096e75) - (at 121.2925 62.6) + (at 119.0375 64) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2109,22 +1836,22 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 39e4d2d4-ddbf-4b08-acc7-25e8d509e2a0) - (at 136.1925 56.86) + (at 138.675 59.51 -90) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") (property "Sheetname" "") (path "/accdcea5-37d3-4a60-8c73-ee3203fb3eeb") (attr smd) - (fp_text reference "R13" (at 0 -1.65) (layer "F.SilkS") hide + (fp_text reference "R13" (at 0 -1.65 90) (layer "F.SilkS") hide (effects (font (size 1 1) (thickness 0.15))) (tstamp 48dff84a-d679-4b3e-a7db-a9f398cf8ab2) ) - (fp_text value "100" (at 0 1.65) (layer "F.Fab") + (fp_text value "100" (at 0 1.65 90) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) (tstamp 4333bb16-3429-4a00-a9f6-2d4f8cfe42b7) ) - (fp_text user "${REFERENCE}" (at 0 0) (layer "F.Fab") + (fp_text user "${REFERENCE}" (at 0 0 90) (layer "F.Fab") (effects (font (size 0.5 0.5) (thickness 0.08))) (tstamp 5ddb0f37-59b8-4571-a9ef-b8a24f2f72f2) ) @@ -2138,9 +1865,9 @@ (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") 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"${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) @@ -2151,7 +1878,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 4017d31d-6cf4-4f65-8e98-a37613ee0c7f) - (at 140.2425 72.11 -90) + (at 138.03 73.41 -90) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2193,7 +1920,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 43f7e3b6-f423-43c3-ba85-97e22980abb2) - (at 142.5925 70.71 -90) + (at 140.3425 71.51 -90) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, 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f49d412d-3ad4-4b36-9831-490f68d17edc)) - (pad "1" thru_hole rect (at 0 0) (size 1.5 1.5) (drill 0.7) (layers *.Cu *.Mask) - (net 28 "Net-(J1-Pad3)") (pinfunction "1") (pintype "passive") (tstamp 1f0dda85-215a-48bb-b7ff-663484b8ed0b)) ) (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 4b83c80d-e839-4612-b6d4-cbd5c41e3971) - (at 122.98 56.91 180) + (at 120.725 58.31 180) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2396,7 +2127,7 @@ (footprint "kibuzzard-63EE9059" (layer "F.Cu") (tedit 63EE9059) (tstamp 4d13c2ed-c1ea-463b-9771-5e287dd9ba80) - (at 150.08 123.11 90) + (at 151.28 112.789071 90) (descr "Generated with KiBuzzard") (tags "kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiWyIsICJDYXBSaWdodENob2ljZSI6ICJdIiwgIkZvbnRDb21ib0JveCI6ICJnb3RoaWNiIiwgIkhlaWdodEN0cmwiOiAiMSIsICJMYXllckNvbWJvQm94IjogIkYuU2lsa1MiLCAiTXVsdGlMaW5lVGV4dCI6ICJHTkQiLCAiUGFkZGluZ0JvdHRvbUN0cmwiOiAiNSIsICJQYWRkaW5nTGVmdEN0cmwiOiAiNSIsICJQYWRkaW5nUmlnaHRDdHJsIjogIjUiLCAiUGFkZGluZ1RvcEN0cmwiOiAiNSIsICJXaWR0aEN0cmwiOiAiIn0=") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -2605,7 +2336,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 50197cf5-fd90-4119-873b-98c69e666ae4) - (at 144.5925 70.71 -90) + (at 142.3425 71.51 -90) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2647,7 +2378,7 @@ (footprint "Connector_PinHeader_2.54mm:PinHeader_1x02_P2.54mm_Vertical" (layer "F.Cu") (tedit 59FED5CC) (tstamp 57616cfc-e4f8-4d50-8c0d-e049037d657d) - (at 127.4925 62.61 -90) + (at 125.2375 64.01 -90) (descr "Through hole straight pin header, 1x02, 2.54mm pitch, single row") (tags "Through hole pin header THT 1x02 2.54mm single row") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2694,7 +2425,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 5b0aff19-6abe-49e2-ac0f-0797aec207e7) - (at 146.5925 70.71 -90) + (at 144.3425 71.51 -90) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2736,7 +2467,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 61d69aa6-c50f-4a97-9fda-d54e36479669) - (at 143.0925 54.51) + (at 143.425 57.91 180) (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2765,9 +2496,9 @@ (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp 3e3212fd-8a3f-4610-9bc5-e460e3da3e5b)) (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp 96037941-287e-40c8-a54c-8a3a16fd2b8e)) (fp_line (start 1 0.625) (end -1 0.625) (layer "F.Fab") (width 0.1) (tstamp e8ab6271-f3b2-4231-a1fb-269a24d51b9a)) - (pad "1" smd roundrect (at -0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) + (pad "1" smd roundrect (at -0.95 0 180) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (tstamp 0381c3cf-b8b4-4f2e-8818-d06acb9c3669)) - (pad "2" smd roundrect (at 0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) + (pad "2" smd roundrect (at 0.95 0 180) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 21 "PWM1") (pintype "passive") (tstamp 93226ad0-2cb0-489a-abad-ed205bdf8cca)) (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" (offset (xyz 0 0 0)) @@ -2778,7 +2509,7 @@ (footprint "61201021621:SHDR10W64P254_2X5_2036X885X925P" (layer "F.Cu") (tedit 63FD936D) (tstamp 61f0bd3c-cf8b-48f0-b36d-fb4cae2ff60f) - (at 109.435 61.255 -90) + (at 109.235 64.005 -90) (descr "61201021621") (tags "Connector") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2834,7 +2565,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 63e1b058-bf72-4c05-8bd5-9dd5df4c0260) - (at 160.635 62.58) + (at 158.38 63.98) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2876,7 +2607,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 675d49a9-dddb-4596-8418-1f5fdfdebf13) - (at 160.635 66.42 180) + (at 158.38 67.82 180) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2918,7 +2649,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 685d63d0-3a9b-4a09-8595-8c1d71ada700) - (at 138.1925 72.11 -90) + (at 135.98 73.41 -90) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2960,7 +2691,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 69bd441d-d93a-45ad-ac70-359bc303327e) - (at 155.3675 69.31 180) + (at 153.1125 70.71 180) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -3002,7 +2733,7 @@ (footprint "kibuzzard-63EDD861" (layer "F.Cu") (tedit 63EDD861) (tstamp 6d37cc07-ddd4-43d6-8f7b-dd82b491bc6e) - (at 147.7925 48.81 180) + (at 145.875 51.249962 180) (descr "Generated with KiBuzzard") (tags "kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiWyIsICJDYXBSaWdodENob2ljZSI6ICJdIiwgIkZvbnRDb21ib0JveCI6ICJnb3RoaWNiIiwgIkhlaWdodEN0cmwiOiAiMC43IiwgIkxheWVyQ29tYm9Cb3giOiAiRi5TaWxrUyIsICJNdWx0aUxpbmVUZXh0IjogIlBXTTEiLCAiUGFkZGluZ0JvdHRvbUN0cmwiOiAiNSIsICJQYWRkaW5nTGVmdEN0cmwiOiAiNSIsICJQYWRkaW5nUmlnaHRDdHJsIjogIjUiLCAiUGFkZGluZ1RvcEN0cmwiOiAiNSIsICJXaWR0aEN0cmwiOiAiIn0=") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -3101,22 +2832,22 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 728ae1c3-e5d0-4538-94cc-f84f85d508be) - (at 139.5925 54.51 180) + (at 135.955 57.91) (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 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0.5) (thickness 0.08))) (tstamp bae6210d-3e74-4676-944a-9c50b6e72ae9) ) @@ -3130,9 +2861,9 @@ (fp_line (start 1 0.625) (end -1 0.625) (layer "F.Fab") (width 0.1) (tstamp 968ffb84-6f20-4ef1-93a9-0995e497d428)) (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp f3c709b9-6fe9-40ba-9eaa-921ee8f6d2e6)) (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp fe0cd50d-73a3-4587-8706-2172ff3c1f7e)) - (pad "1" smd roundrect (at -0.95 0 180) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) + (pad "1" smd roundrect (at -0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (tstamp dc6b33ae-0aab-451c-b3a0-1886a4b19174)) - (pad "2" smd roundrect (at 0.95 0 180) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) + (pad "2" smd roundrect (at 0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 22 "PWM2") (pintype "passive") (tstamp fa370f35-8881-460d-8b5e-4a4306735340)) (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" (offset (xyz 0 0 0)) @@ -3143,7 +2874,7 @@ (footprint "kibuzzard-63EDDA14" (layer "F.Cu") (tedit 63EDDA14) (tstamp 77e3fc48-28fa-41b6-9001-66e55412af3b) - (at 108.28 54.71) + (at 108.28 57.36) (descr "Generated with KiBuzzard") (tags "kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiIiwgIkNhcFJpZ2h0Q2hvaWNlIjogIiIsICJGb250Q29tYm9Cb3giOiAiZ290aGljYiIsICJIZWlnaHRDdHJsIjogIjYiLCAiTGF5ZXJDb21ib0JveCI6ICJGLlNpbGtTIiwgIk11bHRpTGluZVRleHQiOiAiLiIsICJQYWRkaW5nQm90dG9tQ3RybCI6ICI1IiwgIlBhZGRpbmdMZWZ0Q3RybCI6ICI1IiwgIlBhZGRpbmdSaWdodEN0cmwiOiAiNSIsICJQYWRkaW5nVG9wQ3RybCI6ICI1IiwgIldpZHRoQ3RybCI6ICIifQ==") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -3170,7 +2901,7 @@ (footprint "Connector_PinHeader_2.54mm:PinHeader_1x02_P2.54mm_Vertical" (layer "F.Cu") (tedit 59FED5CC) (tstamp 83295388-514a-4d41-a9a0-c9bb5405302e) - (at 157.01 66.4 -90) + (at 154.755 67.8 -90) (descr "Through hole straight pin header, 1x02, 2.54mm pitch, single row") (tags "Through hole pin header THT 1x02 2.54mm single row") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -3217,7 +2948,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 85d87910-ca4e-4dca-8bff-ae592f4be934) - (at 143.5425 73.51 180) + (at 142.83 74.26 180) (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -3259,7 +2990,7 @@ (footprint "kibuzzard-63EE9044" (layer "F.Cu") (tedit 63EE9044) (tstamp 8c3928df-4eaa-4341-823f-8a33e0b096a1) - (at 153.98 122.91 90) + (at 155.18 112.61 90) (descr "Generated with KiBuzzard") (tags "kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiWyIsICJDYXBSaWdodENob2ljZSI6ICJdIiwgIkZvbnRDb21ib0JveCI6ICJnb3RoaWNiIiwgIkhlaWdodEN0cmwiOiAiMSIsICJMYXllckNvbWJvQm94IjogIkYuU2lsa1MiLCAiTXVsdGlMaW5lVGV4dCI6ICJEQysiLCAiUGFkZGluZ0JvdHRvbUN0cmwiOiAiNSIsICJQYWRkaW5nTGVmdEN0cmwiOiAiNSIsICJQYWRkaW5nUmlnaHRDdHJsIjogIjUiLCAiUGFkZGluZ1RvcEN0cmwiOiAiNSIsICJXaWR0aEN0cmwiOiAiIn0=") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -3397,7 +3128,7 @@ (footprint "kibuzzard-63EE9044" (layer "F.Cu") (tedit 63EE9044) (tstamp 91ce84d0-3212-41cc-af54-6d8b80fe26dc) - (at 140.68 122.91 90) + (at 141.08 112.61 90) (descr "Generated with KiBuzzard") (tags "kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiWyIsICJDYXBSaWdodENob2ljZSI6ICJdIiwgIkZvbnRDb21ib0JveCI6ICJnb3RoaWNiIiwgIkhlaWdodEN0cmwiOiAiMSIsICJMYXllckNvbWJvQm94IjogIkYuU2lsa1MiLCAiTXVsdGlMaW5lVGV4dCI6ICJEQysiLCAiUGFkZGluZ0JvdHRvbUN0cmwiOiAiNSIsICJQYWRkaW5nTGVmdEN0cmwiOiAiNSIsICJQYWRkaW5nUmlnaHRDdHJsIjogIjUiLCAiUGFkZGluZ1RvcEN0cmwiOiAiNSIsICJXaWR0aEN0cmwiOiAiIn0=") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -3586,7 +3317,7 @@ (footprint "MountingHole:MountingHole_3.2mm_M3" (layer "F.Cu") (tedit 56D1B4CB) (tstamp 94792ae8-f9a1-40eb-b5b2-fba18f85b82a) - (at 109.73 49.71) + (at 110.808932 52.888932) (descr "Mounting Hole 3.2mm, no annular, M3") (tags "mounting hole 3.2mm no annular m3") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -3678,7 +3409,7 @@ (footprint "Diode_SMD:D_SOD-323" (layer "F.Cu") (tedit 58641739) (tstamp 99ac5f87-add6-4e3e-926f-64e4da19b8cc) - (at 137.1425 69.31 180) + (at 134.93 70.61 180) (descr "SOD-323") (tags "SOD-323") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -3727,7 +3458,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 9c3b66d0-1cf4-4937-96d6-336a4d03e2f0) - (at 138.6925 67.31 180) + (at 136.4425 68.61 180) (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -3769,7 +3500,7 @@ (footprint "Connector_Molex:Molex_KK-396_A-41791-0003_1x03_P3.96mm_Vertical" (layer "F.Cu") (tedit 5DC431B4) (tstamp 9dd8b4e6-5e50-43e4-adde-467a652e6753) - (at 140.706 115.355 180) + (at 141.04 105.355 180) (descr "Molex KK 396 Interconnect System, old/engineering part number: A-41791-0003 example for new part number: 26-60-4030, 3 Pins (https://www.molex.com/pdm_docs/sd/026604020_sd.pdf), generated with kicad-footprint-generator") (tags "connector Molex KK-396 vertical") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -3841,7 +3572,7 @@ (footprint "kibuzzard-63EDD5C6" (layer "F.Cu") (tedit 63EDD5C6) (tstamp a1b24619-f014-4fb8-8468-f6cfcd22816e) - (at 130.0425 74.91) + (at 125.83 76.61) (descr "Generated with KiBuzzard") (tags "kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiWyIsICJDYXBSaWdodENob2ljZSI6ICJdIiwgIkZvbnRDb21ib0JveCI6ICJnb3RoaWNiIiwgIkhlaWdodEN0cmwiOiAiMC43IiwgIkxheWVyQ29tYm9Cb3giOiAiRi5TaWxrUyIsICJNdWx0aUxpbmVUZXh0IjogIkctTFMiLCAiUGFkZGluZ0JvdHRvbUN0cmwiOiAiNSIsICJQYWRkaW5nTGVmdEN0cmwiOiAiNSIsICJQYWRkaW5nUmlnaHRDdHJsIjogIjUiLCAiUGFkZGluZ1RvcEN0cmwiOiAiNSIsICJXaWR0aEN0cmwiOiAiIn0=") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -3994,22 +3725,22 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp a1bf1370-50d8-473f-8730-95763c78c0d0) - (at 146.5925 56.86 180) + (at 140.675 59.51 -90) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") (property "Sheetname" "") (path "/ca632717-abfa-4701-b805-e07b572d0904") (attr smd) - (fp_text reference "R14" (at 0 -1.65 180) (layer "F.SilkS") hide + (fp_text reference "R14" (at 0 -1.65 90) (layer "F.SilkS") hide (effects (font (size 1 1) (thickness 0.15))) (tstamp cb43e1d4-62f9-4c04-a876-aa42a2a985e5) ) - (fp_text value "100" (at 0 1.65 180) (layer "F.Fab") + (fp_text value "100" (at 0 1.65 90) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) (tstamp 963763f9-b1a5-4457-8f5d-aeebe4e2fe8f) ) - (fp_text user "${REFERENCE}" (at 0 0 180) (layer "F.Fab") + (fp_text user "${REFERENCE}" (at 0 0 90) (layer "F.Fab") (effects (font (size 0.5 0.5) (thickness 0.08))) (tstamp 7b1f38dd-6203-49b4-a949-ec08421124ad) ) @@ -4023,9 +3754,9 @@ (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp 87ee7ca2-bb0e-440a-8196-d4c0c18e1c9a)) (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp dfd1337f-7c0f-4519-802c-9df87e96be0d)) (fp_line (start -1 -0.625) (end 1 -0.625) (layer "F.Fab") (width 0.1) (tstamp e002f48c-6ef6-4335-af86-d21f960b21e0)) - (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) + (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) (net 19 "Net-(J2-Pad3)") (pintype "passive") (tstamp 36216896-f47a-4e6e-904e-e43e5cd7b3ed)) - (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) + (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) (net 21 "PWM1") (pintype "passive") (tstamp 3988feb4-6b0a-405a-8e22-6403f1bb32f2)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) @@ -4034,37 +3765,41 @@ ) ) - (footprint "TestPoint:TestPoint_THTPad_1.5x1.5mm_Drill0.7mm" (layer "F.Cu") + (footprint "TestPoint:TestPoint_Keystone_5000-5004_Miniature" (layer "F.Cu") (tedit 5A0F774F) (tstamp a205e10a-a959-4f39-a0c2-cd97114ddd84) - (at 130.0425 73.09) - (descr "THT rectangular pad as test Point, square 1.5mm side length, hole diameter 0.7mm") - (tags "test point THT pad rectangle square") + (at 125.78 74.26) + (descr "Keystone Miniature THM Test Point 5000-5004, http://www.keyelco.com/product-pdf.cfm?p=1309") + (tags "Through Hole Mount Test Points") (property "Sheetfile" "RnD_6th_sem.kicad_sch") (property "Sheetname" "") (path "/d8093ff9-9f4c-4ed7-a37a-bb17eb9c8f00") - (attr exclude_from_pos_files) - (fp_text reference "TP2" (at 0 -1.648) (layer "F.SilkS") hide + (attr through_hole) + (fp_text reference "TP2" (at 0 -2.5) (layer "F.SilkS") hide (effects (font (size 1 1) (thickness 0.15))) - (tstamp 7a72e827-57b9-4fbb-908d-517c0a7846db) + (tstamp 80c3e19b-2162-4965-a4e3-47b19fbadd18) ) - (fp_text value "TestPoint_Alt" (at 0 1.75) (layer "F.Fab") + (fp_text value "TestPoint_Alt" (at 0 2.5) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) - (tstamp 39c8929f-f954-4ea9-b3b4-62a3cfcfab0b) + (tstamp 6bcf4376-37a2-457e-8128-c0caf3d5f7a4) ) - (fp_text user "${REFERENCE}" (at 0 -1.65) (layer "F.Fab") + (fp_text user "${REFERENCE}" (at 0 -2.5) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) - (tstamp 8d4f5d56-b07d-449e-a131-ed9a0f0209e6) + (tstamp dffd6aa0-bc43-427c-a4e9-372fcd7142c5) + ) + (fp_circle (center 0 0) (end 1.4 0) (layer "F.SilkS") (width 0.15) (fill none) (tstamp 64aac6ce-204d-45fb-824f-c04185249779)) + (fp_circle (center 0 0) (end 1.65 0) (layer "F.CrtYd") (width 0.05) (fill none) (tstamp c824b0f3-fe3b-4f6a-9b4d-5ea37034db88)) + (fp_line (start 0.75 -0.25) (end 0.75 0.25) (layer "F.Fab") (width 0.15) (tstamp 36aa7703-15a4-4533-b1c1-cfc957145f63)) + (fp_line (start 0.75 0.25) (end -0.75 0.25) (layer "F.Fab") (width 0.15) (tstamp 437f4c17-330e-4b62-ad00-8de48dd864f6)) + (fp_line (start -0.75 -0.25) (end 0.75 -0.25) (layer "F.Fab") (width 0.15) (tstamp 960d2e29-ca80-4ad2-bf7e-0c34cf1e14cf)) + (fp_line (start -0.75 0.25) (end -0.75 -0.25) (layer "F.Fab") (width 0.15) (tstamp b70985d0-1494-4d2e-81ee-1f4aabbef655)) + (fp_circle (center 0 0) (end 1.25 0) (layer "F.Fab") (width 0.15) (fill none) (tstamp 0fd4cde0-d984-44f9-88cd-b0539082093d)) + (pad "1" thru_hole circle (at 0 0) (size 2 2) (drill 1) (layers *.Cu *.Mask) + (net 17 "Net-(Q2-Pad8)") (pinfunction "1") (pintype "passive") (tstamp ef988ee8-46b6-4372-8fa5-940912be4827)) + (model "${KICAD6_3DMODEL_DIR}/TestPoint.3dshapes/TestPoint_Keystone_5000-5004_Miniature.wrl" + (offset (xyz 0 0 0)) + (scale (xyz 1 1 1)) + (rotate (xyz 0 0 0)) ) - (fp_line (start 0.95 0.95) (end -0.95 0.95) (layer "F.SilkS") (width 0.12) (tstamp 37205933-8eca-495d-8fc9-5878dfeb1a01)) - (fp_line (start -0.95 0.95) (end -0.95 -0.95) (layer "F.SilkS") (width 0.12) (tstamp 3d064580-b649-4ea2-b637-1188e81cbc2e)) - (fp_line (start 0.95 -0.95) (end 0.95 0.95) (layer "F.SilkS") (width 0.12) (tstamp 82f28cef-88f2-42b9-9226-e3449b26b745)) - (fp_line (start -0.95 -0.95) (end 0.95 -0.95) (layer "F.SilkS") (width 0.12) (tstamp b65ed6e9-e567-4bee-a1d4-b0bb508691ff)) - (fp_line (start -1.25 -1.25) (end 1.25 -1.25) (layer "F.CrtYd") (width 0.05) (tstamp 386b6127-a7a2-4044-bc2a-c10c03a7f332)) - (fp_line (start 1.25 1.25) (end 1.25 -1.25) (layer "F.CrtYd") (width 0.05) (tstamp 6348840e-e66a-425d-92ec-1273aa685435)) - (fp_line (start -1.25 -1.25) (end -1.25 1.25) (layer "F.CrtYd") (width 0.05) (tstamp 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"kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiWyIsICJDYXBSaWdodENob2ljZSI6ICJdIiwgIkZvbnRDb21ib0JveCI6ICJnb3RoaWNiIiwgIkhlaWdodEN0cmwiOiAiMSIsICJMYXllckNvbWJvQm94IjogIkYuU2lsa1MiLCAiTXVsdGlMaW5lVGV4dCI6ICJWb3V0IiwgIlBhZGRpbmdCb3R0b21DdHJsIjogIjUiLCAiUGFkZGluZ0xlZnRDdHJsIjogIjUiLCAiUGFkZGluZ1JpZ2h0Q3RybCI6ICI1IiwgIlBhZGRpbmdUb3BDdHJsIjogIjUiLCAiV2lkdGhDdHJsIjogIiJ9") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -4454,7 +4193,7 @@ (footprint "kibuzzard-63EDD5E0" (layer "F.Cu") (tedit 63EDD5E0) (tstamp b8be8b01-39f4-4916-9567-47a201509259) - (at 152.0425 75.01) + (at 155.225 76.66) (descr "Generated with KiBuzzard") (tags "kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiWyIsICJDYXBSaWdodENob2ljZSI6ICJdIiwgIkZvbnRDb21ib0JveCI6ICJnb3RoaWNiIiwgIkhlaWdodEN0cmwiOiAiMC43IiwgIkxheWVyQ29tYm9Cb3giOiAiRi5TaWxrUyIsICJNdWx0aUxpbmVUZXh0IjogIkctSFMiLCAiUGFkZGluZ0JvdHRvbUN0cmwiOiAiNSIsICJQYWRkaW5nTGVmdEN0cmwiOiAiNSIsICJQYWRkaW5nUmlnaHRDdHJsIjogIjUiLCAiUGFkZGluZ1RvcEN0cmwiOiAiNSIsICJXaWR0aEN0cmwiOiAiIn0=") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -4613,7 +4352,7 @@ (footprint "Capacitor_SMD:C_1206_3216Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp b8f5e50c-bd65-469f-bc0e-ea3628a451ce) - (at 147.855 101.7725 180) + (at 147.855 96.1725 180) (descr "Capacitor SMD 1206 (3216 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -4991,7 +4730,7 @@ (footprint "kibuzzard-63EE9091" (layer "F.Cu") (tedit 63EE9091) (tstamp c1f1cf4e-36c4-4557-9000-e69fa0c61768) - (at 146.08 123.11 90) + (at 147.28 112.81 90) (descr "Generated with KiBuzzard") (tags "kb_params=eyJBbGlnbm1lbnRDaG9pY2UiOiAiQ2VudGVyIiwgIkNhcExlZnRDaG9pY2UiOiAiWyIsICJDYXBSaWdodENob2ljZSI6ICJdIiwgIkZvbnRDb21ib0JveCI6ICJnb3RoaWNiIiwgIkhlaWdodEN0cmwiOiAiMSIsICJMYXllckNvbWJvQm94IjogIkYuU2lsa1MiLCAiTXVsdGlMaW5lVGV4dCI6ICJWb3V0IiwgIlBhZGRpbmdCb3R0b21DdHJsIjogIjUiLCAiUGFkZGluZ0xlZnRDdHJsIjogIjUiLCAiUGFkZGluZ1JpZ2h0Q3RybCI6ICI1IiwgIlBhZGRpbmdUb3BDdHJsIjogIjUiLCAiV2lkdGhDdHJsIjogIiJ9") (attr board_only exclude_from_pos_files exclude_from_bom) @@ -5120,7 +4859,7 @@ (footprint "Diode_SMD:D_SOD-323" (layer "F.Cu") (tedit 58641739) (tstamp c3db29d2-538a-4e12-abab-7738175589ac) - (at 143.2975 67.96) + (at 141.0475 68.76) (descr "SOD-323") (tags "SOD-323") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -5169,7 +4908,7 @@ (footprint "Connector_Molex:Molex_KK-396_A-41791-0003_1x03_P3.96mm_Vertical" (layer "F.Cu") (tedit 5DC431B4) (tstamp c6fba143-ff21-4465-a3c7-38ba5634f00e) - (at 153.99 115.355 180) + (at 155.14 105.355 180) (descr "Molex KK 396 Interconnect System, old/engineering part number: A-41791-0003 example for new part number: 26-60-4030, 3 Pins (https://www.molex.com/pdm_docs/sd/026604020_sd.pdf), generated with kicad-footprint-generator") (tags "connector Molex KK-396 vertical") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -5246,7 +4985,7 @@ (footprint "MountingHole:MountingHole_3.2mm_M3" (layer "F.Cu") (tedit 56D1B4CB) (tstamp ca2fdd87-b0bc-4cd9-9e56-6795f6d3ebce) - (at 163.93 121.16) + (at 162.78 111.81) (descr "Mounting Hole 3.2mm, no annular, M3") (tags "mounting hole 3.2mm no annular m3") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -5272,7 +5011,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp cd0b4a34-46de-4395-b1f6-fd8e6f8d612a) - (at 136.2925 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kicad-footprint-generator") + (tags "capacitor") + (property "Sheetfile" "RnD_6th_sem.kicad_sch") + (property "Sheetname" "") + (path "/c373256d-a3e0-4864-9dd0-29c2d2991668") + (attr smd) + (fp_text reference "C11" (at 0 -1.68) (layer "F.SilkS") hide + (effects (font (size 1 1) (thickness 0.15))) + (tstamp 39778872-9188-4375-b2a2-87ba4ec169d8) + ) + (fp_text value "100nF" (at 0 1.68) (layer "F.Fab") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp 504532bc-cd6d-4b86-becc-ee8334d2c9c9) + ) + (fp_text user "${REFERENCE}" (at 0 0) (layer "F.Fab") + (effects (font (size 0.5 0.5) (thickness 0.08))) + (tstamp ae37ecb4-68d3-4351-a845-2d7da9d56eb3) + ) + (fp_line (start -0.261252 0.735) (end 0.261252 0.735) (layer "F.SilkS") (width 0.12) (tstamp 4440218b-ef36-4c1b-8833-3a5acab288a0)) + (fp_line (start -0.261252 -0.735) (end 0.261252 -0.735) (layer "F.SilkS") (width 0.12) (tstamp 5644899f-3c11-4896-bc36-75bd3a29fcf6)) + (fp_line (start -1.7 0.98) (end -1.7 -0.98) (layer "F.CrtYd") 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(unit 1) (value "TestPoint_Alt") (footprint "TestPoint:TestPoint_Keystone_5000-5004_Miniature") + ) + (path "/7ef5513c-0371-4f16-ac23-d7b0c4bfc3e2" + (reference "TP3") (unit 1) (value "TestPoint_Alt") (footprint "TestPoint:TestPoint_Keystone_5000-5004_Miniature") ) (path "/62ccfc28-b799-42f0-a533-2e24e43421d3" - (reference "TP4") (unit 1) (value "TestPoint_Alt") (footprint "TestPoint:TestPoint_THTPad_1.5x1.5mm_Drill0.7mm") + (reference "TP4") (unit 1) (value "TestPoint_Alt") (footprint "TestPoint:TestPoint_Keystone_5000-5004_Miniature") + ) + (path "/e1c6fddd-574b-477c-b483-d5233f24f7ff" + (reference "TP5") (unit 1) (value "TestPoint_Alt") (footprint "TestPoint:TestPoint_Keystone_5000-5004_Miniature") ) ) ) diff --git a/bom/ibom.html b/bom/ibom.html index 3cc86e3..ee81128 100644 --- a/bom/ibom.html +++ b/bom/ibom.html @@ -890,7 +890,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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