From 4e23c8e74c7b881a49f1f8f3bc381228086c7475 Mon Sep 17 00:00:00 2001 From: Johnny Hsu Date: Tue, 4 Mar 2025 22:05:58 +0100 Subject: [PATCH] footprint change after test --- Hardware/FT25_BSPD.kicad_pcb | 12429 ++++++++--------- Hardware/FT25_BSPD.kicad_pro | 32 +- Hardware/FT25_BSPD.kicad_sch | 1664 +-- Hardware/Lib/bspd.pretty/173010542.kicad_mod | 302 +- Hardware/bom/ibom.html | 2 +- 5 files changed, 7281 insertions(+), 7148 deletions(-) diff --git a/Hardware/FT25_BSPD.kicad_pcb b/Hardware/FT25_BSPD.kicad_pcb index 7660a1d..fbc8bdb 100644 --- a/Hardware/FT25_BSPD.kicad_pcb +++ b/Hardware/FT25_BSPD.kicad_pcb @@ -1,7 +1,7 @@ (kicad_pcb - (version 20240108) + (version 20241229) (generator "pcbnew") - (generator_version "8.0") + (generator_version "9.0") (general (thickness 1.6) (legacy_teardrops no) @@ -9,36 +9,36 @@ (paper "A4") (layers (0 "F.Cu" signal) - (1 "In1.Cu" signal) - (2 "In2.Cu" signal) - (31 "B.Cu" signal) - (32 "B.Adhes" user "B.Adhesive") - (33 "F.Adhes" user "F.Adhesive") - (34 "B.Paste" user) - (35 "F.Paste" user) - (36 "B.SilkS" user "B.Silkscreen") - (37 "F.SilkS" user "F.Silkscreen") - (38 "B.Mask" user) - (39 "F.Mask" user) - (40 "Dwgs.User" user "User.Drawings") - (41 "Cmts.User" user "User.Comments") - (42 "Eco1.User" user "User.Eco1") - (43 "Eco2.User" user "User.Eco2") - (44 "Edge.Cuts" user) - (45 "Margin" user) - (46 "B.CrtYd" user "B.Courtyard") - (47 "F.CrtYd" user "F.Courtyard") - (48 "B.Fab" user) - (49 "F.Fab" user) - (50 "User.1" user) - (51 "User.2" user) - (52 "User.3" user) - (53 "User.4" user) - (54 "User.5" user) - (55 "User.6" user) - (56 "User.7" user) - (57 "User.8" user) - (58 "User.9" user) + (4 "In1.Cu" signal) + (6 "In2.Cu" signal) + (2 "B.Cu" signal) + (9 "F.Adhes" user "F.Adhesive") + (11 "B.Adhes" user "B.Adhesive") + (13 "F.Paste" user) + (15 "B.Paste" user) + (5 "F.SilkS" user "F.Silkscreen") + (7 "B.SilkS" user "B.Silkscreen") + (1 "F.Mask" user) + (3 "B.Mask" user) + (17 "Dwgs.User" user "User.Drawings") + (19 "Cmts.User" user "User.Comments") + (21 "Eco1.User" user "User.Eco1") + (23 "Eco2.User" user "User.Eco2") + (25 "Edge.Cuts" user) + (27 "Margin" user) + (31 "F.CrtYd" user "F.Courtyard") + (29 "B.CrtYd" user "B.Courtyard") + (35 "F.Fab" user) + (33 "B.Fab" user) + (39 "User.1" user) + (41 "User.2" user) + (43 "User.3" user) + (45 "User.4" user) + (47 "User.5" user) + (49 "User.6" user) + (51 "User.7" user) + (53 "User.8" user) + (55 "User.9" user) ) (setup (stackup @@ -104,9 +104,10 @@ ) (pad_to_mask_clearance 0) (allow_soldermask_bridges_in_footprints no) + (tenting front back) (pcbplotparams - (layerselection 0x00010fc_ffffffff) - (plot_on_all_layers_selection 0x0000000_00000000) + (layerselection 0x00000000_00000000_55555555_5755f5ff) + (plot_on_all_layers_selection 0x00000000_00000000_00000000_00000000) (disableapertmacros no) (usegerberextensions yes) (usegerberattributes no) @@ -116,7 +117,6 @@ (dashed_line_gap_ratio 3.000000) (svgprecision 4) (plotframeref no) - (viasonmask no) (mode 1) (useauxorigin no) (hpglpennumber 1) @@ -124,16 +124,20 @@ (hpglpendiameter 15.000000) (pdf_front_fp_property_popups yes) (pdf_back_fp_property_popups yes) + (pdf_metadata yes) + (pdf_single_document no) (dxfpolygonmode yes) (dxfimperialunits yes) (dxfusepcbnewfont yes) (psnegative no) (psa4output no) - (plotreference yes) - (plotvalue yes) - (plotfptext yes) + (plot_black_and_white yes) (plotinvisibletext no) (sketchpadsonfab no) + (plotpadnumbers no) + (hidednponfab no) + (sketchdnponfab yes) + (crossoutdnponfab yes) (subtractmaskfromsilk yes) (outputformat 1) (mirror no) @@ -202,19 +206,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "5467e1a1-d7d3-4776-a18c-f9a94f5a8dcf") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -243,7 +234,7 @@ ) (property ki_fp_filters "R_*") (path "/e366020a-59a6-4e5f-babd-774bd3e2ac66") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -360,7 +351,7 @@ (pad "1" smd roundrect (at -0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 7 "Net-(U1A--)") (pintype "passive") @@ -369,12 +360,13 @@ (pad "2" smd roundrect (at 0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 23 "Net-(R14-Pad2)") (pintype "passive") (uuid "90398bed-cf42-4f36-a428-6d833bf75000") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -415,18 +407,6 @@ ) ) ) - (property "Footprint" "FaSTTUBe_connectors:Micro_Mate-N-Lok_3p_horizontal" - (at 0 0 0) - (layer "F.Fab") - (hide yes) - (uuid "b3f581d0-1d9a-4ab3-80e8-2702126cba66") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (layer "F.Fab") @@ -453,7 +433,7 @@ ) (property ki_fp_filters "Connector*:*_1x??-1MP*") (path "/611cd7c6-826c-46c6-8780-1ca92d047bfe") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -593,7 +573,7 @@ (width 0.12) (type solid) ) - (fill solid) + (fill yes) (layer "F.SilkS") (uuid "c7107a7b-9de8-4979-8132-14fc6556398f") ) @@ -604,7 +584,7 @@ (width 0.05) (type solid) ) - (fill none) + (fill no) (layer "F.CrtYd") (uuid "72d842ab-5439-4769-9a15-e8a990595f88") ) @@ -643,7 +623,7 @@ (pad "1" smd roundrect (at 3 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pinfunction "Pin_1") @@ -653,7 +633,7 @@ (pad "2" smd roundrect (at 0 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 18 "/Current_Sensor") (pinfunction "Pin_2") @@ -663,7 +643,7 @@ (pad "3" smd roundrect (at -3 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "Pin_3") @@ -673,7 +653,7 @@ (pad "MP" smd roundrect (at -6.7 0 180) (size 3.43 1.65) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "MountPin") @@ -684,7 +664,7 @@ (pad "MP" smd roundrect (at 6.7 0 180) (size 3.43 1.65) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "MountPin") @@ -692,6 +672,7 @@ (zone_connect 2) (uuid "c4f50faa-523f-4eb2-a02d-8f92e716ac5b") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_connectors.pretty/3d_models/Micro_Mate-N-Lok_3p_horizontal.stp" (offset (xyz 0 -4.6 2.5) @@ -744,19 +725,6 @@ ) ) ) - (property "Footprint" "MountingHole:MountingHole_3.2mm_M3_Pad_Via" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "36bbec32-c1a4-4d1a-953c-7d5b2429c18e") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -785,7 +753,7 @@ ) (property ki_fp_filters "MountingHole*Pad*") (path "/72cfca97-be4d-4cf6-9b8b-e9d72e854bdb") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr exclude_from_pos_files exclude_from_bom) (fp_circle @@ -795,7 +763,7 @@ (width 0.15) (type solid) ) - (fill none) + (fill no) (layer "Cmts.User") (uuid "75aed551-61f6-411f-9e09-38064ebd6525") ) @@ -806,7 +774,7 @@ (width 0.05) (type solid) ) - (fill none) + (fill no) (layer "F.CrtYd") (uuid "bbfd0fd8-65a1-457c-ae47-d6197c6685a2") ) @@ -928,6 +896,7 @@ (zone_connect 2) (uuid "19a54958-461a-4da1-8d97-04e234b8c2d2") ) + (embedded_fonts no) ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") @@ -957,19 +926,6 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "fe4ec413-2c9d-4792-8a9f-0d79b11fc79f") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -998,7 +954,7 @@ ) (property ki_fp_filters "C_*") (path "/a10af4cf-6c17-4f0b-b882-9076d04f5ca5") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -1115,7 +1071,7 @@ (pad "1" smd roundrect (at -0.775 0 180) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 3 "/Current_ref") (pintype "passive") @@ -1124,12 +1080,13 @@ (pad "2" smd roundrect (at 0.775 0 180) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "9860042d-3bb9-466c-b3ee-4820d705b329") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -1170,19 +1127,6 @@ ) ) ) - (property "Footprint" "Package_SO:SSOP-14_5.3x6.2mm_P0.65mm" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "b69b20ad-fc7d-4363-8fd1-0289466e7332") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "http://www.ti.com/lit/ds/symlink/lm339.pdf" (at 0 0 0) (unlocked yes) @@ -1210,8 +1154,8 @@ ) ) (property ki_fp_filters "SOIC*3.9x8.7mm*P1.27mm* TSSOP*4.4x5mm*P0.65mm*") - (path "/f1b05128-9717-4134-8620-3fcffde4a425") - (sheetname "Root") + (path "/ce1dd5f2-9f2f-46d1-a2d7-7a52fe2baa2b") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -1282,7 +1226,7 @@ (width 0.12) (type solid) ) - (fill solid) + (fill yes) (layer "F.SilkS") (uuid "5d00ceef-59f2-450e-924a-6c32faca43fb") ) @@ -1390,7 +1334,7 @@ (pad "1" smd rect (at -3.45 -1.95) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 9 "Net-(D4-K)") (pintype "open_collector") (uuid "5934b642-800e-47bc-882d-304f5e2f1f9f") @@ -1398,7 +1342,7 @@ (pad "2" smd rect (at -3.45 -1.3) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 9 "Net-(D4-K)") (pintype "open_collector") (uuid "9dabff90-0003-4019-abd4-6bbb286e9c49") @@ -1406,7 +1350,7 @@ (pad "3" smd rect (at -3.45 -0.65) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 2 "+5V") (pinfunction "V+") (pintype "power_in") @@ -1415,7 +1359,7 @@ (pad "4" smd rect (at -3.45 0) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 29 "Net-(U2A--)") (pinfunction "-") (pintype "input") @@ -1424,7 +1368,7 @@ (pad "5" smd rect (at -3.45 0.65) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 3 "/Current_ref") (pinfunction "+") (pintype "input") @@ -1433,7 +1377,7 @@ (pad "6" smd rect (at -3.45 1.3) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 6 "/Low_Ref") (pinfunction "-") (pintype "input") @@ -1442,7 +1386,7 @@ (pad "7" smd rect (at -3.45 1.95) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 29 "Net-(U2A--)") (pinfunction "+") (pintype "input") @@ -1451,7 +1395,7 @@ (pad "8" smd rect (at 3.45 1.95) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 6 "/Low_Ref") (pinfunction "-") (pintype "input") @@ -1460,7 +1404,7 @@ (pad "9" smd rect (at 3.45 1.3) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 30 "Net-(U2C--)") (pinfunction "+") (pintype "input") @@ -1469,7 +1413,7 @@ (pad "10" smd rect (at 3.45 0.65) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 30 "Net-(U2C--)") (pinfunction "-") (pintype "input") @@ -1478,7 +1422,7 @@ (pad "11" smd rect (at 3.45 0) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 4 "/Brake_ref") (pinfunction "+") (pintype "input") @@ -1487,7 +1431,7 @@ (pad "12" smd rect (at 3.45 -0.65) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 1 "GND") (pinfunction "V-") (pintype "power_in") @@ -1496,7 +1440,7 @@ (pad "13" smd rect (at 3.45 -1.3) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 12 "Net-(D5-K)") (pintype "open_collector") (uuid "539a3d12-eb70-4343-bb78-d5c42170d8ac") @@ -1504,11 +1448,12 @@ (pad "14" smd rect (at 3.45 -1.95) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 12 "Net-(D5-K)") (pintype "open_collector") (uuid "c8050879-b369-4e9b-ba50-5154686e6283") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Package_SO.3dshapes/SSOP-14_5.3x6.2mm_P0.65mm.wrl" (offset (xyz 0 0 0) @@ -1550,19 +1495,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "8ffb8a60-1055-49db-b9d6-cbe5a634bb8a") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -1591,7 +1523,7 @@ ) (property ki_fp_filters "R_*") (path "/be3f270f-d420-45fb-9652-ce7bf1f477e8") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -1708,7 +1640,7 @@ (pad "1" smd roundrect (at -0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -1717,12 +1649,13 @@ (pad "2" smd roundrect (at 0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 26 "Net-(R20-Pad2)") (pintype "passive") (uuid "20ad1865-779d-4e5f-b494-e12543f62b43") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -1765,19 +1698,6 @@ ) ) ) - (property "Footprint" "bspd:5025" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "a3b6f0cd-f13f-424b-93b7-ad6d6d07adf7") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -1806,7 +1726,7 @@ ) (property ki_fp_filters "Pin* Test*") (path "/7881ec44-4a24-4216-a1bd-6d9067d83b45") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr through_hole) (fp_line @@ -1964,6 +1884,7 @@ (pintype "passive") (uuid "9a6faa14-d07b-4e85-83ff-d7c79fc9741a") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/STEP/5025--3DModel-STEP-630548.STEP" (offset (xyz 1.25 0 -3.5) @@ -2004,19 +1925,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "be575cb3-e446-45f5-bf3d-1ae865206645") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 90) (unlocked yes) @@ -2045,7 +1953,7 @@ ) (property ki_fp_filters "R_*") (path "/13a0d31a-119a-47e7-9598-9093c49bca1d") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -2162,7 +2070,7 @@ (pad "1" smd roundrect (at -0.825 0 90) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -2171,12 +2079,13 @@ (pad "2" smd roundrect (at 0.825 0 90) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 6 "/Low_Ref") (pintype "passive") (uuid "36a5817b-22ae-430d-999a-83a0c498dc67") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -2217,18 +2126,6 @@ ) ) ) - (property "Footprint" "FaSTTUBe_connectors:Micro_Mate-N-Lok_3p_horizontal" - (at 0 0 0) - (layer "F.Fab") - (hide yes) - (uuid "283b0a2d-2b37-4cf6-839e-054b76e898bb") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (layer "F.Fab") @@ -2255,7 +2152,7 @@ ) (property ki_fp_filters "Connector*:*_1x??-1MP*") (path "/141cda2a-4611-4846-9b8b-7db2bc60df0a") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -2395,7 +2292,7 @@ (width 0.12) (type solid) ) - (fill solid) + (fill yes) (layer "F.SilkS") (uuid "00949244-c7df-468a-a8db-7fe49ceeec79") ) @@ -2406,7 +2303,7 @@ (width 0.05) (type solid) ) - (fill none) + (fill no) (layer "F.CrtYd") (uuid "3b97e75d-aa8a-4fc2-a800-943cf5cec922") ) @@ -2445,7 +2342,7 @@ (pad "1" smd roundrect (at 3 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pinfunction "Pin_1") @@ -2455,7 +2352,7 @@ (pad "2" smd roundrect (at 0 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 19 "/Break_Pressure_Sensor") (pinfunction "Pin_2") @@ -2465,7 +2362,7 @@ (pad "3" smd roundrect (at -3 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "Pin_3") @@ -2475,7 +2372,7 @@ (pad "MP" smd roundrect (at -6.7 0 180) (size 3.43 1.65) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "MountPin") @@ -2486,7 +2383,7 @@ (pad "MP" smd roundrect (at 6.7 0 180) (size 3.43 1.65) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "MountPin") @@ -2494,6 +2391,7 @@ (zone_connect 2) (uuid "fbe3ca2f-c35c-4b14-b164-7be57fcdb425") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_connectors.pretty/3d_models/Micro_Mate-N-Lok_3p_horizontal.stp" (offset (xyz 0 -4.6 2.5) @@ -2545,19 +2443,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "64cd04fd-0fc6-441b-a223-f207dc941107") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 90) (unlocked yes) @@ -2586,7 +2471,7 @@ ) (property ki_fp_filters "R_*") (path "/a41f95d0-7d25-4aff-a35e-453779adf97c") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -2703,7 +2588,7 @@ (pad "1" smd roundrect (at -0.825 0 90) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 4 "/Brake_ref") (pintype "passive") @@ -2712,12 +2597,13 @@ (pad "2" smd roundrect (at 0.825 0 90) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "6a9a3421-d842-480c-aedd-ad950ca1dffb") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -2759,19 +2645,6 @@ ) ) ) - (property "Footprint" "MountingHole:MountingHole_3.2mm_M3_Pad_Via" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "e0391363-e947-445f-8eaa-89e7aae6251c") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -2800,7 +2673,7 @@ ) (property ki_fp_filters "MountingHole*Pad*") (path "/aedca0bf-3771-4241-88a8-5aa8237d201b") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr exclude_from_pos_files exclude_from_bom) (fp_circle @@ -2810,7 +2683,7 @@ (width 0.15) (type solid) ) - (fill none) + (fill no) (layer "Cmts.User") (uuid "ff727835-dc53-413e-804f-9b56ece400ad") ) @@ -2821,7 +2694,7 @@ (width 0.05) (type solid) ) - (fill none) + (fill no) (layer "F.CrtYd") (uuid "33364942-2984-4ab1-b15d-988bdf940f88") ) @@ -2943,6 +2816,7 @@ (zone_connect 2) (uuid "67e64248-ee07-4ebe-b220-c19ce1cdd2ff") ) + (embedded_fonts no) ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") @@ -2973,19 +2847,6 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "643cc437-ed1b-4236-b24b-6d9d5f89f43c") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -3014,7 +2875,7 @@ ) (property ki_fp_filters "C_*") (path "/e4930f64-2f8b-4160-9cd1-c3da7ba246f9") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -3131,7 +2992,7 @@ (pad "1" smd roundrect (at -0.775 0 180) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") @@ -3140,12 +3001,13 @@ (pad "2" smd roundrect (at 0.775 0 180) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") (uuid "624269b6-c1f0-479e-a3c4-e7fb25186fb3") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -3186,18 +3048,6 @@ ) ) ) - (property "Footprint" "FaSTTUBe_connectors:Micro_Mate-N-Lok_2p_horizontal" - (at 0 0 0) - (layer "F.Fab") - (hide yes) - (uuid "c437a55e-404e-45db-8a64-e8ad2eee6035") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (layer "F.Fab") @@ -3224,7 +3074,7 @@ ) (property ki_fp_filters "Connector*:*_1x??-1MP*") (path "/340b532a-aff8-45d5-bf2a-5e8cec3195c6") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -3354,7 +3204,7 @@ (width 0.12) (type solid) ) - (fill solid) + (fill yes) (layer "F.SilkS") (uuid "77a0ea81-f651-42e6-9864-7341db5f142f") ) @@ -3365,7 +3215,7 @@ (width 0.05) (type solid) ) - (fill none) + (fill no) (layer "F.CrtYd") (uuid "a6e4d810-f1d3-40c2-9194-a20decc31dca") ) @@ -3404,7 +3254,7 @@ (pad "1" smd roundrect (at 1.5 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "Pin_1") @@ -3414,7 +3264,7 @@ (pad "2" smd roundrect (at -1.5 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 17 "+24V") (pinfunction "Pin_2") @@ -3424,7 +3274,7 @@ (pad "MP" smd roundrect (at -5.2 0 180) (size 3.43 1.65) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "MountPin") @@ -3435,7 +3285,7 @@ (pad "MP" smd roundrect (at 5.2 0 180) (size 3.43 1.65) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "MountPin") @@ -3443,6 +3293,7 @@ (zone_connect 2) (uuid "df253356-238a-4f3d-bbe8-8fa15f7e179d") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_connectors.pretty/3d_models/Micro_Mate-N-Lok_2p_horizontal.stp" (offset (xyz 0 -4.6 2.5) @@ -3494,19 +3345,6 @@ ) ) ) - (property "Footprint" "Package_DIP:SMDIP-6_W9.53mm" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "ed932ac9-8a71-479a-86b5-70f7f60376c1") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://www.infineon.com/dgdl/Infineon-PVG612A-DataSheet-v01_00-EN.pdf?fileId=5546d462533600a401535683ca14293a" (at 0 0 0) (unlocked yes) @@ -3535,7 +3373,7 @@ ) (property ki_fp_filters "DIP*W7.62mm*") (path "/0d658bcb-1561-45b4-8825-5a9c54ae9c95") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -3703,7 +3541,7 @@ (pad "1" smd rect (at -4.765 -2.54) (size 2 1.78) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 25 "Net-(R19-Pad2)") (pintype "passive") (uuid "e5056ad1-f1d3-4377-9119-799e59de1339") @@ -3711,7 +3549,7 @@ (pad "2" smd rect (at -4.765 0) (size 2 1.78) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 13 "Net-(D6-K)") (pintype "passive") (uuid "e80980e6-e0e2-4771-acd4-3db3f6280d2a") @@ -3719,7 +3557,7 @@ (pad "3" smd rect (at -4.765 2.54) (size 2 1.78) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 27 "unconnected-(U4-Pad3)") (pintype "no_connect") (uuid "47923e52-b03e-416b-b818-c835d71ac724") @@ -3727,7 +3565,7 @@ (pad "4" smd rect (at 4.765 2.54) (size 2 1.78) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 21 "/SDC_Out") (pintype "passive") (uuid "8772c140-bec9-4153-bd64-afc8cc905295") @@ -3735,7 +3573,7 @@ (pad "5" smd rect (at 4.765 0) (size 2 1.78) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 28 "unconnected-(U4-Pad5)") (pintype "passive+no_connect") (uuid "33eb08fd-5df9-4ccf-b5d1-5805709ef411") @@ -3743,11 +3581,12 @@ (pad "6" smd rect (at 4.765 -2.54) (size 2 1.78) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 20 "/SDC_In") (pintype "passive") (uuid "8e285401-b734-4fb9-9c82-ba4a2c4e58e6") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Package_DIP.3dshapes/SMDIP-6_W9.53mm.wrl" (offset (xyz 0 0 0) @@ -3788,18 +3627,6 @@ ) ) ) - (property "Footprint" "bspd:brake" - (at 0 0 0) - (layer "F.Fab") - (hide yes) - (uuid "c7c67258-78ed-40a4-8124-1e2e4d3e360f") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (layer "F.Fab") @@ -3845,7 +3672,7 @@ (width 0) (type solid) ) - (fill solid) + (fill yes) (layer "B.Cu") (uuid "acd2bb25-132d-445a-9a30-8ec683796d35") ) @@ -3869,7 +3696,7 @@ (width 0) (type solid) ) - (fill solid) + (fill yes) (layer "B.Cu") (uuid "164121bf-4d6a-4e75-9397-3d2340301a6e") ) @@ -3896,7 +3723,7 @@ (width 0) (type solid) ) - (fill solid) + (fill yes) (layer "B.Cu") (uuid "5453fc41-5284-4416-a4da-9d4c2ffb08a4") ) @@ -3922,7 +3749,7 @@ (width 0) (type solid) ) - (fill solid) + (fill yes) (layer "B.Cu") (uuid "fa6ed8a9-39f9-4f1d-a324-0ae0e7ae2f33") ) @@ -3951,7 +3778,7 @@ (width 0) (type solid) ) - (fill solid) + (fill yes) (layer "B.Cu") (uuid "d7e226b6-696f-42e9-9fe4-5c32f0cf6a92") ) @@ -4011,7 +3838,7 @@ (width 0) (type solid) ) - (fill solid) + (fill yes) (layer "B.Cu") (uuid "ab18773b-2e36-4ca6-a55b-00a67f29543a") ) @@ -4081,10 +3908,11 @@ (width 0) (type solid) ) - (fill solid) + (fill yes) (layer "B.Cu") (uuid "7520882c-a571-474f-912f-ccb2261e9369") ) + (embedded_fonts no) ) (footprint "Resistor_SMD:R_0603_1608Metric" (layer "F.Cu") @@ -4114,19 +3942,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "cc3debce-a124-406f-8980-73771635a1d9") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -4155,7 +3970,7 @@ ) (property ki_fp_filters "R_*") (path "/5afa549b-1b72-4667-8033-ec68148eac85") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -4272,7 +4087,7 @@ (pad "1" smd roundrect (at -0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 5 "Net-(D3-K)") (pintype "passive") @@ -4281,12 +4096,13 @@ (pad "2" smd roundrect (at 0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 15 "Net-(D8-A)") (pintype "passive") (uuid "87a488da-b421-497f-92df-c6497a7e72e2") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -4327,21 +4143,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "f41efbeb-766f-4cd7-bf3e-6a2494d3af01") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -4354,7 +4157,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -4368,7 +4171,7 @@ ) (property ki_fp_filters "R_*") (path "/a6649d99-2a08-4878-977e-56ca5b467403") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -4485,7 +4288,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 29 "Net-(U2A--)") (pintype "passive") @@ -4494,12 +4297,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 18 "/Current_Sensor") (pintype "passive") (uuid "14839ca4-809b-4ed6-bd28-23adc88d6ea0") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -4540,21 +4344,8 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "b9082f6f-84e2-4170-95a0-5e9a1f549a32") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -4567,7 +4358,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -4581,7 +4372,7 @@ ) (property ki_fp_filters "C_*") (path "/127019db-918c-4806-99b5-57f9993c8b2d") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -4698,7 +4489,7 @@ (pad "1" smd roundrect (at -0.775 0 270) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 6 "/Low_Ref") (pintype "passive") @@ -4707,12 +4498,13 @@ (pad "2" smd roundrect (at 0.775 0 270) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "120b726d-524c-4780-9258-f5de331827fc") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -4755,19 +4547,6 @@ ) ) ) - (property "Footprint" "bspd:5025" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "9587a3de-16b9-464f-9f1c-200bf8644dff") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -4796,7 +4575,7 @@ ) (property ki_fp_filters "Pin* Test*") (path "/514f22f4-180a-4fd5-9bce-30651f350035") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr through_hole) (fp_line @@ -4954,6 +4733,7 @@ (pintype "passive") (uuid "53bb2731-d628-4e3f-bff7-bbffcd6684ba") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/STEP/5025--3DModel-STEP-630548.STEP" (offset (xyz 1.25 0 -3.5) @@ -4995,21 +4775,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "b16eb614-be9a-42e0-9daf-e482ae35b28e") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -5022,7 +4789,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -5036,7 +4803,7 @@ ) (property ki_fp_filters "R_*") (path "/f2c0f00d-40e9-4ecf-a46e-fec2f86efd1f") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -5153,7 +4920,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -5162,12 +4929,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 11 "Net-(D5-A)") (pintype "passive") (uuid "17e0a6af-e5b5-477d-b917-7d7509547dec") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -5209,19 +4977,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "1195d8b1-68cc-42cf-a8ac-93c60c333d9d") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 90) (unlocked yes) @@ -5250,7 +5005,7 @@ ) (property ki_fp_filters "R_*") (path "/36dd88f2-171a-4bdd-9b6e-8493979025a4") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd dnp) (fp_line @@ -5367,7 +5122,7 @@ (pad "1" smd roundrect (at -0.825 0 90) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 3 "/Current_ref") (pintype "passive") @@ -5376,12 +5131,13 @@ (pad "2" smd roundrect (at 0.825 0 90) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 22 "Net-(R6-Pad2)") (pintype "passive") (uuid "7dbc3071-251f-4953-af0f-2025a8fdd250") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -5422,19 +5178,6 @@ ) ) ) - (property "Footprint" "Diode_SMD:D_SOD-123" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "39939a96-9675-4524-b5c5-730a344d3b4c") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://eu.mouser.com/datasheet/2/308/1/MMSZ2V4T1_D-2316151.pdf" (at 0 0 180) (unlocked yes) @@ -5463,7 +5206,7 @@ ) (property ki_fp_filters "TO-???* *_Diode_* *SingleDiode* D_*") (path "/939ab6c2-a60d-4971-982f-975a7500eaf6") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -5660,7 +5403,7 @@ (pad "1" smd roundrect (at -1.65 0 180) (size 0.9 1.2) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 5 "Net-(D3-K)") (pinfunction "K") @@ -5670,13 +5413,14 @@ (pad "2" smd roundrect (at 1.65 0 180) (size 0.9 1.2) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "A") (pintype "passive") (uuid "9f14ca05-f80d-40c7-90d3-a7ad6b9793ad") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Diode_SMD.3dshapes/D_SOD-123.wrl" (offset (xyz 0 0 0) @@ -5717,19 +5461,6 @@ ) ) ) - (property "Footprint" "Fuse:Fuse_0805_2012Metric" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "df551aae-6987-47b1-9cf2-1796ddbe34d9") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -5758,7 +5489,7 @@ ) (property ki_fp_filters "*polyfuse* *PTC*") (path "/92d84caf-537f-4f32-a76f-c89b63362e8f") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -5875,7 +5606,7 @@ (pad "1" smd roundrect (at -0.9375 0) (size 0.975 1.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 17 "+24V") (pintype "passive") @@ -5884,12 +5615,13 @@ (pad "2" smd roundrect (at 0.9375 0) (size 0.975 1.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 31 "Net-(D3-A)") (pintype "passive") (uuid "2cc923bf-7ef0-4d41-ac9b-901174b82d13") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Fuse.3dshapes/Fuse_0805_2012Metric.wrl" (offset (xyz 0 0 0) @@ -5930,19 +5662,6 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_Elec_4x5.4" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "f09dc642-53f9-42aa-8a31-f1589c04a390") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://www.we-online.com/components/products/datasheet/865230440002.pdf" (at 0 0 0) (unlocked yes) @@ -5971,7 +5690,7 @@ ) (property ki_fp_filters "CP_*") (path "/8f6dc87e-b3ec-4786-bdf2-7ebb91366c6d") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -6261,7 +5980,7 @@ (width 0.1) (type solid) ) - (fill none) + (fill no) (layer "F.Fab") (uuid "da5d35b9-c942-45ac-9db5-ea79ac5eefb4") ) @@ -6279,7 +5998,7 @@ (pad "1" smd roundrect (at -1.675 0) (size 2.65 1.6) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.15625) (net 8 "/Error_Sig") (pintype "passive") @@ -6288,12 +6007,13 @@ (pad "2" smd roundrect (at 1.675 0) (size 2.65 1.6) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.15625) (net 1 "GND") (pintype "passive") (uuid "d483d224-ad0f-4b0f-b369-b9af32b973a8") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_Elec_4x5.4.wrl" (offset (xyz 0 0 0) @@ -6334,21 +6054,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "09292648-d696-47bd-af8a-b361103bbc67") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -6361,7 +6068,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -6375,7 +6082,7 @@ ) (property ki_fp_filters "R_*") (path "/bb946e26-0aa9-4d53-b844-ab08215c6a19") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -6492,7 +6199,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 6 "/Low_Ref") (pintype "passive") @@ -6501,12 +6208,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "3acb82e5-a1b1-47ae-be5c-682149c52b99") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -6548,21 +6256,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "fe1d8814-684a-4029-b08a-e1d442d9328c") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -6575,7 +6270,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -6589,7 +6284,7 @@ ) (property ki_fp_filters "R_*") (path "/42ca9ad2-8406-4cab-ba39-8fd1f191e9d9") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd dnp) (fp_line @@ -6706,7 +6401,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -6715,12 +6410,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 3 "/Current_ref") (pintype "passive") (uuid "f9496d8d-30f8-4247-a841-dd54b2cec676") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -6761,21 +6457,8 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "f75732a5-6d2e-4a79-ade2-9713af2f47cc") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -6788,7 +6471,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -6802,7 +6485,7 @@ ) (property ki_fp_filters "C_*") (path "/98614a62-42c3-4495-b507-2bd6a66bdae1") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -6919,7 +6602,7 @@ (pad "1" smd roundrect (at -0.775 0 270) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 30 "Net-(U2C--)") (pintype "passive") @@ -6928,12 +6611,13 @@ (pad "2" smd roundrect (at 0.775 0 270) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "049d56b9-be1b-4e1e-8243-c72b45d5ab5c") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -6974,18 +6658,6 @@ ) ) ) - (property "Footprint" "Package_TO_SOT_SMD:SOT-23-3" - (at 0 0 90) - (layer "F.Fab") - (hide yes) - (uuid "7f447eb7-53de-496a-b849-cb767197b60f") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://www.we-online.com/components/products/datasheet/824022.pdf" (at 0 0 90) (layer "F.Fab") @@ -7011,7 +6683,7 @@ ) ) (path "/0dd6606d-e7b9-42ef-8b81-3880bff026d7") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -7062,7 +6734,7 @@ (width 0.12) (type solid) ) - (fill solid) + (fill yes) (layer "F.SilkS") (uuid "184d004f-f862-4683-8a26-e4667c677334") ) @@ -7170,7 +6842,7 @@ (pad "1" smd roundrect (at -1.1375 -0.95 270) (size 1.325 0.6) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 19 "/Break_Pressure_Sensor") (pinfunction "A1") @@ -7180,7 +6852,7 @@ (pad "2" smd roundrect (at -1.1375 0.95 270) (size 1.325 0.6) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 18 "/Current_Sensor") (pinfunction "A2") @@ -7190,13 +6862,14 @@ (pad "3" smd roundrect (at 1.1375 0 270) (size 1.325 0.6) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "common") (pintype "passive") (uuid "760140d7-669d-4e85-8f82-67fbd9609f4d") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Package_TO_SOT_SMD.3dshapes/SOT-23-3.wrl" (offset (xyz 0 0 0) @@ -7238,19 +6911,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "79c33141-5803-4774-bd74-5211bb850936") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -7279,7 +6939,7 @@ ) (property ki_fp_filters "R_*") (path "/7c5fe927-6687-49b7-87e7-c249830c8087") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -7396,7 +7056,7 @@ (pad "1" smd roundrect (at -0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 24 "/EndRef") (pintype "passive") @@ -7405,12 +7065,13 @@ (pad "2" smd roundrect (at 0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "604299ae-a407-4848-b64f-99dd0077db35") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -7452,19 +7113,6 @@ ) ) ) - (property "Footprint" "MountingHole:MountingHole_3.2mm_M3_Pad_Via" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "a73edf11-7943-4e8c-acac-94f128caa72d") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -7493,7 +7141,7 @@ ) (property ki_fp_filters "MountingHole*Pad*") (path "/12841b31-b172-420e-8f83-861cde12c835") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr exclude_from_pos_files exclude_from_bom) (fp_circle @@ -7503,7 +7151,7 @@ (width 0.15) (type solid) ) - (fill none) + (fill no) (layer "Cmts.User") (uuid "33a7798f-6e90-4c88-bdb6-43e18a65f0e4") ) @@ -7514,7 +7162,7 @@ (width 0.05) (type solid) ) - (fill none) + (fill no) (layer "F.CrtYd") (uuid "e8ee96ff-8218-4527-830a-f064b5cfc7df") ) @@ -7636,6 +7284,7 @@ (zone_connect 2) (uuid "9188946f-615d-4279-82fd-0d1e88725f3d") ) + (embedded_fonts no) ) (footprint "LED_SMD:LED_0603_1608Metric" (layer "F.Cu") @@ -7665,19 +7314,6 @@ ) ) ) - (property "Footprint" "LED_SMD:LED_0603_1608Metric" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "f4bcfcaa-43a4-4c91-9c72-78488dd7a795") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -7706,7 +7342,7 @@ ) (property ki_fp_filters "LED* LED_SMD:* LED_THT:*") (path "/4c965b82-98f8-4d7e-9c25-31a2b33b4feb") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -7843,7 +7479,7 @@ (pad "1" smd roundrect (at -0.7875 0) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 13 "Net-(D6-K)") (pinfunction "K") @@ -7853,13 +7489,14 @@ (pad "2" smd roundrect (at 0.7875 0) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 14 "Net-(D6-A)") (pinfunction "A") (pintype "passive") (uuid "d1cd0e0c-e26f-49f3-a589-0324ba1ed999") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/LED_SMD.3dshapes/LED_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -7900,19 +7537,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "70b94648-c87d-43ea-a709-bf63f90c7fcf") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -7941,7 +7565,7 @@ ) (property ki_fp_filters "R_*") (path "/9973da2a-1a0c-4bde-87cb-34d74982ac1b") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -8058,7 +7682,7 @@ (pad "1" smd roundrect (at -0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -8067,12 +7691,13 @@ (pad "2" smd roundrect (at 0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 7 "Net-(U1A--)") (pintype "passive") (uuid "67ac46e5-64e8-44dd-b45e-72a6b14c8ea8") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -8113,21 +7738,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "f15faca5-f363-42c0-b243-5ed1f2c9fa9d") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -8140,7 +7752,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -8154,7 +7766,7 @@ ) (property ki_fp_filters "R_*") (path "/495c98ff-78c0-476b-8697-cc98c96a6bd7") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -8271,7 +7883,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") 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(width 0.1) (type solid) ) - (layer "F.Fab") - (uuid "a025714f-e879-4855-8488-9aeacd56fb8b") + (layer "F.CrtYd") + (uuid "33ac87ff-89f2-47ad-a310-e5db3776301d") ) (fp_line (start -5.8 -3.925) @@ -9195,7 +8730,37 @@ (type solid) ) (layer "F.Fab") - (uuid "c21b34cd-05c3-4c5b-8750-9e6e4604aad1") + (uuid "a8445d0f-1bab-41d7-9dd7-fa30528363eb") + ) + (fp_line + (start -5.8 4.575) + (end -5.8 -3.925) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.Fab") + (uuid "678a6fcd-ddad-42cf-98aa-421c15ee03da") + ) + (fp_line + (start 5.8 -3.925) + (end 5.8 4.575) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.Fab") + (uuid "1aeff203-f134-42cf-9896-cd94ed922be3") + ) + (fp_line + (start 5.8 4.575) + (end -5.8 4.575) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.Fab") + (uuid "bad986ec-5aa8-4f49-a7a7-1fea2294c57f") ) (fp_text user "${REFERENCE}" (at 0 0 0) @@ -9209,7 +8774,7 @@ ) ) (pad "1" thru_hole circle - (at -2.54 -1.925 180) + (at 2.54 -1.925) (size 1.5 1.5) (drill 1) (layers "*.Cu" "*.Mask") @@ -9220,7 +8785,7 @@ (uuid "1eee9a40-d71a-411a-b0d8-bde9210548c5") ) (pad "2" thru_hole circle - (at 0 -1.925 180) + (at 0 -1.925001) (size 1.5 1.5) (drill 1) (layers "*.Cu" "*.Mask") @@ -9231,7 +8796,7 @@ (uuid "be8ff27c-d614-49de-b78e-c8a2476e3149") ) (pad "3" thru_hole circle - (at 2.54 -1.925 180) + (at -2.54 -1.925) (size 1.5 1.5) (drill 1) (layers "*.Cu" "*.Mask") @@ -9241,15 +8806,16 @@ (pintype "passive") (uuid "52042bd8-efca-433c-8c1c-3116b4e4a201") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/STEP/STP_173010542 (rev1).stp" (offset - (xyz 0 0 5) + (xyz 0 -0.35 5.25) ) (scale (xyz 1 1 1) ) (rotate - (xyz 0 0 180) + (xyz -0 -0 -180) ) ) ) @@ -9281,19 +8847,6 @@ ) ) ) - (property "Footprint" "Package_SO:SSOP-14_5.3x6.2mm_P0.65mm" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "58bf0d00-21a6-4a3e-baf6-63995330822f") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "http://www.ti.com/lit/ds/symlink/lm339.pdf" (at 0 0 180) (unlocked yes) @@ -9321,8 +8874,8 @@ ) ) (property ki_fp_filters "SOIC*3.9x8.7mm*P1.27mm* TSSOP*4.4x5mm*P0.65mm*") - (path "/c112c31b-3162-483a-8c1a-6590a925dcb2") - (sheetname "Root") + (path "/e3fffac0-f99e-473f-9b0c-f77fed2a8a25") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -9393,7 +8946,7 @@ (width 0.12) (type solid) ) - (fill solid) + (fill yes) (layer "F.SilkS") (uuid "39ae92b9-0462-4e20-8b3c-30990c9c8769") ) @@ -9501,7 +9054,7 @@ (pad "1" smd rect (at -3.45 -1.95 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 13 "Net-(D6-K)") (pintype "open_collector") (uuid "d24f3aaf-f62a-40be-a993-110413ccab92") @@ -9509,7 +9062,7 @@ (pad "2" smd rect (at -3.45 -1.3 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 26 "Net-(R20-Pad2)") (pintype "open_collector") (uuid "cec96618-d75b-483c-9916-d07faa83bd5d") @@ -9517,7 +9070,7 @@ (pad "3" smd rect (at -3.45 -0.65 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 2 "+5V") (pinfunction "V+") (pintype "power_in") @@ -9526,7 +9079,7 @@ (pad "4" smd rect (at -3.45 0 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 7 "Net-(U1A--)") (pinfunction "-") (pintype "input") @@ -9535,7 +9088,7 @@ (pad "5" smd rect (at -3.45 0.65 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 24 "/EndRef") (pinfunction "+") (pintype "input") @@ -9544,7 +9097,7 @@ (pad "6" smd rect (at -3.45 1.3 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 8 "/Error_Sig") (pinfunction "-") (pintype "input") @@ -9553,7 +9106,7 @@ (pad "7" smd rect (at -3.45 1.95 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 24 "/EndRef") (pinfunction "+") (pintype "input") @@ -9562,7 +9115,7 @@ (pad "8" smd rect (at 3.45 1.95 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 12 "Net-(D5-K)") (pinfunction "-") (pintype "input") @@ -9571,7 +9124,7 @@ (pad "9" smd rect (at 3.45 1.3 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 6 "/Low_Ref") (pinfunction "+") (pintype "input") @@ -9580,7 +9133,7 @@ (pad "10" smd rect (at 3.45 0.65 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 9 "Net-(D4-K)") (pinfunction "-") (pintype "input") @@ -9589,7 +9142,7 @@ (pad "11" smd rect (at 3.45 0 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 6 "/Low_Ref") (pinfunction "+") (pintype "input") @@ -9598,7 +9151,7 @@ (pad "12" smd rect (at 3.45 -0.65 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 1 "GND") (pinfunction "V-") (pintype "power_in") @@ -9607,7 +9160,7 @@ (pad "13" smd rect (at 3.45 -1.3 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 23 "Net-(R14-Pad2)") (pintype "open_collector") (uuid "c87e3469-5518-46d2-be95-df31912bbd7e") @@ -9615,11 +9168,12 @@ (pad "14" smd rect (at 3.45 -1.95 180) (size 1.2 0.4) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (net 23 "Net-(R14-Pad2)") (pintype "open_collector") (uuid "50ce4b4c-0f3f-4798-b33a-d05b6d4bd512") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Package_SO.3dshapes/SSOP-14_5.3x6.2mm_P0.65mm.wrl" (offset (xyz 0 0 0) @@ -9660,21 +9214,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "f8e511fb-7a9c-4021-8a66-180fd808052e") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -9687,7 +9228,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -9701,7 +9242,7 @@ ) (property ki_fp_filters "R_*") (path "/6c61c9a9-d8b8-442a-a893-a3582c1eb170") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -9818,7 +9359,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 30 "Net-(U2C--)") (pintype "passive") @@ -9827,12 +9368,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "6ee237a7-2e07-4c15-a82a-b29b0a45a07a") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -9873,19 +9415,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "d970bc30-5500-4f1b-b1fc-cb90018941a6") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -9914,7 +9443,7 @@ ) (property ki_fp_filters "R_*") (path "/6d313fe6-394f-4596-aeba-3e5e13862d42") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -10031,7 +9560,7 @@ (pad "1" smd roundrect (at -0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -10040,12 +9569,13 @@ (pad "2" smd roundrect (at 0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 14 "Net-(D6-A)") (pintype "passive") (uuid "04265c0b-cac0-415e-9e0e-6981a2c7f05c") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -10065,7 +9595,7 @@ (descr "LED SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: http://www.tortai-tech.com/upload/download/2011102023233369053.pdf), generated with kicad-footprint-generator") (tags "LED") (property "Reference" "D4" - (at 0 -1.43 -90) + (at 0 -1.43 270) (layer "F.SilkS") (hide yes) (uuid "ce8a3268-ea38-4364-b8dd-b5d972db2ba9") @@ -10077,7 +9607,7 @@ ) ) (property "Value" "LED" - (at 0 1.43 -90) + (at 0 1.43 270) (layer "F.Fab") (uuid "1cfe7e81-fef6-4279-8d09-d435fbbef5c8") (effects @@ -10087,21 +9617,8 @@ ) ) ) - (property "Footprint" "LED_SMD:LED_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "3cc838bc-52f9-434e-8c1b-4766428abd71") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -10114,7 +9631,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -10128,7 +9645,7 @@ ) (property ki_fp_filters "LED* LED_SMD:* LED_THT:*") (path "/dc0fe2fb-f499-4bb5-a9a3-86963a641ee1") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -10252,7 +9769,7 @@ (uuid "040484b5-cf43-4b2b-b7ba-7b0086f0c966") ) (fp_text user "${REFERENCE}" - (at 0 0 -90) + (at 0 0 270) (layer "F.Fab") (uuid "2ad91b85-b7d2-4329-a9a6-c5728213563a") (effects @@ -10265,7 +9782,7 @@ (pad "1" smd roundrect (at -0.7875 0 270) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 9 "Net-(D4-K)") (pinfunction "K") @@ -10275,13 +9792,14 @@ (pad "2" smd roundrect (at 0.7875 0 270) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 10 "Net-(D4-A)") (pinfunction "A") (pintype "passive") (uuid "3caca4f7-70b3-45dc-9b7e-6481e6fe82eb") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/LED_SMD.3dshapes/LED_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -10323,21 +9841,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "dc1956ff-661b-4e94-9770-182f6e58eb78") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -10350,7 +9855,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -10364,7 +9869,7 @@ ) (property ki_fp_filters "R_*") (path "/da6d23d2-d7a9-47a8-ab4f-092c4401fe15") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd dnp) (fp_line @@ -10481,7 +9986,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 22 "Net-(R6-Pad2)") (pintype "passive") @@ -10490,12 +9995,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "130aa036-a39e-4c27-bd65-b34b9eb00388") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -10536,19 +10042,6 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_Elec_4x5.4" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "d8e83229-076c-44a5-811b-deee1b69a911") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://www.we-online.com/components/products/datasheet/865230440002.pdf" (at 0 0 0) (unlocked yes) @@ -10577,7 +10070,7 @@ ) (property ki_fp_filters "CP_*") (path "/5c494990-b799-4428-b77d-d7e5b7e2222f") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -10867,7 +10360,7 @@ (width 0.1) (type solid) ) - (fill none) + (fill no) (layer "F.Fab") (uuid "276985fb-94ac-4d04-8183-342877b3c94a") ) @@ -10885,7 +10378,7 @@ (pad "1" smd roundrect (at -1.675 0) (size 2.65 1.6) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.15625) (net 7 "Net-(U1A--)") (pintype "passive") @@ -10894,12 +10387,13 @@ (pad "2" smd roundrect (at 1.675 0) (size 2.65 1.6) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.15625) (net 1 "GND") (pintype "passive") (uuid "dcfef991-f71b-4d2f-a735-3db0c7dad52a") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_Elec_4x5.4.wrl" (offset (xyz 0 0 0) @@ -10942,19 +10436,6 @@ ) ) ) - (property "Footprint" "bspd:5025" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "c85ee13f-43bc-4a40-8fe8-4384de3536a0") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -10983,7 +10464,7 @@ ) (property ki_fp_filters "Pin* Test*") (path "/507f4243-3ead-4813-bd5f-b0051d229cb1") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr through_hole) (fp_line @@ -11141,6 +10622,7 @@ (pintype "passive") (uuid "76348e6a-51ed-4e69-a6c1-e270c0952edd") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/STEP/5025--3DModel-STEP-630548.STEP" (offset (xyz 1.25 0 -3.5) @@ -11181,21 +10663,8 @@ ) ) ) - (property "Footprint" "LED_SMD:LED_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "20720227-be0b-42b6-b6bb-b8c22a8ec22b") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://www.we-online.com/components/products/datasheet/150060BS75000.pdf" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -11208,7 +10677,7 @@ ) ) (property "Description" "Light emitting diode" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -11221,7 +10690,7 @@ ) ) (property "MPR" "150060BS75000" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -11235,7 +10704,7 @@ ) (property ki_fp_filters "LED* LED_SMD:* LED_THT:*") (path "/09bab1eb-19ba-40de-91e9-a1759ee35b94") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -11372,7 +10841,7 @@ (pad "1" smd roundrect (at -0.7875 0 270) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "K") @@ -11382,13 +10851,14 @@ (pad "2" smd roundrect (at 0.7875 0 270) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 16 "Net-(D9-A)") (pinfunction "A") (pintype "passive") (uuid "b8a6db8d-187b-4d33-b3c3-733ac879abb6") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/LED_SMD.3dshapes/LED_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -11429,19 +10899,6 @@ ) ) ) - (property "Footprint" "LED_SMD:LED_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "d30b8d4e-eaae-47fc-9391-3073ebea8baa") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://www.we-online.com/components/products/datasheet/150060VS75000.pdf" (at 0 0 180) (unlocked yes) @@ -11483,7 +10940,7 @@ ) (property ki_fp_filters "LED* LED_SMD:* LED_THT:*") (path "/585b6974-928d-4301-9dd0-866ec4596911") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -11620,7 +11077,7 @@ (pad "1" smd roundrect (at -0.7875 0 180) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "K") @@ -11630,13 +11087,14 @@ (pad "2" smd roundrect (at 0.7875 0 180) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 15 "Net-(D8-A)") (pinfunction "A") (pintype "passive") (uuid "6b062dca-531a-46ac-b4ae-8e2ab50384d1") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/LED_SMD.3dshapes/LED_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -11678,19 +11136,6 @@ ) ) ) - (property "Footprint" "MountingHole:MountingHole_3.2mm_M3_Pad_Via" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "2e4310e1-1782-4a56-b87b-7fb854719f96") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -11719,7 +11164,7 @@ ) (property ki_fp_filters "MountingHole*Pad*") (path "/a8bdda9a-0536-4e75-9db6-f4c1231391af") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr exclude_from_pos_files exclude_from_bom) (fp_circle @@ -11729,7 +11174,7 @@ (width 0.15) (type solid) ) - (fill none) + (fill no) (layer "Cmts.User") (uuid "afe21593-ed40-4d66-baf6-a89180f848ed") ) @@ -11740,7 +11185,7 @@ (width 0.05) (type solid) ) - (fill none) + (fill no) (layer "F.CrtYd") (uuid "9203646c-89b3-4001-ad0c-294fbde867b5") ) @@ -11862,6 +11307,7 @@ (zone_connect 2) (uuid "77b10dd8-51b1-445d-9b63-0ef4a79c535f") ) + (embedded_fonts no) ) (footprint "LED_SMD:LED_0603_1608Metric" (layer "F.Cu") @@ -11870,7 +11316,7 @@ (descr "LED SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: http://www.tortai-tech.com/upload/download/2011102023233369053.pdf), generated with kicad-footprint-generator") (tags "LED") (property "Reference" "D5" - (at 0.1 -1.5 -90) + (at 0.1 -1.5 270) (layer "F.SilkS") (hide yes) (uuid "5e0e7d63-b298-479f-a630-623a2829576a") @@ -11882,7 +11328,7 @@ ) ) (property "Value" "LED" - (at 0 1.43 -90) + (at 0 1.43 270) (layer "F.Fab") (uuid "6bf46244-9338-4910-a1b7-15bc967ad650") (effects @@ -11892,21 +11338,8 @@ ) ) ) - (property "Footprint" "LED_SMD:LED_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "2d250eef-4240-48b2-aeb4-c9f3879d0454") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -11919,7 +11352,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -11933,7 +11366,7 @@ ) (property ki_fp_filters "LED* LED_SMD:* LED_THT:*") (path "/50e3f7ba-417d-4527-809d-8bb27cbc25eb") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -12057,7 +11490,7 @@ (uuid "469c523e-e080-451b-8af3-8bc9147d17ad") ) (fp_text user "${REFERENCE}" - (at 0 0 -90) + (at 0 0 270) (layer "F.Fab") (uuid "2673a157-5221-4d0c-9680-8e3990221ac2") (effects @@ -12070,7 +11503,7 @@ (pad "1" smd roundrect (at -0.7875 0 270) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 12 "Net-(D5-K)") (pinfunction "K") @@ -12080,13 +11513,14 @@ (pad "2" smd roundrect (at 0.7875 0 270) (size 0.875 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 11 "Net-(D5-A)") (pinfunction "A") (pintype "passive") (uuid "89538b9d-3d3c-4ad1-a3aa-d60df4109e59") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/LED_SMD.3dshapes/LED_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -12127,21 +11561,8 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "692b9766-5968-4ff6-80fe-9cf11b2ad5c9") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -12154,7 +11575,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -12168,7 +11589,7 @@ ) (property ki_fp_filters "C_*") (path "/aad4d3e6-a0fd-484e-bf46-a560cef59995") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -12285,7 +11706,7 @@ (pad "1" smd roundrect (at -0.775 0 270) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") @@ -12294,12 +11715,13 @@ (pad "2" smd roundrect (at 0.775 0 270) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") (uuid "92c2eced-6460-4f3c-b459-5d4da7775f77") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -12340,18 +11762,6 @@ ) ) ) - (property "Footprint" "FaSTTUBe_connectors:Micro_Mate-N-Lok_2p_horizontal" - (at 0 0 0) - (layer "F.Fab") - (hide yes) - (uuid "fe548eb5-8668-405c-b4ab-29da8eb8acf6") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (layer "F.Fab") @@ -12378,7 +11788,7 @@ ) (property ki_fp_filters "Connector*:*_1x??-1MP*") (path "/72924900-9230-4992-a6cb-001bd9494b38") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -12508,7 +11918,7 @@ (width 0.12) (type solid) ) - (fill solid) + (fill yes) (layer "F.SilkS") (uuid "0d5a0260-5566-48ab-b1ea-e5ffcd41019c") ) @@ -12519,7 +11929,7 @@ (width 0.05) (type solid) ) - (fill none) + (fill no) (layer "F.CrtYd") (uuid "28d80bb9-0d77-4ae4-b06b-b332450f4901") ) @@ -12558,7 +11968,7 @@ (pad "1" smd roundrect (at 1.5 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 21 "/SDC_Out") (pinfunction "Pin_1") @@ -12568,7 +11978,7 @@ (pad "2" smd roundrect (at -1.5 -5.48 180) (size 1.27 2.92) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 20 "/SDC_In") (pinfunction "Pin_2") @@ -12578,7 +11988,7 @@ (pad "MP" smd roundrect (at -5.2 0 180) (size 3.43 1.65) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "MountPin") @@ -12589,7 +11999,7 @@ (pad "MP" smd roundrect (at 5.2 0 180) (size 3.43 1.65) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "MountPin") @@ -12597,6 +12007,7 @@ (zone_connect 2) (uuid "cb3d4c40-d098-4b64-bff1-6b55398a62e4") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/KiCAD_Libraries/FaSTTUBe_connectors.pretty/3d_models/Micro_Mate-N-Lok_2p_horizontal.stp" (offset (xyz 0 -4.6 2.5) @@ -12649,19 +12060,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "2b7cd8ea-6255-43c5-8df8-e9c0e78cb238") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 0) (unlocked yes) @@ -12690,7 +12088,7 @@ ) (property ki_fp_filters "R_*") (path "/548e0904-60f6-4ce8-b334-8124ddda04ab") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -12807,7 +12205,7 @@ (pad "1" smd roundrect (at -0.825 0) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -12816,12 +12214,13 @@ (pad "2" smd roundrect (at 0.825 0) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 24 "/EndRef") (pintype "passive") (uuid "0d633129-7bd8-4809-8773-75e770b2f88f") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -12837,11 +12236,11 @@ (footprint "Package_TO_SOT_SMD:SOT-23-3" (layer "F.Cu") (uuid "d5ff2779-a278-4fa7-a065-9ccdd2b3e3fe") - (at 146.5 90.3 180) + (at 146.5 90.3) (descr "SOT, 3 Pin (JEDEC MO-178 inferred 3-pin variant https://www.jedec.org/document_search?search_api_views_fulltext=MO-178), generated with kicad-footprint-generator ipc_gullwing_generator.py") (tags "SOT TO_SOT_SMD") (property "Reference" "D3" - (at -2.8 0 90) + (at 2.7 0 90) (layer "F.SilkS") (uuid "bcb336b0-9a93-4415-bf55-981ff9459571") (effects @@ -12862,18 +12261,6 @@ ) ) ) - (property "Footprint" "Package_TO_SOT_SMD:SOT-23-3" - (at 0 0 0) - (layer "F.Fab") - (hide yes) - (uuid "db3917d8-99c7-45ad-abe6-b37dac97c332") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://eu.mouser.com/datasheet/2/389/bat54-1849047.pdf" (at 0 0 0) (layer "F.Fab") @@ -12900,31 +12287,21 @@ ) (property ki_fp_filters "TO-???* *_Diode_* *SingleDiode* D_*") (path "/c310fe60-b78f-4b77-b347-ff3fd8818394") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line - (start 0 1.56) - (end 0.8 1.56) + (start 0 -1.560001) + (end -0.8 -1.56) (stroke (width 0.12) (type solid) ) (layer "F.SilkS") - (uuid "92949841-4836-4f0c-b4d0-36fbb82faeee") + (uuid "47ff4107-ce7b-4067-901a-93e9d88d6652") ) (fp_line - (start 0 1.56) - (end -0.8 1.56) - (stroke - (width 0.12) - (type solid) - ) - (layer "F.SilkS") - (uuid "3c13bfb9-f70b-45ac-820e-28c1789eb216") - ) - (fp_line - (start 0 -1.56) + (start 0 -1.560001) (end 0.8 -1.56) (stroke (width 0.12) @@ -12934,14 +12311,24 @@ (uuid "6ca0a633-90d5-46e0-83ef-d5abb8f528b2") ) (fp_line - (start 0 -1.56) - (end -0.8 -1.56) + (start 0 1.560001) + (end -0.8 1.56) (stroke (width 0.12) (type solid) ) (layer "F.SilkS") - (uuid "47ff4107-ce7b-4067-901a-93e9d88d6652") + (uuid "3c13bfb9-f70b-45ac-820e-28c1789eb216") + ) + (fp_line + (start 0 1.560001) + (end 0.8 1.56) + (stroke + (width 0.12) + (type solid) + ) + (layer "F.SilkS") + (uuid "92949841-4836-4f0c-b4d0-36fbb82faeee") ) (fp_poly (pts @@ -12951,43 +12338,13 @@ (width 0.12) (type solid) ) - (fill solid) + (fill yes) (layer "F.SilkS") (uuid "903efaa3-9693-4d06-80f8-4ae5c12aaae3") ) (fp_line - (start 2.05 1.7) - (end 2.05 -1.7) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "d1de401d-c82d-42b3-bb2f-5d011c7f8666") - ) - (fp_line - (start 2.05 -1.7) - (end -2.05 -1.7) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "e20d85cd-e981-4ccf-9fd4-f853f42255e6") - ) - (fp_line - (start -2.05 1.7) - (end 2.05 1.7) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "509ae517-7b5b-4e1e-92a4-6e5aaf25a19e") - ) - (fp_line - (start -2.05 -1.7) - (end -2.05 1.7) + (start -2.049999 -1.7) + (end -2.049999 1.7) (stroke (width 0.05) (type solid) @@ -12996,24 +12353,54 @@ (uuid "d442287b-bf45-4cde-9dcf-a9f341e0a1bb") ) (fp_line - (start 0.8 1.45) - (end -0.8 1.45) + (start -2.049999 1.7) + (end 2.049999 1.7) (stroke - (width 0.1) + (width 0.05) (type solid) ) - (layer "F.Fab") - (uuid "d9d73fde-64ed-4052-ae88-1b3ce7d7f01c") + (layer "F.CrtYd") + (uuid 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(type solid) ) (layer "F.Fab") - (uuid "4b1815b6-7788-4c6c-ab8d-a4abee06babc") + (uuid "9ba890f1-c79b-4167-b435-d4faad109f8b") ) (fp_line - (start -0.8 -1.05) - (end -0.4 -1.45) + (start 0.8 1.45) + (end -0.8 1.45) (stroke (width 0.1) (type solid) ) (layer "F.Fab") - (uuid "c1d59b48-1671-44b2-bcb5-6cab8313d3e4") + (uuid "d9d73fde-64ed-4052-ae88-1b3ce7d7f01c") ) (fp_text user "${REFERENCE}" (at 0 0 0) @@ -13056,33 +12443,34 @@ ) ) ) - (pad "" smd roundrect - (at 1.1375 0 180) - (size 1.325 0.6) - (layers "F.Cu" "F.Paste" "F.Mask") - (roundrect_rratio 0.25) - (uuid "56adea69-0bc9-4ead-ba73-7dd55070f8b2") - ) (pad "1" smd roundrect - (at -1.1375 -0.95 180) + (at -1.1375 -0.949999) (size 1.325 0.6) - (layers "F.Cu" "F.Paste" "F.Mask") - (roundrect_rratio 0.25) - (net 5 "Net-(D3-K)") - (pinfunction "K") - (pintype "passive") - (uuid "251fa191-2432-4989-a777-d7216d95e69c") - ) - (pad "2" smd roundrect - (at -1.1375 0.95 180) - (size 1.325 0.6) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 31 "Net-(D3-A)") (pinfunction "A") (pintype "passive") + (uuid "251fa191-2432-4989-a777-d7216d95e69c") + ) + (pad "2" smd roundrect + (at -1.1375 0.949999) + (size 1.325 0.6) + (layers "F.Cu" "F.Mask" "F.Paste") + (roundrect_rratio 0.25) (uuid "6fd39a02-9bca-45f8-91ab-f09c17421601") ) + (pad "3" smd roundrect + (at 1.1375 0) + (size 1.325 0.6) + (layers "F.Cu" "F.Mask" "F.Paste") + (roundrect_rratio 0.25) + (net 5 "Net-(D3-K)") + (pinfunction "K") + (pintype "passive") + (uuid "56adea69-0bc9-4ead-ba73-7dd55070f8b2") + ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Package_TO_SOT_SMD.3dshapes/SOT-23-3.wrl" (offset (xyz 0 0 0) @@ -13124,18 +12512,6 @@ ) ) ) - (property "Footprint" "bspd:3386P1223LF" - (at 0 0 90) - (layer "F.Fab") - (hide yes) - (uuid "fc1685b1-d6a4-4500-8771-8e28ca080c9e") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "https://eu.mouser.com/datasheet/2/54/3386-776606.pdf" (at 0 0 90) (layer "F.Fab") @@ -13162,7 +12538,7 @@ ) (property ki_fp_filters "Potentiometer*") (path "/494fa6f3-4d74-4e86-b0dc-eca9590c9e79") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr through_hole) (fp_line @@ -13371,6 +12747,7 @@ (pintype "passive") (uuid "4efb1d81-3826-4e4e-8185-89b59e605830") ) + (embedded_fonts no) (model "${KIPRJMOD}/Lib/STEP/3386F-1-105LF.stp" (offset (xyz 2.5 0 0) @@ -13411,19 +12788,6 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 180) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "ac78b862-2be3-4cbc-8173-23a4736f809d") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 180) (unlocked yes) @@ -13452,7 +12816,7 @@ ) (property ki_fp_filters "R_*") (path "/4d467c69-c710-40b4-9d2a-cea84f6134b1") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -13569,7 +12933,7 @@ (pad "1" smd roundrect (at -0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -13578,12 +12942,13 @@ (pad "2" smd roundrect (at 0.825 0 180) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 25 "Net-(R19-Pad2)") (pintype "passive") (uuid "88d76c56-ab39-48b8-b42a-de9dcb8b90b5") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -13624,19 +12989,6 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "9b5025a8-45c1-42d5-a1bd-47f2b9e7f7cd") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 90) (unlocked yes) @@ -13665,7 +13017,7 @@ ) (property ki_fp_filters "C_*") (path "/84ec7cd0-8804-4db4-9c9e-badac3adcbb6") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -13782,7 +13134,7 @@ (pad "1" smd roundrect (at -0.775 0 90) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 4 "/Brake_ref") (pintype "passive") @@ -13791,12 +13143,13 @@ (pad "2" smd roundrect (at 0.775 0 90) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "79e7fa3e-aa9e-451a-aa2a-c2da00e2cb3e") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -13837,21 +13190,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "5be45fe3-97e2-4ba0-9a16-52ba6497ffe4") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -13864,7 +13204,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -13878,7 +13218,7 @@ ) (property ki_fp_filters "R_*") (path "/e98cb2db-70d8-4b07-8734-c1a112170106") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -13995,7 +13335,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -14004,12 +13344,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 10 "Net-(D4-A)") (pintype "passive") (uuid "10ada825-b15a-472e-af3c-993556b20122") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -14025,13 +13366,13 @@ (footprint "Capacitor_SMD:C_1206_3216Metric" (layer "F.Cu") (uuid "e4acd7f3-53ef-48ce-8c88-bc5c59b85944") - (at 141.7 100.4) + (at 138.7 90.5 180) (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 "Reference" "C7" - (at -3.3 0 0) + (at -3.299999 0 0) (layer "F.SilkS") - (uuid "b90190cf-8326-4f12-99cb-ea72e1280015") + (uuid "0cb8809b-134f-4f98-bfbd-d74d5a51e63f") (effects (font (size 1 1) @@ -14040,9 +13381,9 @@ ) ) (property "Value" "10u" - (at 0 1.85 0) + (at 0 1.850001 0) (layer "F.Fab") - (uuid "ad23dd1b-53e7-42e5-a3cb-e05e447de1b9") + (uuid "754afa19-e9c1-4fb3-9245-5c6d04033bcc") (effects (font (size 1 1) @@ -14050,25 +13391,12 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_1206_3216Metric" - (at 0 0 0) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "26e80c71-8732-498b-a382-90960c655b20") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 0) + (at 0 0 180) (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "8745323c-ee51-48ab-83ef-92c2adf886a5") + (uuid "858559bc-b245-4656-80c0-db9b3b6c425b") (effects (font (size 1.27 1.27) @@ -14077,11 +13405,11 @@ ) ) (property "Description" "50V, X5R" - (at 0 0 0) + (at 0 0 180) (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "be2ff4cb-346e-45f4-82e8-561217d0c6e2") + (uuid "b81b84de-9f5b-488a-b6d9-3b844c357d98") (effects (font (size 1.27 1.27) @@ -14091,19 +13419,9 @@ ) (property ki_fp_filters "C_*") (path "/dff4bb0c-b4b5-4d3b-b6f0-9a2af7b56321") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) - (fp_line - (start -0.711252 -0.91) - (end 0.711252 -0.91) - (stroke - (width 0.12) - (type solid) - ) - (layer "F.SilkS") - (uuid "a99e9fc4-cb70-4f36-963f-b458ec94a40e") - ) (fp_line (start -0.711252 0.91) (end 0.711252 0.91) @@ -14115,34 +13433,14 @@ (uuid "7cadb367-31c8-4d29-9543-ea5cd125beb7") ) (fp_line - (start -2.3 -1.15) - (end 2.3 -1.15) + (start -0.711252 -0.91) + (end 0.711252 -0.91) (stroke - (width 0.05) + (width 0.12) (type solid) ) - (layer "F.CrtYd") - (uuid "f460195c-7913-408d-9b7f-b6b751567ff9") - ) - (fp_line - (start -2.3 1.15) - (end -2.3 -1.15) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "02fd884a-3e95-4595-9a83-fdebae134b0a") - ) - (fp_line - (start 2.3 -1.15) - (end 2.3 1.15) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "a688131c-e72f-4f92-b55f-00b439828f2b") + (layer "F.SilkS") + (uuid "a99e9fc4-cb70-4f36-963f-b458ec94a40e") ) (fp_line (start 2.3 1.15) @@ -14155,24 +13453,44 @@ (uuid "724b8582-7829-479c-b536-c0645c693036") ) (fp_line - (start -1.6 -0.8) - (end 1.6 -0.8) + (start 2.3 -1.15) + (end 2.3 1.15) (stroke - (width 0.1) + (width 0.05) (type solid) ) - (layer "F.Fab") - (uuid "6480667e-6e17-46e1-8e2b-fa1e73304d45") + (layer "F.CrtYd") + (uuid "a688131c-e72f-4f92-b55f-00b439828f2b") ) (fp_line - (start -1.6 0.8) - (end -1.6 -0.8) + (start -2.3 1.15) + (end -2.3 -1.15) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "02fd884a-3e95-4595-9a83-fdebae134b0a") + ) + (fp_line + (start -2.3 -1.15) + (end 2.3 -1.15) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "f460195c-7913-408d-9b7f-b6b751567ff9") + ) + (fp_line + (start 1.6 0.8) + (end -1.6 0.8) (stroke (width 0.1) (type solid) ) (layer "F.Fab") - (uuid "613a0057-995d-4ff7-9122-c830ad8d5378") + (uuid "e714d46d-7b48-462c-accb-987a0dc22765") ) (fp_line (start 1.6 -0.8) @@ -14185,14 +13503,24 @@ (uuid "1b734279-4ab0-4ff8-86b3-f0e567e43b4b") ) (fp_line - (start 1.6 0.8) - (end -1.6 0.8) + (start -1.6 0.8) + (end -1.6 -0.8) (stroke (width 0.1) (type solid) ) (layer "F.Fab") - (uuid "e714d46d-7b48-462c-accb-987a0dc22765") + (uuid "613a0057-995d-4ff7-9122-c830ad8d5378") + ) + (fp_line + (start -1.6 -0.8) + (end 1.6 -0.8) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "6480667e-6e17-46e1-8e2b-fa1e73304d45") ) (fp_text user "${REFERENCE}" (at 0 0 0) @@ -14206,23 +13534,24 @@ ) ) (pad "1" smd roundrect - (at -1.475 0) + (at -1.475001 0 180) (size 1.15 1.8) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.217391) (net 5 "Net-(D3-K)") (pintype "passive") (uuid "03bda969-43fd-4085-98de-f900d840d8f1") ) (pad "2" smd roundrect - (at 1.475 0) + (at 1.475001 0 180) (size 1.15 1.8) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.217391) (net 1 "GND") (pintype "passive") (uuid "ef1c1411-16c3-488a-911e-106a0a0a7c0a") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_1206_3216Metric.wrl" (offset (xyz 0 0 0) @@ -14263,21 +13592,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "51bf62d2-2d79-4721-b928-2d0d24f6a23b") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -14290,7 +13606,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -14304,7 +13620,7 @@ ) (property ki_fp_filters "R_*") (path "/cc6a0c4e-706d-4223-9875-e29ffef30e66") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -14421,7 +13737,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 30 "Net-(U2C--)") (pintype "passive") @@ -14430,12 +13746,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 19 "/Break_Pressure_Sensor") (pintype "passive") (uuid "2af91007-285a-488a-9589-66f4cbc75718") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -14465,7 +13782,7 @@ ) ) ) - (property "Value" "47" + (property "Value" "750" (at 0 1.43 90) (layer "F.Fab") (uuid "5c197ad0-6adb-4c96-9618-8a7995ab7d21") @@ -14476,21 +13793,8 @@ ) ) ) - (property "Footprint" "Resistor_SMD:R_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "8ae8d746-c14c-46e3-b875-af38c5dfa5fb") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -14503,7 +13807,7 @@ ) ) (property "Description" "Resistor, small symbol" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -14517,7 +13821,7 @@ ) (property ki_fp_filters "R_*") (path "/555172b7-544d-492c-a558-61747f523b0a") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -14634,7 +13938,7 @@ (pad "1" smd roundrect (at -0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 2 "+5V") (pintype "passive") @@ -14643,12 +13947,13 @@ (pad "2" smd roundrect (at 0.825 0 270) (size 0.8 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 16 "Net-(D9-A)") (pintype "passive") (uuid "f52406ef-cf1e-4034-9cfc-3e936ace7fa1") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -14689,21 +13994,8 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 0 0 -90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "0451023b-d27e-497d-a964-f419f43b5973") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -14716,7 +14008,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) @@ -14730,7 +14022,7 @@ ) (property ki_fp_filters "C_*") (path "/a4cfbdd3-3c05-4e98-9b2b-3872d9ac26ee") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -14847,7 +14139,7 @@ (pad "1" smd roundrect (at -0.775 0 270) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 29 "Net-(U2A--)") (pintype "passive") @@ -14856,12 +14148,13 @@ (pad "2" smd roundrect (at 0.775 0 270) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "4359bd68-9844-4305-a474-ff84ef99d707") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -14903,19 +14196,6 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "38ad3a6b-1e3f-4930-91ca-373488cfa9ef") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 90) (unlocked yes) @@ -14944,7 +14224,7 @@ ) (property ki_fp_filters "C_*") (path "/37b6b286-5210-4bd0-b543-6a68f08ed1dc") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -15061,7 +14341,7 @@ (pad "1" smd roundrect (at -0.775 0 90) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 24 "/EndRef") (pintype "passive") @@ -15070,12 +14350,13 @@ (pad "2" smd roundrect (at 0.775 0 90) (size 0.9 0.95) - (layers "F.Cu" "F.Paste" "F.Mask") + (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (uuid "fcef00a1-cc77-4b58-9c08-a5ec28b9ed68") ) + (embedded_fonts no) (model "${KICAD8_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" (offset (xyz 0 0 0) @@ -15106,7 +14387,7 @@ ) ) (property "Value" "10u" - (at 0 1.85 90) + (at -3.6201 13.998528 270) (layer "F.Fab") (uuid "a970c5a2-b88f-4b01-8d21-a38a2854a60e") (effects @@ -15116,19 +14397,6 @@ ) ) ) - (property "Footprint" "Capacitor_SMD:C_1206_3216Metric" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "6bcb2a63-a24a-463e-b8d1-59f88030a0b7") - (effects - (font - (size 1.27 1.27) - (thickness 0.15) - ) - ) - ) (property "Datasheet" "" (at 0 0 90) (unlocked yes) @@ -15157,7 +14425,7 @@ ) (property ki_fp_filters "C_*") (path "/46d13bc5-dacb-46f0-99ee-57fb8b0995a6") - (sheetname "Root") + (sheetname "/") (sheetfile "FT25_BSPD.kicad_sch") (attr smd) (fp_line @@ -15274,7 +14542,7 @@ (pad "1" smd roundrect (at -1.475 0 90) (size 1.15 1.8) - (layers "F.Cu" "F.Paste" 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"holes_co_located": "warning", "invalid_outline": "error", "isolated_copper": "warning", @@ -89,9 +92,11 @@ "lib_footprint_mismatch": "ignore", "malformed_courtyard": "error", "microvia_drill_out_of_range": "error", + "mirrored_text_on_front_layer": "warning", "missing_courtyard": "ignore", "missing_footprint": "warning", "net_conflict": "warning", + "nonmirrored_text_on_back_layer": "warning", "npth_inside_courtyard": "ignore", "padstack": "warning", "pth_inside_courtyard": "ignore", @@ -106,7 +111,9 @@ "text_thickness": "warning", "through_hole_pad_without_hole": "error", "too_many_vias": "error", + "track_angle": "error", "track_dangling": "warning", + "track_segment_length": "error", "track_width": "error", "tracks_crossing": "error", "unconnected_items": "error", @@ -119,6 +126,7 @@ "min_clearance": 0.15, "min_connection": 0.0, "min_copper_edge_clearance": 0.5, + "min_groove_width": 0.0, "min_hole_clearance": 0.2, "min_hole_to_hole": 0.45, "min_microvia_diameter": 0.2, @@ -136,10 +144,11 @@ }, "teardrop_options": [ { - "td_onpadsmd": true, + "td_onpthpad": true, "td_onroundshapesonly": false, + "td_onsmdpad": true, "td_ontrackend": false, - "td_onviapad": true + "td_onvia": true } ], "teardrop_parameters": [ @@ -222,6 +231,7 @@ "mfg": "", "mpn": "" }, + "layer_pairs": [], "layer_presets": [], "viewports": [] }, @@ -416,10 +426,15 @@ "duplicate_sheet_names": "error", "endpoint_off_grid": "ignore", "extra_units": "error", + "footprint_filter": "ignore", + "footprint_link_issues": "warning", + "four_way_junction": "ignore", "global_label_dangling": "warning", "hier_label_mismatch": "error", "label_dangling": "error", + "label_multiple_wires": "warning", "lib_symbol_issues": "ignore", + "lib_symbol_mismatch": "warning", "missing_bidi_pin": "warning", "missing_input_pin": "warning", "missing_power_pin": "error", @@ -432,9 +447,14 @@ "pin_not_driven": "error", "pin_to_pin": "warning", "power_pin_not_driven": "error", + "same_local_global_label": "warning", + "similar_label_and_power": "warning", "similar_labels": "warning", + "similar_power": "warning", "simulation_model_issue": "ignore", + "single_global_label": "ignore", "unannotated": "error", + "unconnected_wire_endpoint": "warning", "unit_value_mismatch": "error", "unresolved_variable": "error", "wire_dangling": "error" @@ -446,7 +466,7 @@ }, "meta": { "filename": "FT25_BSPD.kicad_pro", - "version": 1 + "version": 3 }, "net_settings": { "classes": [ @@ -461,6 +481,7 @@ "microvia_drill": 0.1, "name": "Default", "pcb_color": "rgba(0, 0, 0, 0.000)", + "priority": 2147483647, "schematic_color": "rgba(0, 0, 0, 0.000)", "track_width": 0.2, "via_diameter": 0.6, @@ -478,6 +499,7 @@ "microvia_drill": 0.1, "name": "Power", "pcb_color": "rgba(0, 0, 0, 0.000)", + "priority": 0, "schematic_color": "rgba(0, 0, 0, 0.000)", "track_width": 0.5, "via_diameter": 0.6, @@ -486,7 +508,7 @@ } ], "meta": { - "version": 3 + "version": 4 }, "net_colors": null, "netclass_assignments": null, @@ -580,6 +602,7 @@ ], "filter_string": "", "group_symbols": true, + "include_excluded_from_bom": false, "name": "", "sort_asc": true, "sort_field": "Reference" @@ -614,6 +637,7 @@ "net_format_name": "", "page_layout_descr_file": "", "plot_directory": "", + "space_save_all_events": true, "spice_current_sheet_as_root": false, "spice_external_command": "spice \"%I\"", "spice_model_current_sheet_as_root": true, diff --git a/Hardware/FT25_BSPD.kicad_sch b/Hardware/FT25_BSPD.kicad_sch index f7febbe..e448598 100644 --- a/Hardware/FT25_BSPD.kicad_sch +++ b/Hardware/FT25_BSPD.kicad_sch @@ -1,15 +1,19 @@ (kicad_sch - (version 20231120) + (version 20250114) (generator "eeschema") - (generator_version "8.0") + (generator_version "9.0") (uuid "3b078104-7e9e-4a52-8931-d75a9f32a55c") (paper "A4") (lib_symbols (symbol "+5V_1" (power) - (pin_numbers hide) + (pin_numbers + (hide yes) + ) (pin_names - (offset 0) hide) + (offset 0) + (hide yes) + ) (exclude_from_sim no) (in_bom yes) (on_board yes) @@ -81,7 +85,7 @@ ) 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(text "1.1V" - (exclude_from_sim no) - (at 209.55 139.7 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "6217ecae-3787-4ef2-8483-4772c024694e") - ) - (text "3.438V" - (exclude_from_sim no) - (at 234.315 140.335 0) - (effects - (font - (size 1.27 1.27) - ) - ) - (uuid "62251048-d670-458e-a2c9-09980cd236b2") - ) - (text "Error" - (exclude_from_sim no) - (at 250.19 31.75 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "78a2fbd6-ec96-43e1-8467-53c9840b0276") - ) - (text "-(ln(1-3.44/5))*10uF*1MegOhm = 11.65s" - (exclude_from_sim no) - (at 229.87 67.31 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "7cde2efa-352e-4380-997c-5ba5d8a098c6") - ) - (text "Voltage References" - (exclude_from_sim no) - (at 187.325 110.49 0) - (effects - (font - (size 1.27 1.27) - ) - ) - (uuid "7f687585-acaa-4d39-b2b7-dc384998fdde") - ) - (text "Error" - (exclude_from_sim no) - (at 201.295 88.265 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "9151a412-0d43-452b-b1d1-8aefe2641d59") - ) - (text "Window comparation\n" - (exclude_from_sim no) - (at 100.33 57.15 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "93ef4fe0-b749-4d9d-8941-8c127c5ae459") - ) - (text "Error" - (exclude_from_sim no) - (at 124.46 22.86 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "9caae028-7f23-4b1f-9b36-ac2d92c94d01") - ) - (text "2.698V" - (exclude_from_sim no) - (at 262.89 132.08 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "9f0b16ba-12e7-4904-aeda-4f98bf2626b8") - ) - (text "Error" - (exclude_from_sim no) - (at 123.825 67.31 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "ade8d90d-0568-4297-a072-387ccfb2ea29") - ) - (text "SMD resistor only used as backup" - (exclude_from_sim no) - (at 266.065 162.56 0) - (effects - (font - (size 1.27 1.27) - ) - ) - (uuid "b27b6452-9939-40fa-a5f8-f2edbc0850d4") - ) - (text "Connector" - (exclude_from_sim no) - (at 17.78 110.49 0) - (effects - (font - (size 1.27 1.27) - ) - ) - (uuid "d5e02a24-d354-4087-bb32-34d8baf0ac91") - ) - (text "Power" - (exclude_from_sim no) - (at 58.42 110.49 0) - (effects - (font - (size 1.27 1.27) - ) - ) - (uuid "e0c52085-32b1-402b-a1ac-2d9bc5a33742") - ) - (text "Power Limit = 5kW\nTS Maximum Voltage = 403V\n5kW/441V = 12.407A\n\nCurrent Sensor Comparator Voltage (LEM HO 50-S):\nSensor Offset: 2.5V\nSensitivity = 0.016V/A (range: -125A~125A, output: 0.5V~4.5V)\n\n=> 2.5V + 0.016V/A * 12.407A = 2.698V \n\nADZ SME 200bar pressure sensor\nRatiometic output from 0.5V-4.5V <=> 0..200bar\n=> 0.020 V/bar\n\nBreak Pressure Sensor Voltage:\n0.5V + 30bar * 0.020V/bar = 1.1V" - (exclude_from_sim no) - (at 57.15 189.23 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "e22ccefc-3300-442e-a43f-6763dc34a4f0") - ) - (text "-450ms/(ln(1-3.44/5)*39kOhm) = 10uF" - (exclude_from_sim no) - (at 173.355 67.31 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "ee684a4e-e295-4f24-b2a3-f758e14c6f97") - ) - (text "Window comparation" - (exclude_from_sim no) - (at 100.33 103.505 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "eebb8b93-58e9-4d24-96e7-ff8e4faf99b4") - ) - (text "Error Latching is realized with the RC Combination R21 and C13. \nIn case of an Error the open collector output of U1A is \ndischarging C13 via a small resistor R21, causing U1B to\nopen the Shutdown Circuit.\nIf the Error is removed, C13 is charged via R20 in series \nwith R21, resulting in a time delay of ~11.65s" - (exclude_from_sim no) - (at 110.49 193.675 0) - (effects - (font - (size 1.27 1.27) - ) - (justify left bottom) - ) - (uuid "ff89c4c6-9da4-4591-b17d-a8dddab36438") - ) (label "Low_Ref" (at 200.025 138.43 0) (effects @@ -9789,7 +9876,7 @@ ) ) (property "Value" "test-pad" - (at 206.375 38.735 0) + (at 205.105 38.735 0) (effects (font (size 1.27 1.27) @@ -10122,7 +10209,7 @@ (fields_autoplaced yes) (uuid "555172b7-544d-492c-a558-61747f523b0a") (property "Reference" "R25" - (at 130.175 128.9049 0) + (at 129.54 128.9049 0) (effects (font (size 1.27 1.27) @@ -10130,8 +10217,8 @@ (justify left) ) ) - (property "Value" "47" - (at 130.175 131.4449 0) + (property "Value" "750" + (at 129.54 131.4449 0) (effects (font (size 1.27 1.27) @@ -10278,7 +10365,7 @@ (justify left) ) ) - (property "Value" "750" + (property "Value" "10k" (at 85.09 131.445 0) (effects (font @@ -13517,7 +13604,7 @@ (hide yes) ) ) - (pin "2" + (pin "3" (uuid "87067746-75a1-4629-9353-34c8853a8385") ) (pin "1" @@ -15322,4 +15409,5 @@ (page "1") ) ) + (embedded_fonts no) ) diff --git a/Hardware/Lib/bspd.pretty/173010542.kicad_mod b/Hardware/Lib/bspd.pretty/173010542.kicad_mod index 0199a13..b053c05 100644 --- a/Hardware/Lib/bspd.pretty/173010542.kicad_mod +++ b/Hardware/Lib/bspd.pretty/173010542.kicad_mod @@ -1,37 +1,265 @@ -(module "173010542" (layer F.Cu) - (descr "173010542") - (tags "Power Supply") - (fp_text reference PS** (at 0.000 -0) (layer F.SilkS) - (effects (font (size 1.27 1.27) (thickness 0.254))) - ) - (fp_text user %R (at 0.000 -0) (layer F.Fab) - (effects (font (size 1.27 1.27) (thickness 0.254))) - ) - (fp_text value "173010542" (at 0.000 -0) (layer F.SilkS) hide - (effects (font (size 1.27 1.27) (thickness 0.254))) - ) - (fp_line (start -5.8 -3.925) (end 5.8 -3.925) (layer F.Fab) (width 0.2)) - (fp_line (start 5.8 -3.925) (end 5.8 4.575) (layer F.Fab) (width 0.2)) - (fp_line (start 5.8 4.575) (end -5.8 4.575) (layer F.Fab) (width 0.2)) - (fp_line (start -5.8 4.575) (end -5.8 -3.925) (layer F.Fab) (width 0.2)) - (fp_line (start -5.8 -3.925) (end 5.8 -3.925) (layer F.SilkS) (width 0.1)) - (fp_line (start 5.8 -3.925) (end 5.8 4.575) (layer F.SilkS) (width 0.1)) - (fp_line (start 5.8 4.575) (end -5.8 4.575) (layer F.SilkS) (width 0.1)) - (fp_line (start -5.8 4.575) (end -5.8 -3.925) (layer F.SilkS) (width 0.1)) - (fp_line (start -6.8 -5.575) (end 6.8 -5.575) (layer F.CrtYd) (width 0.1)) - (fp_line (start 6.8 -5.575) (end 6.8 5.575) (layer F.CrtYd) (width 0.1)) - (fp_line (start 6.8 5.575) (end -6.8 5.575) (layer F.CrtYd) (width 0.1)) - (fp_line (start -6.8 5.575) (end -6.8 -5.575) (layer F.CrtYd) (width 0.1)) - (fp_line (start -2.6 -4.475) (end -2.6 -4.475) (layer F.SilkS) (width 0.2)) - (fp_line (start -2.4 -4.475) (end -2.4 -4.475) (layer F.SilkS) (width 0.2)) - (fp_arc (start -2.5 -4.475) (end -2.600 -4.475) (angle 180) (layer F.SilkS) (width 0.2)) - (fp_arc (start -2.5 -4.475) (end -2.400 -4.475) (angle 180) (layer F.SilkS) (width 0.2)) - (pad 1 thru_hole circle (at -2.540 -1.925) (size 1.500 1.500) (drill 1) (layers *.Cu *.Mask)) - (pad 2 thru_hole circle (at 0.000 -1.925) (size 1.500 1.500) (drill 1) (layers *.Cu *.Mask)) - (pad 3 thru_hole circle (at 2.540 -1.925) (size 1.500 1.500) (drill 1) (layers *.Cu *.Mask)) - (model 173010542.stp - (at (xyz 0 0 0)) - (scale (xyz 1 1 1)) - (rotate (xyz 0 0 0)) - ) -) +(footprint "173010542" + (version 20241229) + (generator "pcbnew") + (generator_version "9.0") + (layer "F.Cu") + (descr "173010542") + (tags "Power Supply") + (property "Reference" "PS**" + (at 0 0 0) + (layer "F.SilkS") + (uuid "7ff07989-0116-45ac-9ea3-aba9225b185f") + (effects + (font + (size 1.27 1.27) + (thickness 0.254) + ) + ) + ) + (property "Value" "173010542" + (at 0 0 0) + (layer "F.SilkS") + (hide yes) + (uuid "e6a88aa8-d28e-4199-b232-d04b57ba910a") + (effects + (font + (size 1.27 1.27) + (thickness 0.254) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 0) + (layer "F.Fab") + (hide yes) + (uuid "e9a4e168-a8d1-49e9-b151-cd5aa3ea5c5d") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Description" "" + (at 0 0 0) + (layer "F.Fab") + (hide yes) + (uuid "55069761-dd9d-4b87-8e68-2e845d75b284") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (attr through_hole) + (fp_line + (start -5.8 -3.925) + (end 5.8 -3.925) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.SilkS") + (uuid "e94c46dd-b405-46a9-8a16-813bf0222c4b") + ) + (fp_line + (start -5.8 4.575) + (end -5.8 -3.925) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.SilkS") + (uuid "96e9e9bf-26f1-483d-aad2-507955ec7a7d") + ) + (fp_line + (start -2.6 -4.475) + (end -2.6 -4.475) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.SilkS") + (uuid "ec9b617d-fcfc-4f66-ba14-6681b514024c") + ) + (fp_line + (start -2.4 -4.475) + (end -2.4 -4.475) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.SilkS") + (uuid "07a5981d-1d3a-4eeb-a040-21f24ee1b7db") + ) + (fp_line + (start 5.8 -3.925) + (end 5.8 4.575) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.SilkS") + (uuid "ec7fde9e-b193-4363-a288-f47b6ad2a4b7") + ) + (fp_line + (start 5.8 4.575) + (end -5.8 4.575) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.SilkS") + (uuid "f23183c1-ce3d-47d1-87f3-4b14de7d00f0") + ) + (fp_arc + (start -2.6 -4.475) + (mid -2.5 -4.575) + (end -2.4 -4.475) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.SilkS") + (uuid "7765aac2-82e6-4706-abbc-20b45dcf62e6") + ) + (fp_arc + (start -2.4 -4.475) + (mid -2.5 -4.375) + (end -2.6 -4.475) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.SilkS") + (uuid "8701f9d6-8cae-4646-a2af-1aa8fe7e72cc") + ) + (fp_line + (start -6.8 -5.575) + (end 6.8 -5.575) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.CrtYd") + (uuid "386a901d-d9d5-44b0-8e5c-16c6e88f0128") + ) + (fp_line + (start -6.8 5.575) + (end -6.8 -5.575) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.CrtYd") + (uuid "4f3673e6-6f53-4541-8613-1be1c2b46f17") + ) + (fp_line + (start 6.8 -5.575) + (end 6.8 5.575) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.CrtYd") + (uuid "a10eb564-4bb3-4708-80b8-5be1765311a6") + ) + (fp_line + (start 6.8 5.575) + (end -6.8 5.575) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.CrtYd") + (uuid "5e663db3-9904-43e6-baec-2376dc005095") + ) + (fp_line + (start -5.8 -3.925) + (end 5.8 -3.925) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.Fab") + (uuid "03a01b22-6de9-422b-b954-b8e0e05cc649") + ) + (fp_line + (start -5.8 4.575) + (end -5.8 -3.925) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.Fab") + (uuid "aa378015-42f6-485b-b283-23215b28b045") + ) + (fp_line + (start 5.8 -3.925) + (end 5.8 4.575) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.Fab") + (uuid "b85d334a-49f1-4446-a451-c5504a98ba14") + ) + (fp_line + (start 5.8 4.575) + (end -5.8 4.575) + (stroke + (width 0.2) + (type solid) + ) + (layer "F.Fab") + (uuid "ee71586d-fa9f-4c1c-b570-45d8c428a029") + ) + (fp_text user "${REFERENCE}" + (at 0 0 0) + (layer "F.Fab") + (uuid "c808ea99-44a7-4042-981d-d8768a8c72f4") + (effects + (font + (size 1.27 1.27) + (thickness 0.254) + ) + ) + ) + (pad "1" thru_hole circle + (at 2.54 -1.925) + (size 1.5 1.5) + (drill 1) + (layers "*.Cu" "*.Mask") + (remove_unused_layers no) + (uuid "df25602f-a586-4694-bb80-f7cf80a4d73f") + ) + (pad "2" thru_hole circle + (at 0 -1.925) + (size 1.5 1.5) + (drill 1) + (layers "*.Cu" "*.Mask") + (remove_unused_layers no) + (uuid "edc8e83f-11e4-4732-a5bb-0972b4fc4d54") + ) + (pad "3" thru_hole circle + (at -2.54 -1.925) + (size 1.5 1.5) + (drill 1) + (layers "*.Cu" "*.Mask") + (remove_unused_layers no) + (uuid "bb16b84e-711c-4e82-ad01-96b95cd0a179") + ) + (embedded_fonts no) + (model "173010542.stp" + (offset + (xyz 0 0 0) + ) + (scale + (xyz 1 1 1) + ) + (rotate + (xyz 0 0 0) + ) + ) +) diff --git a/Hardware/bom/ibom.html b/Hardware/bom/ibom.html index 2aafb4d..c213f2e 100644 --- a/Hardware/bom/ibom.html +++ b/Hardware/bom/ibom.html @@ -975,7 +975,7 @@ 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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")) /////////////////////////////////////////////// ///////////////////////////////////////////////