diff --git a/FT24-AMS_Slave-Piggy/~FT24-AMS_Slave-Piggy.kicad_pcb.lck b/FT24-AMS_Slave-Piggy/~FT24-AMS_Slave-Piggy.kicad_pcb.lck deleted file mode 100644 index 251510b..0000000 --- a/FT24-AMS_Slave-Piggy/~FT24-AMS_Slave-Piggy.kicad_pcb.lck +++ /dev/null @@ -1 +0,0 @@ -{"hostname":"EGGYHITSROCK","username":"johnn"} \ No newline at end of file diff --git a/FT24-AMS_Slave/FT24-AMS-Slave-v1-BMS-Filter_Balance_Network.kicad_sch b/FT24-AMS_Slave/FT24-AMS-Slave-v1-BMS-Filter_Balance_Network.kicad_sch index 455a69e..defc104 100644 --- a/FT24-AMS_Slave/FT24-AMS-Slave-v1-BMS-Filter_Balance_Network.kicad_sch +++ b/FT24-AMS_Slave/FT24-AMS-Slave-v1-BMS-Filter_Balance_Network.kicad_sch @@ -990,7 +990,7 @@ ) (uuid "019bbe0b-ffea-473a-aa2a-bb8336361a41") ) - (text "Balance Current = \n%SOC_Imbalance * Battery Capacity / Number of Hours to Balance\n\n LTC6813 Datenblatt: In most small battery applications, it is\n reasonable for the balancing circuitry to be able to cor-\n rect for a 5% SOC (State of Charge) error with 5 hours\n of balancing.\n\n Battery Capacity: ~4400 mAh for 42.5A continuous\n total for 4 cells in parallel: 4400 * 4 = 17600\n\n (0.05 × 17600)/5 = 176 mAh\n \n -- 300 mA can speed the process up \n\nDischarge Resistor = Nominal Cell Voltage / Balance Current\n\n 3.6V / 300 mA = 12 Ohm\n\n 4.2V / 300 mA = 14 Ohm\n\n 4.2V / 15 Ohm = 280 mA\n 280 + 20 mA (Nomial Current from LED 150060VS75000) = 300 mA\n\nDischarge capacitor\n muss the same cutoff frequency as a 200 Ohm, 10nF \n Low-pass Filter. (80000Hz)\n \n a 150nF is chosen because the total R of R_{dis} and R_{LED} is about 14 Ohm.\n " + (text "Balance Current = \n%SOC_Imbalance * Battery Capacity / Number of Hours to Balance\n\n LTC6813 Datenblatt: In most small battery applications, it is\n reasonable for the balancing circuitry to be able to cor-\n rect for a 5% SOC (State of Charge) error with 5 hours\n of balancing.\n\n Battery Capacity: ~4400 mAh for 42.5A continuous\n total for 5 cells in parallel: 4400 * 5 = 22000\n\n (0.05 × 22000)/5 = 220 mAh\n \n -- 300 mA can speed the process up \n\nDischarge Resistor = Nominal Cell Voltage / Balance Current\n\n 3.6V / 300 mA = 12 Ohm\n\n 4.2V / 300 mA = 14 Ohm\n\n 4.2V / 15 Ohm = 280 mA\n 280 + 20 mA (Nomial Current from LED 150060VS75000) = 300 mA\n\nDischarge capacitor\n muss the same cutoff frequency as a 200 Ohm, 10nF \n Low-pass Filter. (80000Hz)\n \n a 150nF is chosen because the total R of R_{dis} and R_{LED} is about 14 Ohm.\n " (exclude_from_sim no) (at 203.835 81.915 0) (effects @@ -2316,4 +2316,4 @@ ) ) ) -) +) \ No newline at end of file diff --git a/FT24-AMS_Slave/FT24-AMS-Slave_v1-BMS-Filter_Balance_Network_last.kicad_sch b/FT24-AMS_Slave/FT24-AMS-Slave_v1-BMS-Filter_Balance_Network_last.kicad_sch index 3daf238..859404d 100644 --- a/FT24-AMS_Slave/FT24-AMS-Slave_v1-BMS-Filter_Balance_Network_last.kicad_sch +++ b/FT24-AMS_Slave/FT24-AMS-Slave_v1-BMS-Filter_Balance_Network_last.kicad_sch @@ -1575,4 +1575,4 @@ ) ) ) -) +) \ No newline at end of file diff --git a/FT24-AMS_Slave/FT24-AMS-Slave_v1-BMS.kicad_sch b/FT24-AMS_Slave/FT24-AMS-Slave_v1-BMS.kicad_sch index 10dcf15..5d37089 100644 --- a/FT24-AMS_Slave/FT24-AMS-Slave_v1-BMS.kicad_sch +++ b/FT24-AMS_Slave/FT24-AMS-Slave_v1-BMS.kicad_sch @@ -9231,7 +9231,7 @@ (justify left) ) ) - (property "Value" "1k" + (property "Value" "680" (at 346.71 161.29 0) (effects (font @@ -13409,4 +13409,4 @@ ) ) ) -) +) \ No newline at end of file diff --git a/FT24-AMS_Slave/FT24-AMS-Slave_v1-CAN.kicad_sch b/FT24-AMS_Slave/FT24-AMS-Slave_v1-CAN.kicad_sch index e450186..577a50c 100644 --- a/FT24-AMS_Slave/FT24-AMS-Slave_v1-CAN.kicad_sch +++ b/FT24-AMS_Slave/FT24-AMS-Slave_v1-CAN.kicad_sch @@ -4477,4 +4477,4 @@ ) ) ) -) +) \ No newline at end of file diff --git a/FT24-AMS_Slave/FT24-AMS-Slave_v1-Power.kicad_sch b/FT24-AMS_Slave/FT24-AMS-Slave_v1-Power.kicad_sch index 6c20c57..ee19b86 100644 --- a/FT24-AMS_Slave/FT24-AMS-Slave_v1-Power.kicad_sch +++ b/FT24-AMS_Slave/FT24-AMS-Slave_v1-Power.kicad_sch @@ -3938,7 +3938,7 @@ ) ) ) - (property "Footprint" "Slave:SODFL1608X70N" + (property "Footprint" "Slave:SODFL1608X59N" (at 201.295 78.74 0) (effects (font @@ -4321,4 +4321,4 @@ ) ) ) -) +) \ No newline at end of file diff --git a/FT24-AMS_Slave/FT24-AMS-Slave_v1-µC.kicad_sch b/FT24-AMS_Slave/FT24-AMS-Slave_v1-µC.kicad_sch index f75eb47..989addd 100644 --- a/FT24-AMS_Slave/FT24-AMS-Slave_v1-µC.kicad_sch +++ b/FT24-AMS_Slave/FT24-AMS-Slave_v1-µC.kicad_sch @@ -9134,4 +9134,4 @@ ) ) ) -) +) \ No newline at end of file diff --git a/FT24-AMS_Slave/FT24-AMS_Slave-v5.kicad_pcb b/FT24-AMS_Slave/FT24-AMS_Slave-v5.kicad_pcb index 31d63ce..5c52089 100644 --- a/FT24-AMS_Slave/FT24-AMS_Slave-v5.kicad_pcb +++ b/FT24-AMS_Slave/FT24-AMS_Slave-v5.kicad_pcb @@ -130,9 +130,9 @@ (dxfusepcbnewfont yes) (psnegative no) (psa4output no) - (plotreference no) + (plotreference yes) (plotvalue no) - (plotfptext no) + (plotfptext yes) (plotinvisibletext no) (sketchpadsonfab no) (subtractmaskfromsilk yes) @@ -144,6 +144,50722 @@ ) ) (net 0 "") + (net 1 "+3V3") + (net 2 "/CAN/CANH") + (net 3 "/CAN/CANL") + (net 4 "Net-(D1-A)") + (net 5 "/µC/LED1_R") + (net 6 "/µC/SWCLK") + (net 7 "GND") + (net 8 "/µC/SWDIO") + (net 9 "/µC/NRST") + (net 10 "/µC/Trace_SWO") + (net 11 "unconnected-(U1-PC13-Pad2)") + (net 12 "unconnected-(U1-PC14-Pad3)") + (net 13 "unconnected-(U1-PC15-Pad4)") + (net 14 "/µC/LED1_G") + (net 15 "/µC/LED1_B") + (net 16 "/µC/LED2_R") + (net 17 "/µC/LED2_G") + (net 18 "unconnected-(U1-PA1-Pad11)") + (net 19 "/µC/LED2_B") + (net 20 "unconnected-(U1-PA8-Pad29)") + (net 21 "Net-(D22-A)") + (net 22 "Net-(D26-A)") + (net 23 "Net-(U3-CANH)") + (net 24 "Net-(U3-CANL)") + (net 25 "unconnected-(U1-PB1-Pad19)") + (net 26 "unconnected-(U1-PB2-Pad20)") + (net 27 "Net-(U2-IPB)") + (net 28 "/µC/TMP_SCL") + (net 29 "/BMS/TMP_SCL") + (net 30 "/BMS/TMP_SDA") + (net 31 "+5V") + (net 32 "/µC/SCK") + (net 33 "/µC/MOSI") + (net 34 "/µC/MISO") + (net 35 "/µC/CSB") + (net 36 "unconnected-(U1-PB0-Pad18)") + (net 37 "/µC/PROM_SDA") + (net 38 "/µC/PROM_SCL") + (net 39 "unconnected-(U1-PB3-Pad39)") + (net 40 "unconnected-(U1-PB4-Pad40)") + (net 41 "unconnected-(U1-PB5-Pad41)") + (net 42 "unconnected-(U1-PB8-Pad45)") + (net 43 "unconnected-(U1-PB9-Pad46)") + (net 44 "/BMS/Filter_Balance_Network_last/CB") + (net 45 "/BMS/Filter_Balance_Network_last/CB:A") + (net 46 "/BMS/~{CS}") + (net 47 "/BMS/Filter_Balance_Network_last/SAP") + (net 48 "/BMS/Filter_Balance_Network_last/CA") + (net 49 "/BMS/Filter_Balance_Network2/CB") + (net 50 "/BMS/MISO") + (net 51 "/BMS/Filter_Balance_Network2/SBP") + (net 52 "/BMS/Filter_Balance_Network2/CB:A") + (net 53 "/BMS/MOSI") + (net 54 "/BMS/Filter_Balance_Network2/SAP") + (net 55 "/BMS/Filter_Balance_Network2/CA") + (net 56 "/BMS/Filter_Balance_Network4/CB") + (net 57 "/BMS/SCK") + (net 58 "/BMS/Filter_Balance_Network4/SBP") + (net 59 "/BMS/Filter_Balance_Network4/CB:A") + (net 60 "unconnected-(IC4-NC_1-Pad1)") + (net 61 "/BMS/Filter_Balance_Network4/SAP") + (net 62 "/BMS/Filter_Balance_Network4/CA") + (net 63 "/BMS/Filter_Balance_Network5/CB") + (net 64 "unconnected-(IC4-NC_2-Pad2)") + (net 65 "/BMS/Filter_Balance_Network5/SBP") + (net 66 "/BMS/Filter_Balance_Network5/CB:A") + (net 67 "unconnected-(IC4-NC_3-Pad3)") + (net 68 "/BMS/Filter_Balance_Network5/SAP") + (net 69 "/BMS/Filter_Balance_Network5/CA") + (net 70 "/BMS/Filter_Balance_Network6/CB") + (net 71 "/µC/PROM_WC") + (net 72 "/BMS/Filter_Balance_Network6/SBP") + (net 73 "/BMS/Filter_Balance_Network6/CB:A") + (net 74 "/BMS/Filter_Balance_Network6/SAP") + (net 75 "/BMS/Filter_Balance_Network6/CA") + (net 76 "/BMS/Filter_Balance_Network7/CB") + (net 77 "/BMS/Filter_Balance_Network7/SBP") + (net 78 "/BMS/Filter_Balance_Network7/CB:A") + (net 79 "unconnected-(IC6-DVDT-Pad2)") + (net 80 "/BMS/Filter_Balance_Network7/SAP") + (net 81 "/BMS/Filter_Balance_Network7/CA") + (net 82 "/BMS/Filter_Balance_Network1/CB") + (net 83 "Net-(IC6-EN{slash}UVLO)") + (net 84 "/BMS/Filter_Balance_Network1/SBP") + (net 85 "/BMS/Filter_Balance_Network1/CB:A") + (net 86 "+BATT") + (net 87 "/BMS/Filter_Balance_Network1/SAP") + (net 88 "/BMS/Filter_Balance_Network1/CA") + (net 89 "/BMS/Filter_Balance_Network/CB") + (net 90 "+12V") + (net 91 "/BMS/Filter_Balance_Network/SBP") + (net 92 "/BMS/Filter_Balance_Network/CB:A") + (net 93 "unconnected-(IC6-~{FLT}-Pad6)") + (net 94 "/BMS/Filter_Balance_Network/SAP") + (net 95 "Net-(IC6-ILM)") + (net 96 "Net-(D6-A)") + (net 97 "/BMS/Filter_Balance_Network/CellA+{slash}CellB-") + (net 98 "/BMS/Filter_Balance_Network/CellB+") + (net 99 "Net-(U2-IMB)") + (net 100 "Net-(U1-PB11)") + (net 101 "/BMS/Filter_Balance_Network1/CellA+{slash}CellB-") + (net 102 "/BMS/Filter_Balance_Network2/CellA-") + (net 103 "unconnected-(U2-NC-Pad66)") + (net 104 "GND1") + (net 105 "/BMS/Filter_Balance_Network7/CellA+{slash}CellB-") + (net 106 "/BMS/Filter_Balance_Network4/CellA-") + (net 107 "/BMS/Filter_Balance_Network6/CellA+{slash}CellB-") + (net 108 "unconnected-(U2-GPIO10-Pad71)") + (net 109 "unconnected-(U2-GPIO9-Pad72)") + (net 110 "unconnected-(U2-GPIO8-Pad73)") + (net 111 "unconnected-(U2-GPIO7-Pad74)") + (net 112 "unconnected-(U2-GPIO6-Pad75)") + (net 113 "unconnected-(U2-GPIO3-Pad78)") + (net 114 "unconnected-(U2-GPIO2-Pad79)") + (net 115 "unconnected-(U2-GPIO1-Pad80)") + (net 116 "/BMS/Filter_Balance_Network5/CellA-") + (net 117 "/BMS/Filter_Balance_Network5/CellA+{slash}CellB-") + (net 118 "/BMS/Filter_Balance_Network6/CellA-") + (net 119 "/BMS/Filter_Balance_Network4/CellA+{slash}CellB-") + (net 120 "/BMS/Filter_Balance_Network1/CellB+") + (net 121 "/BMS/Filter_Balance_Network2/CellA+{slash}CellB-") + (net 122 "/BMS/Filter_Balance_Network2/CellB+") + (net 123 "Net-(PS1-FB)") + (net 124 "Net-(Q2-B)") + (net 125 "Net-(Q2-C)") + (net 126 "Net-(Q2-E)") + (net 127 "/CAN/CAN_Term") + (net 128 "/µC/OSC_IN") + (net 129 "/µC/OSC_OUT") + (net 130 "/CAN/CAN_Rx") + (net 131 "/CAN/CAN_Tx") + (net 132 "Net-(U1-BOOT0)") + (net 133 "Net-(U2-V+)") + (net 134 "Net-(U2-VREF2)") + (net 135 "Net-(U2-VREF1)") + (net 136 "/CAN/V_{ref}") + (net 137 "Net-(D7-A)") + (net 138 "Net-(D8-A)") + (net 139 "Net-(D9-A)") + (net 140 "Net-(D10-A)") + (net 141 "Net-(D11-A)") + (net 142 "Net-(D12-A)") + (net 143 "Net-(D13-A)") + (net 144 "Net-(D14-A)") + (net 145 "Net-(D15-A)") + (net 146 "Net-(D16-A)") + (net 147 "Net-(D17-A)") + (net 148 "Net-(D18-A)") + (net 149 "Net-(D19-A)") + (net 150 "Net-(D20-A)") + (net 151 "Net-(D21-A)") + (net 152 "VBUS") + (net 153 "Net-(U1-PB10)") + (net 154 "Net-(U1-PB13)") + (net 155 "Net-(U2-DRIVE)") + (net 156 "/BMS/Filter_Balance_Network/CA") + (net 157 "Net-(U1-PB12)") + (net 158 "Net-(U1-PB14)") + (net 159 "Net-(U1-PB15)") + (net 160 "/µC/TMP_SDA") + (net 161 "Net-(R83-Pad2)") + (net 162 "Net-(U3-Rs)") + (net 163 "Net-(JP1-C)") + (net 164 "Net-(D2-A)") + (net 165 "Net-(U2-VREG)") + (net 166 "unconnected-(U6-Pad3)") + (net 167 "unconnected-(U6-Pad5)") + (net 168 "unconnected-(U4-ALERT-Pad3)") + (net 169 "unconnected-(U1-PA0-Pad10)") + (net 170 "unconnected-(IC6-OVLO{slash}OVCSEL-Pad8)") + (footprint "Capacitor_SMD:C_0603_1608Metric" + (layer "F.Cu") + (uuid "0090e317-034f-4ad8-9217-83e4fa9b64ce") + (at 206.7285 103.8745 90) + (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end 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"board_outline_line_width": 0.09999999999999999, + "copper_line_width": 0.19999999999999998, "copper_text_italic": false, "copper_text_size_h": 1.5, "copper_text_size_v": 1.5, "copper_text_thickness": 0.3, "copper_text_upright": false, - "courtyard_line_width": 0.05, + "courtyard_line_width": 0.049999999999999996, "dimension_precision": 4, "dimension_units": 3, "dimensions": { @@ -24,7 +24,7 @@ "text_position": 0, "units_format": 1 }, - "fab_line_width": 0.1, + "fab_line_width": 0.09999999999999999, "fab_text_italic": false, "fab_text_size_h": 1.0, "fab_text_size_v": 1.0, @@ -121,17 +121,17 @@ "min_clearance": 0.15, "min_connection": 0.0, "min_copper_edge_clearance": 0.3, - "min_hole_clearance": 0.2, + "min_hole_clearance": 0.19999999999999998, "min_hole_to_hole": 0.25, - "min_microvia_diameter": 0.2, - "min_microvia_drill": 0.1, + "min_microvia_diameter": 0.19999999999999998, + "min_microvia_drill": 0.09999999999999999, "min_resolved_spokes": 1, "min_silk_clearance": 0.0, - 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+8212,8 @@ X29153548Y-6672316D01* X29153547Y-6672317D01* X28993589Y-6803589D01* X28862317Y-6963547D01* +X28862315Y-6963550D01* +X28848942Y-6988569D01* X28764769Y-7146043D01* X28704699Y-7344067D01* X28684417Y-7550000D01* @@ -12029,6 +8239,8 @@ X26613548Y-6672316D01* X26613547Y-6672317D01* X26453589Y-6803589D01* X26322317Y-6963547D01* +X26322315Y-6963550D01* +X26308942Y-6988569D01* X26224769Y-7146043D01* X26164699Y-7344067D01* X26144417Y-7550000D01* @@ -12407,18 +8619,7 @@ X174500000Y-70300500D01* X174500000Y-61228415D01* X174518907Y-61170224D01* X174528990Y-61158417D01* -X178363532Y-57323876D01* -X178442929Y-57205049D01* -X178497619Y-57073016D01* -X178502815Y-57046896D01* -X178525500Y-56932851D01* -X178525500Y-53500000D01* -X180000000Y-53500000D01* -X180000000Y-64000000D01* -X180000001Y-64000000D01* -X214999999Y-64000000D01* -X215000000Y-64000000D01* -X215000000Y-58927843D01* +X176759565Y-58927843D01* X219751299Y-58927843D01* X219784672Y-59181332D01* X219784672Y-59181337D01* @@ -12490,10 +8691,12 @@ X219784672Y-58418662D01* X219784672Y-58418667D01* X219751299Y-58672156D01* X219751299Y-58927843D01* -X215000000Y-58927843D01* -X215000000Y-53500000D01* -X180000000Y-53500000D01* -X178525500Y-53500000D01* +X176759565Y-58927843D01* +X178363532Y-57323876D01* +X178442929Y-57205049D01* +X178497619Y-57073016D01* +X178502815Y-57046896D01* +X178525500Y-56932851D01* X178525500Y-49222653D01* X178544407Y-49164462D01* X178593907Y-49128498D01* @@ -15313,15 +11516,6 @@ X173091576Y-6053104D01* X173313006Y-5925261D01* X173515854Y-5769610D01* X173696651Y-5588813D01* -X173764800Y-5500000D01* -X182000000Y-5500000D01* -X182000000Y-16500000D01* -X182000001Y-16500000D01* -X209999999Y-16500000D01* -X210000000Y-16500000D01* -X210000000Y-5500000D01* -X182000000Y-5500000D01* -X173764800Y-5500000D01* X173852302Y-5385965D01* X173980145Y-5164535D01* X174077991Y-4928313D01* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Mask.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Mask.gbr index dcdbd33..064e095 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Mask.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Mask.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:27+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:48:21+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Soldermask,Bot*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:27* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:48:21* %MOMM*% %LPD*% G01* @@ -18,22 +18,6 @@ G04 APERTURE LIST* %ADD14C,0.850000*% %ADD15R,0.550000X1.500000*% G04 APERTURE END LIST* -G36* -X182000000Y-5500000D02* -G01* -X210000000Y-5500000D01* -X210000000Y-16500000D01* -X182000000Y-16500000D01* -X182000000Y-5500000D01* -G37* -G36* -X180000000Y-53500000D02* -G01* -X214500000Y-53500000D01* -X214500000Y-64000000D01* -X180000000Y-64000000D01* -X180000000Y-53500000D01* -G37* D10* %TO.C,J16*% X22120000Y-7550000D03* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Paste.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Paste.gbr index 56aa118..523a046 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Paste.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Paste.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:26+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:48:21+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Paste,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:26* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:48:21* %MOMM*% %LPD*% G01* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Silkscreen.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Silkscreen.gbr index bf622f0..1937c4c 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Silkscreen.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-B_Silkscreen.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:26+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:48:21+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Legend,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:26* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:48:21* %MOMM*% %LPD*% G01* @@ -14,15 +14,16 @@ G04 APERTURE LIST* %ADD10C,0.400000*% %ADD11C,0.150000*% %ADD12C,0.300000*% -%ADD13C,0.100000*% -%ADD14C,0.200000*% -%ADD15C,0.000000*% -%ADD16R,1.700000X1.700000*% -%ADD17O,1.700000X1.700000*% -%ADD18C,3.500000*% -%ADD19C,1.400000*% -%ADD20C,0.850000*% -%ADD21R,0.550000X1.500000*% +%ADD13C,0.254000*% +%ADD14C,0.100000*% +%ADD15C,0.200000*% +%ADD16C,0.000000*% +%ADD17R,1.700000X1.700000*% +%ADD18O,1.700000X1.700000*% +%ADD19C,3.500000*% +%ADD20C,1.400000*% +%ADD21C,0.850000*% +%ADD22R,0.550000X1.500000*% G04 APERTURE END LIST* D10* X116700000Y-200000D02* @@ -39,62 +40,62 @@ X116700000Y-13200000D02* X103200000Y-13200000D01* D11* G36* -X55558033Y-11435792D02* +X55558033Y-11433838D02* G01* -X56869128Y-11435792D01* -X56869128Y-12309204D01* +X56867175Y-11433838D01* +X56867175Y-12309204D01* X55558033Y-12309204D01* X55558033Y-14935303D01* X57383015Y-14935303D01* X57383015Y-15810669D01* -X55692855Y-15810669D01* -X57148542Y-18587222D01* -X57707370Y-18587222D01* 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X156320263Y-17714319D01* -X156320263Y-18785080D01* -X159288303Y-18785080D01* +X156320263Y-18839790D01* +X159288303Y-18839790D01* X159288303Y-17714319D01* X156320263Y-17714319D01* X155446851Y-17714319D01* -X155446851Y-16909295D01* -X159288303Y-16909295D01* -X159288303Y-16395408D01* -X156185441Y-16395408D01* +X155446851Y-16964005D01* +X159288303Y-16964005D01* +X159288303Y-16338743D01* +X156185441Y-16338743D01* X156185441Y-14963168D01* X157058854Y-14963168D01* X157058854Y-15588429D01* @@ -1192,20 +1193,20 @@ X159288303Y-15588429D01* X159288303Y-14963168D01* X157058854Y-14963168D01* X156185441Y-14963168D01* -X156185441Y-14158143D01* -X160161715Y-14158143D01* +X156185441Y-14212854D01* +X160161715Y-14212854D01* X160161715Y-19590104D01* G37* G36* X158616146Y-12962330D02* G01* X161506028Y-12962330D01* -X161506028Y-14588011D01* -X160632615Y-14588011D01* -X160632615Y-13792756D01* -X155714541Y-13792756D01* -X155714541Y-14588011D01* -X154841129Y-14588011D01* +X161506028Y-14640767D01* 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X34820000Y-7550000D03* %TD*% -D18* +D19* %TO.C,REF\u002A\u002A*% X172227041Y-4300000D03* %TD*% %TO.C,REF\u002A\u002A*% X54495945Y-4300000D03* %TD*% -D19* +D20* %TO.C,PS1*% X109200000Y-8380000D03* X109200000Y-13460000D03* @@ -2930,18 +2956,18 @@ X109200000Y-16000000D03* X109200000Y-18540000D03* X109200000Y-21080000D03* %TD*% -D18* +D19* %TO.C,REF\u002A\u002A*% X64009909Y-57900000D03* %TD*% %TO.C,REF\u002A\u002A*% X221701799Y-58800000D03* %TD*% -D20* +D21* %TO.C,J5*% X159800000Y-67650000D03* X168800000Y-67650000D03* -D21* +D22* X167900000Y-64450000D03* X167900000Y-68250000D03* X167100000Y-64450000D03* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-Edge_Cuts.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-Edge_Cuts.gbr index 8a34b43..6a53ba5 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-Edge_Cuts.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-Edge_Cuts.gbr @@ -1,11 +1,11 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:27+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:48:21+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Profile,NP*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:27* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:48:21* %MOMM*% %LPD*% G01* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Cu.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Cu.gbr index c407a20..4f73ab8 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Cu.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Cu.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:26+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:48:20+01:00*% 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-X191946833Y-11295946D01* -X191653940Y-11222243D01* -X191372342Y-11143718D01* -X191101949Y-11060335D01* -X190842671Y-10972063D01* -X190594420Y-10878866D01* -X190357105Y-10780712D01* -X190130639Y-10677567D01* -X189914931Y-10569397D01* -X189709893Y-10456170D01* -X189515435Y-10337850D01* -X189331469Y-10214406D01* -X189157904Y-10085802D01* -X188994652Y-9952006D01* -X188841624Y-9812984D01* -X188834691Y-9806331D01* -X188790479Y-9762879D01* -X188748209Y-9719601D01* -X188709061Y-9677827D01* -X188674215Y-9638884D01* -X188644850Y-9604102D01* -X188622146Y-9574810D01* -X188607283Y-9552336D01* -X188604464Y-9546986D01* -X188589623Y-9502459D01* -X188585700Y-9455533D01* -X188592704Y-9409493D01* -X188603967Y-9379851D01* -X188627635Y-9341900D01* -X188658987Y-9309659D01* -X188698880Y-9282686D01* -X188748174Y-9260538D01* -X188807724Y-9242773D01* -X188878390Y-9228948D01* -X188903617Y-9225267D01* -X188935065Y-9221354D01* -X188969225Y-9217834D01* -X189007043Y-9214670D01* -X189049463Y-9211823D01* -X189097427Y-9209256D01* -X189151881Y-9206931D01* -X189213768Y-9204811D01* -X189284033Y-9202857D01* -X189363619Y-9201032D01* -X189453470Y-9199298D01* -X189554530Y-9197617D01* -X189618568Y-9196653D01* -X189730735Y-9194874D01* -X189831073Y-9192949D01* -X189920450Y-9190817D01* -X189999735Y-9188420D01* -X190069799Y-9185696D01* -X190131510Y-9182586D01* -X190185738Y-9179030D01* -X190233352Y-9174969D01* -X190275222Y-9170342D01* -X190312218Y-9165089D01* -X190345208Y-9159150D01* -X190375062Y-9152467D01* -X190402650Y-9144977D01* -X190412632Y-9141935D01* -X190447517Y-9129151D01* -X190471635Y-9115353D01* -X190486905Y-9098884D01* -X190495245Y-9078090D01* -X190496932Y-9069140D01* -X190498956Y-9051054D01* -X190500863Y-9024734D01* -X190502658Y-8989889D01* -X190504346Y-8946228D01* -X190505929Y-8893460D01* -X190507413Y-8831293D01* -X190508801Y-8759438D01* -X190510097Y-8677602D01* -X190511305Y-8585495D01* -X190512430Y-8482826D01* -X190513476Y-8369304D01* -X190514445Y-8244638D01* -X190515344Y-8108536D01* -X190516175Y-7960708D01* -X190516943Y-7800863D01* -X190517651Y-7628710D01* -X190517883Y-7566237D01* -X190521840Y-6472450D01* -X190824863Y-6472450D01* -X190823219Y-7848812D01* -G37* -%TD.AperFunction*% -%TD*% -D15* %TO.P,C24,1*% %TO.N,/BMS/Filter_Balance_Network1/CB:A*% X156728500Y-29649500D03* @@ -4654,7 +233,7 @@ X156728500Y-29649500D03* %TO.N,/BMS/Filter_Balance_Network1/CA*% X156728500Y-28099500D03* %TD*% -D16* +D11* %TO.P,R48,1*% %TO.N,/BMS/Filter_Balance_Network5/CellA+{slash}CellB-*% X142467500Y-54277500D03* @@ -4662,7 +241,7 @@ X142467500Y-54277500D03* %TO.N,/BMS/Filter_Balance_Network5/SAP*% X142467500Y-52027500D03* %TD*% -D17* +D12* %TO.P,R21,1*% %TO.N,/BMS/Filter_Balance_Network/CellA+{slash}CellB-*% X169992500Y-18577500D03* @@ -4670,7 +249,7 @@ X169992500Y-18577500D03* %TO.N,Net-(D8-A)*% X168342500Y-18577500D03* %TD*% -D18* +D13* %TO.P,R8,1*% %TO.N,VBUS*% X132717500Y-19381500D03* @@ -4678,7 +257,7 @@ X132717500Y-19381500D03* %TO.N,Net-(U2-V+)*% X134367500Y-19381500D03* %TD*% -D19* +D14* %TO.P,C59,1*% %TO.N,+5V*% X107800000Y-32425000D03* @@ -4686,7 +265,7 @@ X107800000Y-32425000D03* %TO.N,GND1*% X107800000Y-33975000D03* %TD*% -D20* +D15* %TO.P,C50,1*% %TO.N,+BATT*% X28275000Y-18200000D03* @@ -4694,7 +273,7 @@ X28275000Y-18200000D03* %TO.N,GND*% X26725000Y-18200000D03* %TD*% -D21* +D16* %TO.P,R59,1*% %TO.N,/BMS/Filter_Balance_Network6/CellA-*% X158367500Y-40102500D03* @@ -4702,7 +281,7 @@ X158367500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network7/CB*% X158367500Y-38452500D03* %TD*% -D18* +D13* %TO.P,R78,1*% %TO.N,+5V*% X136375000Y-61400000D03* @@ -4710,7 +289,7 @@ X136375000Y-61400000D03* %TO.N,/BMS/TMP_SCL*% X138025000Y-61400000D03* %TD*% -D22* +D17* %TO.P,U2,1,V+*% %TO.N,Net-(U2-V+)*% X139780000Y-22527500D03* @@ -4769,7 +348,7 @@ X139780000Y-31527500D03* %TO.P,U2,20,S11N*% %TO.N,/BMS/Filter_Balance_Network4/CellA-*% X139780000Y-32027500D03* -D23* +D18* %TO.P,U2,21,S11P*% %TO.N,/BMS/Filter_Balance_Network4/SAP*% X141717500Y-33965000D03* @@ -4830,7 +409,7 @@ X150717500Y-33965000D03* %TO.P,U2,40,C6:5*% %TO.N,/BMS/Filter_Balance_Network7/CB:A*% X151217500Y-33965000D03* -D22* +D17* %TO.P,U2,41,S5N*% %TO.N,/BMS/Filter_Balance_Network1/CellB+*% X153155000Y-32027500D03* @@ -4891,7 +470,7 @@ X153155000Y-23027500D03* %TO.P,U2,60,ISOMD*% %TO.N,GND1*% X153155000Y-22527500D03* -D23* +D18* %TO.P,U2,61,SDI*% %TO.N,/BMS/MOSI*% X151217500Y-20590000D03* @@ -4910,7 +489,7 @@ X149217500Y-20590000D03* %TO.P,U2,66,NC*% %TO.N,unconnected-(U2-NC-Pad66)*% X148717500Y-20590000D03* -D24* +D19* %TO.P,U2,67,V-*% %TO.N,GND1*% X144067500Y-24877500D03* @@ -4926,9 +505,9 @@ X145267500Y-29677500D03* X146467500Y-24877500D03* X146467500Y-26077500D03* X146467500Y-27277500D03* -D25* +D20* X146467500Y-27277500D03* -D24* +D19* X146467500Y-28477500D03* X146467500Y-29677500D03* X147667500Y-24877500D03* @@ -4936,15 +515,15 @@ X147667500Y-26077500D03* X147667500Y-27277500D03* X147667500Y-28477500D03* X147667500Y-29677500D03* -D23* +D18* X148217500Y-20590000D03* -D24* +D19* X148867500Y-24877500D03* X148867500Y-26077500D03* X148867500Y-27277500D03* X148867500Y-28477500D03* X148867500Y-29677500D03* -D23* +D18* %TO.P,U2,68,VREF2*% %TO.N,Net-(U2-VREF2)*% X147717500Y-20590000D03* @@ -4985,7 +564,7 @@ X142217500Y-20590000D03* %TO.N,unconnected-(U2-GPIO1-Pad80)*% X141717500Y-20590000D03* %TD*% -D17* +D12* %TO.P,R28,1*% %TO.N,/BMS/Filter_Balance_Network1/CellA+{slash}CellB-*% X169917500Y-31677500D03* @@ -4993,7 +572,7 @@ X169917500Y-31677500D03* %TO.N,Net-(D10-A)*% X168267500Y-31677500D03* %TD*% -D26* +D21* %TO.P,U5,1,VCC1*% %TO.N,+3V3*% X96350000Y-32555000D03* @@ -5043,7 +622,7 @@ X105650000Y-33825000D03* %TO.N,+5V*% X105650000Y-32555000D03* %TD*% -D17* +D12* %TO.P,R6,1*% %TO.N,+3V3*% X76325000Y-54400000D03* @@ -5051,11 +630,11 @@ X76325000Y-54400000D03* %TO.N,/\u00B5C/PROM_SCL*% X74675000Y-54400000D03* %TD*% -D27* +D22* %TO.P,J16,1,Pin_1*% %TO.N,+3V3*% X22120000Y-7550000D03* -D28* +D23* %TO.P,J16,2,Pin_2*% %TO.N,/\u00B5C/SWCLK*% X24660000Y-7550000D03* @@ -5072,7 +651,7 @@ X32280000Y-7550000D03* %TO.N,/\u00B5C/Trace_SWO*% X34820000Y-7550000D03* %TD*% -D29* +D24* %TO.P,D5,1,A1*% %TO.N,/CAN/CANH*% X18700000Y-15650000D03* @@ -5083,7 +662,7 @@ X18700000Y-13750000D03* %TO.N,GND*% X16700000Y-14700000D03* %TD*% -D19* +D14* %TO.P,C41,1*% %TO.N,/BMS/Filter_Balance_Network6/SBP*% X147467500Y-38502500D03* @@ -5091,7 +670,7 @@ X147467500Y-38502500D03* %TO.N,/BMS/Filter_Balance_Network6/CellA+{slash}CellB-*% X147467500Y-40052500D03* %TD*% -D17* +D12* %TO.P,R17,1*% %TO.N,/BMS/Filter_Balance_Network/CellB+*% X160053500Y-23074500D03* @@ -5099,7 +678,7 @@ X160053500Y-23074500D03* %TO.N,/BMS/Filter_Balance_Network/CB*% X158403500Y-23074500D03* %TD*% -D18* +D13* %TO.P,R35,1*% %TO.N,/BMS/Filter_Balance_Network2/CellA+{slash}CellB-*% X122892500Y-39777500D03* @@ -5114,15 +693,15 @@ X132703500Y-21206500D03* %TO.N,/BMS/Filter_Balance_Network_last/CB*% X134353500Y-21206500D03* %TD*% -D17* +D12* %TO.P,R71,1*% %TO.N,Net-(IC6-EN{slash}UVLO)*% -X28325000Y-15300000D03* +X28225000Y-13800000D03* %TO.P,R71,2*% -%TO.N,GND*% -X26675000Y-15300000D03* +%TO.N,Net-(IC6-OVLO{slash}OVCSEL)*% +X26575000Y-13800000D03* %TD*% -D30* +D25* %TO.P,R1,1*% %TO.N,+5V*% X119968750Y-5850000D03* @@ -5130,7 +709,7 @@ X119968750Y-5850000D03* %TO.N,Net-(D1-A)*% X119968750Y-7500000D03* %TD*% -D15* +D10* %TO.P,C23,1*% %TO.N,/BMS/Filter_Balance_Network1/CB*% X156728500Y-32714500D03* @@ -5138,7 +717,7 @@ X156728500Y-32714500D03* %TO.N,/BMS/Filter_Balance_Network1/CB:A*% X156728500Y-31164500D03* %TD*% -D16* +D11* %TO.P,R57,1*% %TO.N,/BMS/Filter_Balance_Network6/CellA-*% X164467500Y-54277500D03* @@ -5146,7 +725,7 @@ X164467500Y-54277500D03* %TO.N,/BMS/Filter_Balance_Network7/SBP*% X164467500Y-52027500D03* %TD*% -D15* +D10* %TO.P,C18,1*% %TO.N,/CAN/CANH*% X58500000Y-18475000D03* @@ -5154,15 +733,15 @@ X58500000Y-18475000D03* %TO.N,GND*% X58500000Y-16925000D03* %TD*% -D31* +D26* %TO.P,D25,1,K*% %TO.N,+12V*% -X37675000Y-15200000D03* +X37700000Y-16000000D03* %TO.P,D25,2,A*% %TO.N,+3V3*% -X39125000Y-15200000D03* +X39300000Y-16000000D03* %TD*% -D32* +D27* %TO.P,U4,1,SDA*% %TO.N,/BMS/TMP_SDA*% X139855000Y-18350000D03* @@ -5187,12 +766,12 @@ X140355000Y-16250000D03* %TO.P,U4,8,V+*% %TO.N,+5V*% X139855000Y-16250000D03* -D33* +D28* %TO.P,U4,9,EP*% %TO.N,GND1*% X140605000Y-17300000D03* %TD*% -D34* +D29* %TO.P,D8,1,K*% %TO.N,/BMS/Filter_Balance_Network/SAP*% X169955000Y-20577500D03* @@ -5200,7 +779,7 @@ X169955000Y-20577500D03* %TO.N,Net-(D8-A)*% X168380000Y-20577500D03* %TD*% -D21* +D16* %TO.P,R61,1*% %TO.N,/BMS/Filter_Balance_Network1/CellB+*% X161923500Y-40102500D03* @@ -5208,7 +787,7 @@ X161923500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network7/CA*% X161923500Y-38452500D03* %TD*% -D17* +D12* %TO.P,R18,1*% %TO.N,/BMS/Filter_Balance_Network/CellA+{slash}CellB-*% X160053500Y-21296500D03* @@ -5216,15 +795,15 @@ X160053500Y-21296500D03* %TO.N,/BMS/Filter_Balance_Network/CB:A*% X158403500Y-21296500D03* %TD*% -D35* +D30* %TO.P,J1,1,Pin_1*% %TO.N,Net-(D2-A)*% X8350000Y-16650000D03* -D36* +D31* X3700000Y-19000000D03* -D35* +D30* X8350000Y-27350000D03* -D36* +D31* %TO.P,J1,2,Pin_2*% %TO.N,/CAN/CANH*% X3700000Y-21000000D03* @@ -5235,7 +814,7 @@ X3700000Y-23000000D03* %TO.N,/CAN/CANL*% X3700000Y-25000000D03* %TD*% -D37* +D32* %TO.P,R11,1*% %TO.N,VBUS*% X127800000Y-10462500D03* @@ -5243,7 +822,7 @@ X127800000Y-10462500D03* %TO.N,Net-(Q2-C)*% X127800000Y-7537500D03* %TD*% -D16* +D11* %TO.P,R43,1*% %TO.N,/BMS/Filter_Balance_Network4/CellA-*% X136467500Y-54277500D03* @@ -5251,7 +830,7 @@ X136467500Y-54277500D03* %TO.N,/BMS/Filter_Balance_Network5/SBP*% X136467500Y-52027500D03* %TD*% -D15* +D10* %TO.P,C3,1*% %TO.N,/\u00B5C/NRST*% X79100000Y-42737500D03* @@ -5259,7 +838,7 @@ X79100000Y-42737500D03* %TO.N,GND*% X79100000Y-41187500D03* %TD*% -D38* +D33* %TO.P,D3,1,A1*% %TO.N,/BMS/TMP_SDA*% X142000000Y-63550000D03* @@ -5270,7 +849,7 @@ X142000000Y-61650000D03* %TO.N,GND1*% X139800000Y-62600000D03* %TD*% -D18* +D13* %TO.P,R3,1*% %TO.N,/\u00B5C/PROM_SDA*% X74675000Y-52800000D03* @@ -5278,7 +857,7 @@ X74675000Y-52800000D03* %TO.N,+3V3*% X76325000Y-52800000D03* %TD*% -D39* +D34* %TO.P,D21,1,K*% %TO.N,/BMS/Filter_Balance_Network_last/SAP*% X122967500Y-25650750D03* @@ -5286,7 +865,7 @@ X122967500Y-25650750D03* %TO.N,Net-(D21-A)*% X124542500Y-25650750D03* %TD*% -D18* +D13* %TO.P,R65,1*% %TO.N,VBUS*% X132703500Y-22984500D03* @@ -5294,7 +873,7 @@ X132703500Y-22984500D03* %TO.N,/BMS/Filter_Balance_Network_last/CB:A*% X134353500Y-22984500D03* %TD*% -D19* +D14* %TO.P,C28,1*% %TO.N,/BMS/Filter_Balance_Network2/CB:A*% X136042500Y-31152500D03* @@ -5302,7 +881,7 @@ X136042500Y-31152500D03* %TO.N,/BMS/Filter_Balance_Network2/CA*% X136042500Y-32702500D03* %TD*% -D40* +D35* %TO.P,D18,1,K*% %TO.N,/BMS/Filter_Balance_Network6/SAP*% X155467500Y-50240000D03* @@ -5310,7 +889,7 @@ X155467500Y-50240000D03* %TO.N,Net-(D18-A)*% X155467500Y-48665000D03* %TD*% -D41* +D36* %TO.P,PS1,1,-VIN*% %TO.N,GND*% X109200000Y-3300000D03* @@ -5327,7 +906,7 @@ X109200000Y-18540000D03* %TO.N,Net-(PS1-FB)*% X109200000Y-21080000D03* %TD*% -D21* +D16* %TO.P,R47,1*% %TO.N,/BMS/Filter_Balance_Network5/CellA-*% X143717500Y-40102500D03* @@ -5335,7 +914,7 @@ X143717500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network5/CA*% X143717500Y-38452500D03* %TD*% -D17* +D12* %TO.P,R23,1*% %TO.N,/BMS/Filter_Balance_Network1/CellB+*% X169917500Y-39677500D03* @@ -5343,7 +922,7 @@ X169917500Y-39677500D03* %TO.N,Net-(D9-A)*% X168267500Y-39677500D03* %TD*% -D21* +D16* %TO.P,R80,1*% %TO.N,/\u00B5C/LED2_R*% X87200000Y-56925000D03* @@ -5351,7 +930,7 @@ X87200000Y-56925000D03* %TO.N,Net-(U1-PB13)*% X87200000Y-55275000D03* %TD*% -D19* +D14* %TO.P,C47,1*% %TO.N,/BMS/Filter_Balance_Network_last/CB*% X136042500Y-17985500D03* @@ -5359,7 +938,7 @@ X136042500Y-17985500D03* %TO.N,/BMS/Filter_Balance_Network_last/CB:A*% X136042500Y-19535500D03* %TD*% -D21* +D16* %TO.P,R79,1*% %TO.N,/\u00B5C/LED1_R*% X80937500Y-56937500D03* @@ -5367,7 +946,7 @@ X80937500Y-56937500D03* %TO.N,Net-(U1-PB10)*% X80937500Y-55287500D03* %TD*% -D18* +D13* %TO.P,R31,1*% %TO.N,/BMS/Filter_Balance_Network2/CellB+*% X132703500Y-28621500D03* @@ -5375,7 +954,7 @@ X132703500Y-28621500D03* %TO.N,/BMS/Filter_Balance_Network2/CB*% X134353500Y-28621500D03* %TD*% -D16* +D11* %TO.P,R55,1*% %TO.N,/BMS/Filter_Balance_Network6/CellA+{slash}CellB-*% X156467500Y-54277500D03* @@ -5383,7 +962,7 @@ X156467500Y-54277500D03* %TO.N,/BMS/Filter_Balance_Network6/SAP*% X156467500Y-52027500D03* %TD*% -D40* +D35* %TO.P,D20,1,K*% %TO.N,/BMS/Filter_Balance_Network7/SAP*% X169467500Y-50240000D03* @@ -5391,7 +970,7 @@ X169467500Y-50240000D03* %TO.N,Net-(D20-A)*% X169467500Y-48665000D03* %TD*% -D21* +D16* %TO.P,R39,1*% %TO.N,/BMS/Filter_Balance_Network4/CellA+{slash}CellB-*% X132789500Y-40116500D03* @@ -5406,7 +985,7 @@ X131011500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network4/CB*% X131011500Y-38452500D03* %TD*% -D19* +D14* %TO.P,C37,1*% %TO.N,/BMS/Filter_Balance_Network5/SBP*% X138367500Y-38502500D03* @@ -5414,7 +993,7 @@ X138367500Y-38502500D03* %TO.N,/BMS/Filter_Balance_Network5/CellA+{slash}CellB-*% X138367500Y-40052500D03* %TD*% -D42* +D37* %TO.P,C8,1*% %TO.N,+3V3*% X81825000Y-27200000D03* @@ -5422,7 +1001,7 @@ X81825000Y-27200000D03* %TO.N,GND*% X83375000Y-27200000D03* %TD*% -D40* +D35* %TO.P,D16,1,K*% %TO.N,/BMS/Filter_Balance_Network5/SAP*% X141467500Y-50240000D03* @@ -5430,7 +1009,7 @@ X141467500Y-50240000D03* %TO.N,Net-(D16-A)*% X141467500Y-48665000D03* %TD*% -D34* +D29* %TO.P,D10,1,K*% %TO.N,/BMS/Filter_Balance_Network1/SAP*% X169880000Y-33677500D03* @@ -5438,7 +1017,7 @@ X169880000Y-33677500D03* %TO.N,Net-(D10-A)*% X168305000Y-33677500D03* %TD*% -D17* +D12* %TO.P,R24,1*% %TO.N,/BMS/Filter_Balance_Network1/CellB+*% X160067500Y-32180500D03* @@ -5446,7 +1025,7 @@ X160067500Y-32180500D03* %TO.N,/BMS/Filter_Balance_Network1/CB*% X158417500Y-32180500D03* %TD*% -D39* +D34* %TO.P,D11,1,K*% %TO.N,/BMS/Filter_Balance_Network2/SBP*% X122930000Y-33777499D03* @@ -5454,7 +1033,7 @@ X122930000Y-33777499D03* %TO.N,Net-(D11-A)*% X124505000Y-33777499D03* %TD*% -D21* +D16* %TO.P,R60,1*% %TO.N,/BMS/Filter_Balance_Network7/CellA+{slash}CellB-*% X160145500Y-40102500D03* @@ -5462,7 +1041,7 @@ X160145500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network7/CB:A*% X160145500Y-38452500D03* %TD*% -D16* +D11* %TO.P,R36,1*% %TO.N,/BMS/Filter_Balance_Network2/CellA-*% X122467500Y-54402500D03* @@ -5470,7 +1049,7 @@ X122467500Y-54402500D03* %TO.N,/BMS/Filter_Balance_Network4/SBP*% X122467500Y-52152500D03* %TD*% -D40* +D35* %TO.P,D13,1,K*% %TO.N,/BMS/Filter_Balance_Network4/SBP*% X123467499Y-50365000D03* @@ -5478,7 +1057,7 @@ X123467499Y-50365000D03* %TO.N,Net-(D13-A)*% X123467499Y-48790000D03* %TD*% -D19* +D14* %TO.P,C45,1*% %TO.N,/BMS/Filter_Balance_Network7/SBP*% X156567500Y-38502500D03* @@ -5486,7 +1065,15 @@ X156567500Y-38502500D03* %TO.N,/BMS/Filter_Balance_Network7/CellA+{slash}CellB-*% X156567500Y-40052500D03* %TD*% -D21* +D26* +%TO.P,D4,1,K*% +%TO.N,+12V*% +X37700000Y-14500000D03* +%TO.P,D4,2,A*% +%TO.N,GND*% +X39300000Y-14500000D03* +%TD*% +D16* %TO.P,R42,1*% %TO.N,/BMS/Filter_Balance_Network4/CellA+{slash}CellB-*% X129467500Y-50402500D03* @@ -5494,7 +1081,7 @@ X129467500Y-50402500D03* %TO.N,Net-(D14-A)*% X129467500Y-48752500D03* %TD*% -D17* +D12* %TO.P,R69,1*% %TO.N,+BATT*% X28325000Y-20000000D03* @@ -5502,7 +1089,7 @@ X28325000Y-20000000D03* %TO.N,Net-(D22-A)*% X26675000Y-20000000D03* %TD*% -D21* +D16* %TO.P,R49,1*% %TO.N,/BMS/Filter_Balance_Network5/CellA+{slash}CellB-*% X143467500Y-50277500D03* @@ -5510,7 +1097,7 @@ X143467500Y-50277500D03* %TO.N,Net-(D16-A)*% X143467500Y-48627500D03* %TD*% -D17* +D12* %TO.P,R19,1*% %TO.N,GND1*% X160053500Y-19518500D03* @@ -5518,7 +1105,7 @@ X160053500Y-19518500D03* %TO.N,/BMS/Filter_Balance_Network/CA*% X158403500Y-19518500D03* %TD*% -D21* +D16* %TO.P,R54,1*% %TO.N,/BMS/Filter_Balance_Network6/CellA-*% X152823500Y-40102500D03* @@ -5526,7 +1113,7 @@ X152823500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network6/CA*% X152823500Y-38452500D03* %TD*% -D19* +D14* %TO.P,C34,1*% %TO.N,/BMS/Filter_Balance_Network4/SAP*% X136317500Y-38502500D03* @@ -5534,7 +1121,7 @@ X136317500Y-38502500D03* %TO.N,/BMS/Filter_Balance_Network4/CellA-*% X136317500Y-40052500D03* %TD*% -D43* +D38* %TO.P,D28,1,RK*% %TO.N,/\u00B5C/LED2_R*% X87875000Y-59925000D03* @@ -5561,7 +1148,7 @@ X83462500Y-58675000D03* %TO.N,+3V3*% X83462500Y-59925000D03* %TD*% -D44* +D39* %TO.P,U1,1,VBAT*% %TO.N,+3V3*% X82550000Y-39162500D03* @@ -5598,7 +1185,7 @@ X87550000Y-39162500D03* %TO.P,U1,12,PA2*% %TO.N,/CAN/CAN_Term*% X88050000Y-39162500D03* -D45* +D40* %TO.P,U1,13,PA3*% %TO.N,/\u00B5C/Trace_SWO*% X89462500Y-37750000D03* @@ -5635,7 +1222,7 @@ X89462500Y-32750000D03* %TO.P,U1,24,VDD*% %TO.N,+3V3*% X89462500Y-32250000D03* -D44* +D39* %TO.P,U1,25,PB12*% %TO.N,Net-(U1-PB12)*% X88050000Y-30837500D03* @@ -5672,7 +1259,7 @@ X83050000Y-30837500D03* %TO.P,U1,36,VDD*% %TO.N,+3V3*% X82550000Y-30837500D03* -D45* +D40* %TO.P,U1,37,PA14*% %TO.N,/\u00B5C/SWCLK*% X81137500Y-32250000D03* @@ -5710,7 +1297,7 @@ X81137500Y-37250000D03* %TO.N,+3V3*% X81137500Y-37750000D03* %TD*% -D18* +D13* %TO.P,R66,1*% %TO.N,/BMS/Filter_Balance_Network2/CellB+*% X132703500Y-24762500D03* @@ -5718,7 +1305,7 @@ X132703500Y-24762500D03* %TO.N,/BMS/Filter_Balance_Network_last/CA*% X134353500Y-24762500D03* %TD*% -D20* +D15* %TO.P,C7,1*% %TO.N,+3V3*% X82362500Y-41162500D03* @@ -5726,7 +1313,7 @@ X82362500Y-41162500D03* %TO.N,GND*% X80812500Y-41162500D03* %TD*% -D30* +D25* %TO.P,R4,1*% %TO.N,Net-(U1-BOOT0)*% X77350000Y-36550000D03* @@ -5734,7 +1321,7 @@ X77350000Y-36550000D03* %TO.N,GND*% X77350000Y-38200000D03* %TD*% -D21* +D16* %TO.P,R85,1*% %TO.N,/\u00B5C/LED1_B*% X84137500Y-56937500D03* @@ -5742,7 +1329,7 @@ X84137500Y-56937500D03* %TO.N,Net-(U1-PB12)*% X84137500Y-55287500D03* %TD*% -D34* +D29* %TO.P,D7,1,K*% %TO.N,/BMS/Filter_Balance_Network/SBP*% X169955000Y-24577500D03* @@ -5750,7 +1337,7 @@ X169955000Y-24577500D03* %TO.N,Net-(D7-A)*% X168380000Y-24577500D03* %TD*% -D40* +D35* %TO.P,D19,1,K*% %TO.N,/BMS/Filter_Balance_Network7/SBP*% X165467499Y-50240000D03* @@ -5758,7 +1345,7 @@ X165467499Y-50240000D03* %TO.N,Net-(D19-A)*% X165467499Y-48665000D03* %TD*% -D15* +D10* %TO.P,C20,1*% %TO.N,/BMS/Filter_Balance_Network/CB:A*% X156714500Y-20543500D03* @@ -5766,7 +1353,7 @@ X156714500Y-20543500D03* %TO.N,/BMS/Filter_Balance_Network/CA*% X156714500Y-18993500D03* %TD*% -D21* +D16* %TO.P,R84,1*% %TO.N,/\u00B5C/LED1_G*% X82537500Y-56937500D03* @@ -5781,7 +1368,7 @@ X121467500Y-50402500D03* %TO.N,Net-(D13-A)*% X121467500Y-48752500D03* %TD*% -D46* +D41* %TO.P,IC1,1,VCC1*% %TO.N,+5V*% X103737250Y-54905000D03* @@ -5807,7 +1394,7 @@ X98262750Y-53635000D03* %TO.N,+3V3*% X98262750Y-54905000D03* %TD*% -D19* +D14* %TO.P,C5,1*% %TO.N,+3V3*% X91400000Y-31625000D03* @@ -5815,7 +1402,7 @@ X91400000Y-31625000D03* %TO.N,GND*% X91400000Y-33175000D03* %TD*% -D42* +D37* %TO.P,C4,1*% %TO.N,+3V3*% X81829500Y-28900000D03* @@ -5830,7 +1417,7 @@ X158453500Y-26874500D03* %TO.N,/BMS/Filter_Balance_Network/CellB+*% X160003500Y-26874500D03* %TD*% -D47* +D42* %TO.P,R15,1*% %TO.N,/BMS/Filter_Balance_Network/CellB+*% X173992500Y-25577500D03* @@ -5838,7 +1425,7 @@ X173992500Y-25577500D03* %TO.N,/BMS/Filter_Balance_Network/SBP*% X171742500Y-25577500D03* %TD*% -D21* +D16* %TO.P,R45,1*% %TO.N,/BMS/Filter_Balance_Network4/CellA-*% X140167500Y-40102500D03* @@ -5846,15 +1433,15 @@ X140167500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network5/CB*% X140167500Y-38452500D03* %TD*% -D18* +D13* %TO.P,R73,1*% %TO.N,Net-(IC6-ILM)*% -X37775000Y-13600000D03* +X37675000Y-12900000D03* %TO.P,R73,2*% %TO.N,GND*% -X39425000Y-13600000D03* +X39325000Y-12900000D03* %TD*% -D42* +D37* %TO.P,C39,1*% %TO.N,/BMS/Filter_Balance_Network6/CB*% X148733500Y-36763500D03* @@ -5862,7 +1449,7 @@ X148733500Y-36763500D03* %TO.N,/BMS/Filter_Balance_Network6/CB:A*% X150283500Y-36763500D03* %TD*% -D17* +D12* %TO.P,R25,1*% %TO.N,/BMS/Filter_Balance_Network1/CellA+{slash}CellB-*% X160067500Y-30402500D03* @@ -5870,7 +1457,7 @@ X160067500Y-30402500D03* %TO.N,/BMS/Filter_Balance_Network1/CB:A*% X158417500Y-30402500D03* %TD*% -D40* +D35* %TO.P,D14,1,K*% %TO.N,/BMS/Filter_Balance_Network4/SAP*% X127467500Y-50365000D03* @@ -5878,7 +1465,7 @@ X127467500Y-50365000D03* %TO.N,Net-(D14-A)*% X127467500Y-48790000D03* %TD*% -D30* +D25* %TO.P,R12,1*% %TO.N,/CAN/CANH*% X60100000Y-16875000D03* @@ -5886,7 +1473,7 @@ X60100000Y-16875000D03* %TO.N,Net-(U3-CANH)*% X60100000Y-18525000D03* %TD*% -D19* +D14* %TO.P,C38,1*% %TO.N,/BMS/Filter_Balance_Network5/SAP*% X145467500Y-38488500D03* @@ -5894,7 +1481,7 @@ X145467500Y-38488500D03* %TO.N,/BMS/Filter_Balance_Network5/CellA-*% X145467500Y-40038500D03* %TD*% -D21* +D16* %TO.P,R56,1*% %TO.N,/BMS/Filter_Balance_Network6/CellA+{slash}CellB-*% X157467500Y-50277500D03* @@ -5902,7 +1489,7 @@ X157467500Y-50277500D03* %TO.N,Net-(D18-A)*% X157467500Y-48627500D03* %TD*% -D48* +D43* %TO.P,R29,1*% %TO.N,/BMS/Filter_Balance_Network2/CellB+*% X118892500Y-32777500D03* @@ -5910,7 +1497,7 @@ X118892500Y-32777500D03* %TO.N,/BMS/Filter_Balance_Network2/SBP*% X121142500Y-32777500D03* %TD*% -D49* +D44* %TO.P,D1,1,K*% %TO.N,GND1*% X121668750Y-5887500D03* @@ -5918,7 +1505,7 @@ X121668750Y-5887500D03* %TO.N,Net-(D1-A)*% X121668750Y-7462500D03* %TD*% -D30* +D25* %TO.P,R7,1*% %TO.N,+3V3*% X87300000Y-26475000D03* @@ -5926,7 +1513,7 @@ X87300000Y-26475000D03* %TO.N,/\u00B5C/TMP_SCL*% X87300000Y-28125000D03* %TD*% -D16* +D11* %TO.P,R50,1*% %TO.N,/BMS/Filter_Balance_Network5/CellA-*% X150467500Y-54277500D03* @@ -5934,15 +1521,15 @@ X150467500Y-54277500D03* %TO.N,/BMS/Filter_Balance_Network6/SBP*% X150467500Y-52027500D03* %TD*% -D35* +D30* %TO.P,J2,1,Pin_1*% %TO.N,Net-(D2-A)*% X8350000Y-2050000D03* -D36* +D31* X3700000Y-4400000D03* -D35* +D30* X8350000Y-12750000D03* -D36* +D31* %TO.P,J2,2,Pin_2*% %TO.N,/CAN/CANH*% X3700000Y-6400000D03* @@ -5953,7 +1540,7 @@ X3700000Y-8400000D03* %TO.N,/CAN/CANL*% X3700000Y-10400000D03* %TD*% -D30* +D25* %TO.P,R82,1*% %TO.N,+3V3*% X77300000Y-41137500D03* @@ -5961,7 +1548,7 @@ X77300000Y-41137500D03* %TO.N,/\u00B5C/NRST*% X77300000Y-42787500D03* %TD*% -D19* +D14* %TO.P,C33,1*% %TO.N,/BMS/Filter_Balance_Network4/SBP*% X129267500Y-38502500D03* @@ -5969,7 +1556,7 @@ X129267500Y-38502500D03* %TO.N,/BMS/Filter_Balance_Network4/CellA+{slash}CellB-*% X129267500Y-40052500D03* %TD*% -D21* +D16* %TO.P,R58,1*% %TO.N,/BMS/Filter_Balance_Network6/CellA-*% X163467500Y-50277500D03* @@ -5977,28 +1564,28 @@ X163467500Y-50277500D03* %TO.N,Net-(D19-A)*% X163467500Y-48627500D03* %TD*% -D50* +D45* %TO.P,J12,1,Pin_1*% %TO.N,GND1*% X128417500Y-15547500D03* -D51* +D46* X129817500Y-15547500D03* -D52* +D47* X131467500Y-15547500D03* -D51* +D46* X133117500Y-15547500D03* -D50* +D45* X134517500Y-15547500D03* %TD*% -D18* +D13* %TO.P,R70,1*% %TO.N,+BATT*% -X26675000Y-13500000D03* +X26575000Y-12000000D03* %TO.P,R70,2*% %TO.N,Net-(IC6-EN{slash}UVLO)*% -X28325000Y-13500000D03* +X28225000Y-12000000D03* %TD*% -D15* +D10* %TO.P,C1,1*% %TO.N,/\u00B5C/OSC_IN*% X78429500Y-47882000D03* @@ -6006,15 +1593,7 @@ X78429500Y-47882000D03* %TO.N,GND*% X78429500Y-46332000D03* %TD*% -D49* -%TO.P,D6,1,K*% -%TO.N,GND1*% -X147200000Y-4712500D03* -%TO.P,D6,2,A*% -%TO.N,Net-(D6-A)*% -X147200000Y-6287500D03* -%TD*% -D42* +D37* %TO.P,C25,1*% %TO.N,/BMS/Filter_Balance_Network1/SBP*% X158453500Y-33980500D03* @@ -6022,7 +1601,7 @@ X158453500Y-33980500D03* %TO.N,/BMS/Filter_Balance_Network1/CellA+{slash}CellB-*% X160003500Y-33980500D03* %TD*% -D21* +D16* %TO.P,R86,1*% %TO.N,/\u00B5C/LED2_G*% X88800000Y-56925000D03* @@ -6030,7 +1609,7 @@ X88800000Y-56925000D03* %TO.N,Net-(U1-PB14)*% X88800000Y-55275000D03* %TD*% -D18* +D13* %TO.P,R88,1*% %TO.N,Net-(U3-Rs)*% X72080000Y-8110000D03* @@ -6045,7 +1624,7 @@ X132703500Y-32177500D03* %TO.N,/BMS/Filter_Balance_Network2/CA*% X134353500Y-32177500D03* %TD*% -D21* +D16* %TO.P,R53,1*% %TO.N,/BMS/Filter_Balance_Network6/CellA+{slash}CellB-*% X151045500Y-40102500D03* @@ -6053,7 +1632,7 @@ X151045500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network6/CB:A*% X151045500Y-38452500D03* %TD*% -D42* +D37* %TO.P,C40,1*% %TO.N,/BMS/Filter_Balance_Network6/CB:A*% X151798500Y-36763500D03* @@ -6061,7 +1640,7 @@ X151798500Y-36763500D03* %TO.N,/BMS/Filter_Balance_Network6/CA*% X153348500Y-36763500D03* %TD*% -D53* +D48* %TO.P,IC6,1,GND_1*% %TO.N,GND*% X30388000Y-12495000D03* @@ -6084,14 +1663,14 @@ X35812000Y-15035000D03* %TO.N,Net-(IC6-ILM)*% X35812000Y-13765000D03* %TO.P,IC6,8,OVLO/OVCSEL*% -%TO.N,unconnected-(IC6-OVLO{slash}OVCSEL-Pad8)*% +%TO.N,Net-(IC6-OVLO{slash}OVCSEL)*% X35812000Y-12495000D03* -D54* +D49* %TO.P,IC6,9,GND_2*% %TO.N,GND*% X33100000Y-14400000D03* %TD*% -D18* +D13* %TO.P,R30,1*% %TO.N,/BMS/Filter_Balance_Network2/CellB+*% X122892500Y-31777500D03* @@ -6099,7 +1678,7 @@ X122892500Y-31777500D03* %TO.N,Net-(D11-A)*% X124542500Y-31777500D03* %TD*% -D42* +D37* %TO.P,C35,1*% %TO.N,/BMS/Filter_Balance_Network5/CB*% X139627500Y-36763500D03* @@ -6107,7 +1686,7 @@ X139627500Y-36763500D03* %TO.N,/BMS/Filter_Balance_Network5/CB:A*% X141177500Y-36763500D03* %TD*% -D55* +D50* %TO.P,U6,1*% %TO.N,/CAN/CAN_Term*% X71765000Y-23540000D03* @@ -6127,7 +1706,7 @@ X62235000Y-21000000D03* %TO.N,/CAN/CANH*% X62235000Y-23540000D03* %TD*% -D20* +D15* %TO.P,C29,1*% %TO.N,/BMS/Filter_Balance_Network2/SBP*% X134303500Y-26821500D03* @@ -6135,7 +1714,7 @@ X134303500Y-26821500D03* %TO.N,/BMS/Filter_Balance_Network2/CellA+{slash}CellB-*% X132753500Y-26821500D03* %TD*% -D42* +D37* %TO.P,C43,1*% %TO.N,/BMS/Filter_Balance_Network7/CB*% X157833500Y-36763500D03* @@ -6143,7 +1722,7 @@ X157833500Y-36763500D03* %TO.N,/BMS/Filter_Balance_Network7/CB:A*% X159383500Y-36763500D03* %TD*% -D21* +D16* %TO.P,R52,1*% %TO.N,/BMS/Filter_Balance_Network5/CellA-*% X149267500Y-40102500D03* @@ -6158,7 +1737,7 @@ X134567500Y-40116500D03* %TO.N,/BMS/Filter_Balance_Network4/CA*% X134567500Y-38466500D03* %TD*% -D17* +D12* %TO.P,R26,1*% %TO.N,/BMS/Filter_Balance_Network/CellB+*% X160067500Y-28624500D03* @@ -6166,7 +1745,7 @@ X160067500Y-28624500D03* %TO.N,/BMS/Filter_Balance_Network1/CA*% X158417500Y-28624500D03* %TD*% -D48* +D43* %TO.P,R67,1*% %TO.N,VBUS*% X118880000Y-25027500D03* @@ -6174,7 +1753,7 @@ X118880000Y-25027500D03* %TO.N,/BMS/Filter_Balance_Network_last/SAP*% X121130000Y-25027500D03* %TD*% -D56* +D51* %TO.P,FL1,1,1*% %TO.N,Net-(U3-CANH)*% X69750000Y-14870000D03* @@ -6188,14 +1767,7 @@ X62250000Y-12330000D03* %TO.N,/CAN/CANH*% X62250000Y-14870000D03* %TD*% -D21* -%TO.P,R72,1*% -%TO.N,Net-(U2-VREG)*% -X147200000Y-9625000D03* -%TO.P,R72,2*% -%TO.N,Net-(D6-A)*% -X147200000Y-7975000D03* -%TD*% +D16* %TO.P,R13,1*% %TO.N,/CAN/CANL*% X60100000Y-12725000D03* @@ -6203,7 +1775,7 @@ X60100000Y-12725000D03* %TO.N,Net-(U3-CANL)*% X60100000Y-11075000D03* %TD*% -D15* +D10* %TO.P,C49,1*% %TO.N,/BMS/Filter_Balance_Network_last/SAP*% X136042500Y-26139500D03* @@ -6218,7 +1790,7 @@ X146755000Y-18175000D03* %TO.N,GND1*% X146755000Y-16625000D03* %TD*% -D40* +D35* %TO.P,D26,1,K*% %TO.N,GND*% X47200000Y-24937500D03* @@ -6226,7 +1798,7 @@ X47200000Y-24937500D03* %TO.N,Net-(D26-A)*% X47200000Y-23362500D03* %TD*% -D20* +D15* %TO.P,C9,1*% %TO.N,+3V3*% X87629500Y-41158000D03* @@ -6234,7 +1806,7 @@ X87629500Y-41158000D03* %TO.N,GND*% X86079500Y-41158000D03* %TD*% -D47* +D42* %TO.P,R22,1*% %TO.N,/BMS/Filter_Balance_Network1/CellB+*% X173917500Y-38677500D03* @@ -6242,7 +1814,7 @@ X173917500Y-38677500D03* %TO.N,/BMS/Filter_Balance_Network1/SBP*% X171667500Y-38677500D03* %TD*% -D15* +D10* %TO.P,C13,1*% %TO.N,Net-(U2-VREF1)*% X144155000Y-18175000D03* @@ -6250,7 +1822,7 @@ X144155000Y-18175000D03* %TO.N,GND1*% X144155000Y-16625000D03* %TD*% -D20* +D15* %TO.P,C14,1*% %TO.N,Net-(U2-DRIVE)*% X133675000Y-12200000D03* @@ -6258,7 +1830,7 @@ X133675000Y-12200000D03* %TO.N,GND1*% X132125000Y-12200000D03* %TD*% -D49* +D44* %TO.P,FB1,1*% %TO.N,Net-(Q2-E)*% X142900000Y-4725000D03* @@ -6266,7 +1838,7 @@ X142900000Y-4725000D03* %TO.N,Net-(U2-VREG)*% X142900000Y-6300000D03* %TD*% -D19* +D14* %TO.P,C48,1*% %TO.N,/BMS/Filter_Balance_Network_last/CB:A*% X136042500Y-21287500D03* @@ -6274,7 +1846,7 @@ X136042500Y-21287500D03* %TO.N,/BMS/Filter_Balance_Network_last/CA*% X136042500Y-22837500D03* %TD*% -D20* +D15* %TO.P,C60,1*% %TO.N,Net-(U2-V+)*% X134330000Y-17600000D03* @@ -6282,7 +1854,7 @@ X134330000Y-17600000D03* %TO.N,GND1*% X132780000Y-17600000D03* %TD*% -D18* +D13* %TO.P,R68,1*% %TO.N,VBUS*% X122930000Y-23872750D03* @@ -6290,7 +1862,7 @@ X122930000Y-23872750D03* %TO.N,Net-(D21-A)*% X124580000Y-23872750D03* %TD*% -D15* +D10* %TO.P,C6,1*% %TO.N,+3V3*% X79000000Y-38175000D03* @@ -6298,20 +1870,20 @@ X79000000Y-38175000D03* %TO.N,GND*% X79000000Y-36625000D03* %TD*% -D57* +D52* %TO.P,Q2,1,B*% %TO.N,Net-(Q2-B)*% X139600000Y-9185000D03* -D58* +D53* %TO.P,Q2,2,C*% %TO.N,Net-(Q2-C)*% X133075000Y-6900000D03* -D57* +D52* %TO.P,Q2,3,E*% %TO.N,Net-(Q2-E)*% X139600000Y-4615000D03* %TD*% -D40* +D35* %TO.P,D17,1,K*% %TO.N,/BMS/Filter_Balance_Network6/SBP*% X151467499Y-50240000D03* @@ -6319,7 +1891,7 @@ X151467499Y-50240000D03* %TO.N,Net-(D17-A)*% X151467499Y-48665000D03* %TD*% -D19* +D14* %TO.P,C42,1*% %TO.N,/BMS/Filter_Balance_Network6/SAP*% X154573500Y-38488500D03* @@ -6334,7 +1906,7 @@ X70500000Y-56025000D03* %TO.N,GND*% X70500000Y-57575000D03* %TD*% -D21* +D16* %TO.P,R44,1*% %TO.N,/BMS/Filter_Balance_Network4/CellA-*% X135467500Y-50277500D03* @@ -6342,7 +1914,7 @@ X135467500Y-50277500D03* %TO.N,Net-(D15-A)*% X135467500Y-48627500D03* %TD*% -D19* +D14* %TO.P,C56,1*% %TO.N,+5V*% X105600000Y-55025000D03* @@ -6350,7 +1922,15 @@ X105600000Y-55025000D03* %TO.N,GND1*% X105600000Y-56575000D03* %TD*% -D21* +D13* +%TO.P,R72,1*% +%TO.N,Net-(IC6-OVLO{slash}OVCSEL)*% +X26575000Y-15600000D03* +%TO.P,R72,2*% +%TO.N,GND*% +X28225000Y-15600000D03* +%TD*% +D16* %TO.P,R14,1*% %TO.N,/CAN/V_{ref}*% X56900000Y-12725000D03* @@ -6358,7 +1938,7 @@ X56900000Y-12725000D03* %TO.N,/CAN/CANL*% X56900000Y-11075000D03* %TD*% -D42* +D37* %TO.P,C32,1*% %TO.N,/BMS/Filter_Balance_Network4/CB:A*% X133542500Y-36777500D03* @@ -6366,7 +1946,7 @@ X133542500Y-36777500D03* %TO.N,/BMS/Filter_Balance_Network4/CA*% X135092500Y-36777500D03* %TD*% -D59* +D54* %TO.P,C52,1*% %TO.N,+12V*% X33100000Y-18700000D03* @@ -6374,20 +1954,20 @@ X33100000Y-18700000D03* %TO.N,GND*% X33100000Y-20600000D03* %TD*% -D50* +D45* %TO.P,J11,1,Pin_1*% %TO.N,GND1*% X158417500Y-15547500D03* -D51* +D46* X159817500Y-15547500D03* -D52* +D47* X161467500Y-15547500D03* -D51* +D46* X163117500Y-15547500D03* -D50* +D45* X164517500Y-15547500D03* %TD*% -D15* +D10* %TO.P,C58,1*% %TO.N,GND*% X96400000Y-56575000D03* @@ -6395,7 +1975,7 @@ X96400000Y-56575000D03* %TO.N,+3V3*% X96400000Y-55025000D03* %TD*% -D19* +D14* %TO.P,C2,1*% %TO.N,/\u00B5C/OSC_OUT*% X90829500Y-46332000D03* @@ -6403,7 +1983,7 @@ X90829500Y-46332000D03* %TO.N,GND*% X90829500Y-47882000D03* %TD*% -D17* +D12* %TO.P,R9,1*% %TO.N,+5V*% X151880000Y-18202500D03* @@ -6411,7 +1991,7 @@ X151880000Y-18202500D03* %TO.N,/BMS/MISO*% X150230000Y-18202500D03* %TD*% -D21* +D16* %TO.P,R63,1*% %TO.N,/BMS/Filter_Balance_Network7/CellA+{slash}CellB-*% X171467500Y-50277500D03* @@ -6419,7 +1999,7 @@ X171467500Y-50277500D03* %TO.N,Net-(D20-A)*% X171467500Y-48627500D03* %TD*% -D15* +D10* %TO.P,C12,1*% %TO.N,Net-(U2-VREF2)*% X148467500Y-18190750D03* @@ -6427,7 +2007,7 @@ X148467500Y-18190750D03* %TO.N,GND1*% X148467500Y-16640750D03* %TD*% -D34* +D29* %TO.P,D9,1,K*% %TO.N,/BMS/Filter_Balance_Network1/SBP*% X169880000Y-37677500D03* @@ -6435,7 +2015,7 @@ X169880000Y-37677500D03* %TO.N,Net-(D9-A)*% X168305000Y-37677500D03* %TD*% -D15* +D10* %TO.P,C54,1*% %TO.N,GND*% X58500000Y-12675000D03* @@ -6443,20 +2023,20 @@ X58500000Y-12675000D03* %TO.N,/CAN/CANL*% X58500000Y-11125000D03* %TD*% -D60* +D55* %TO.P,JP1,1,A*% %TO.N,+3V3*% X78500000Y-12700000D03* -D61* +D56* %TO.P,JP1,2,C*% %TO.N,Net-(JP1-C)*% X78500000Y-11400000D03* -D62* +D57* %TO.P,JP1,3,B*% %TO.N,/CAN/V_{ref}*% X78500000Y-10100000D03* %TD*% -D19* +D14* %TO.P,C46,1*% %TO.N,/BMS/Filter_Balance_Network7/SAP*% X163673500Y-38488500D03* @@ -6464,7 +2044,7 @@ X163673500Y-38488500D03* %TO.N,/BMS/Filter_Balance_Network1/CellB+*% X163673500Y-40038500D03* %TD*% -D15* +D10* %TO.P,C16,1*% %TO.N,Net-(Q2-C)*% X128200000Y-5575000D03* @@ -6472,7 +2052,7 @@ X128200000Y-5575000D03* %TO.N,GND1*% X128200000Y-4025000D03* %TD*% -D42* +D37* %TO.P,C17,1*% %TO.N,+3V3*% X74600000Y-17400000D03* @@ -6480,7 +2060,7 @@ X74600000Y-17400000D03* %TO.N,GND*% X76150000Y-17400000D03* %TD*% -D18* +D13* %TO.P,R77,1*% %TO.N,+5V*% X136375000Y-63800000D03* @@ -6488,7 +2068,7 @@ X136375000Y-63800000D03* %TO.N,/BMS/TMP_SDA*% X138025000Y-63800000D03* %TD*% -D47* +D42* %TO.P,R27,1*% %TO.N,/BMS/Filter_Balance_Network1/CellA+{slash}CellB-*% X173917500Y-32677500D03* @@ -6496,7 +2076,7 @@ X173917500Y-32677500D03* %TO.N,/BMS/Filter_Balance_Network1/SAP*% X171667500Y-32677500D03* %TD*% -D30* +D25* %TO.P,R2,1*% %TO.N,Net-(PS1-FB)*% X119968750Y-9050000D03* @@ -6504,7 +2084,7 @@ X119968750Y-9050000D03* %TO.N,GND1*% X119968750Y-10700000D03* %TD*% -D18* +D13* %TO.P,R10,1*% %TO.N,Net-(U2-DRIVE)*% X135375000Y-12200000D03* @@ -6512,7 +2092,7 @@ X135375000Y-12200000D03* %TO.N,Net-(Q2-B)*% X137025000Y-12200000D03* %TD*% -D19* +D14* %TO.P,C57,1*% %TO.N,+3V3*% X94200000Y-32425000D03* @@ -6520,7 +2100,7 @@ X94200000Y-32425000D03* %TO.N,GND*% X94200000Y-33975000D03* %TD*% -D20* +D15* %TO.P,C10,1*% %TO.N,+3V3*% X87629500Y-42682000D03* @@ -6528,7 +2108,7 @@ X87629500Y-42682000D03* %TO.N,GND*% X86079500Y-42682000D03* %TD*% -D15* +D10* %TO.P,C19,1*% %TO.N,/BMS/Filter_Balance_Network/CB*% X156714500Y-23608500D03* @@ -6536,7 +2116,7 @@ X156714500Y-23608500D03* %TO.N,/BMS/Filter_Balance_Network/CB:A*% X156714500Y-22058500D03* %TD*% -D63* +D58* %TO.P,D2,1,K*% %TO.N,+BATT*% X20550000Y-20900000D03* @@ -6544,7 +2124,7 @@ X20550000Y-20900000D03* %TO.N,Net-(D2-A)*% X16250000Y-20900000D03* %TD*% -D42* +D37* %TO.P,C44,1*% %TO.N,/BMS/Filter_Balance_Network7/CB:A*% X160898500Y-36763500D03* @@ -6552,27 +2132,27 @@ X160898500Y-36763500D03* %TO.N,/BMS/Filter_Balance_Network7/CA*% X162448500Y-36763500D03* %TD*% -D64* +D59* %TO.P,IC3,1,1*% %TO.N,/\u00B5C/Trace_SWO*% -X40935000Y-7050000D03* +X40440000Y-6600000D03* %TO.P,IC3,2,2*% %TO.N,GND*% -X40935000Y-7550000D03* +X40440000Y-7550000D03* %TO.P,IC3,3,3*% %TO.N,/\u00B5C/NRST*% -X40935000Y-8050000D03* +X40440000Y-8500000D03* %TO.P,IC3,4,4*% %TO.N,/\u00B5C/SWDIO*% -X42545000Y-8050000D03* +X43040000Y-8500000D03* %TO.P,IC3,5,5*% %TO.N,GND*% -X42545000Y-7550000D03* +X43040000Y-7550000D03* %TO.P,IC3,6,6*% %TO.N,/\u00B5C/SWCLK*% -X42545000Y-7050000D03* +X43040000Y-6600000D03* %TD*% -D34* +D29* %TO.P,D22,1,K*% %TO.N,GND*% X28287500Y-21800000D03* @@ -6580,7 +2160,7 @@ X28287500Y-21800000D03* %TO.N,Net-(D22-A)*% X26712500Y-21800000D03* %TD*% -D21* +D16* %TO.P,R89,1*% %TO.N,Net-(R83-Pad2)*% X56900000Y-18525000D03* @@ -6588,7 +2168,7 @@ X56900000Y-18525000D03* %TO.N,/CAN/V_{ref}*% X56900000Y-16875000D03* %TD*% -D30* +D25* %TO.P,R5,1*% %TO.N,+3V3*% X85600000Y-26475000D03* @@ -6610,7 +2190,7 @@ X142900000Y-7975000D03* %TO.N,+5V*% X142900000Y-9625000D03* %TD*% -D20* +D15* %TO.P,C55,1*% %TO.N,GND*% X58475000Y-14700000D03* @@ -6618,7 +2198,7 @@ X58475000Y-14700000D03* %TO.N,/CAN/V_{ref}*% X56925000Y-14700000D03* %TD*% -D59* +D54* %TO.P,C53,1*% %TO.N,+3V3*% X45200000Y-20250000D03* @@ -6626,7 +2206,7 @@ X45200000Y-20250000D03* %TO.N,GND*% X45200000Y-22150000D03* %TD*% -D21* +D16* %TO.P,R87,1*% %TO.N,/\u00B5C/LED2_B*% X90400000Y-56925000D03* @@ -6634,7 +2214,7 @@ X90400000Y-56925000D03* %TO.N,Net-(U1-PB15)*% X90400000Y-55275000D03* %TD*% -D17* +D12* %TO.P,R16,1*% %TO.N,/BMS/Filter_Balance_Network/CellB+*% X169992500Y-26577500D03* @@ -6642,7 +2222,7 @@ X169992500Y-26577500D03* %TO.N,Net-(D7-A)*% X168342500Y-26577500D03* %TD*% -D42* +D37* %TO.P,C36,1*% %TO.N,/BMS/Filter_Balance_Network5/CB:A*% X142692500Y-36763500D03* @@ -6650,7 +2230,7 @@ X142692500Y-36763500D03* %TO.N,/BMS/Filter_Balance_Network5/CA*% X144242500Y-36763500D03* %TD*% -D21* +D16* %TO.P,R51,1*% %TO.N,/BMS/Filter_Balance_Network5/CellA-*% X149467500Y-50277500D03* @@ -6658,7 +2238,7 @@ X149467500Y-50277500D03* %TO.N,Net-(D17-A)*% X149467500Y-48627500D03* %TD*% -D16* +D11* %TO.P,R41,1*% %TO.N,/BMS/Filter_Balance_Network4/CellA+{slash}CellB-*% X128467500Y-54402500D03* @@ -6666,7 +2246,7 @@ X128467500Y-54402500D03* %TO.N,/BMS/Filter_Balance_Network4/SAP*% X128467500Y-52152500D03* %TD*% -D42* +D37* %TO.P,C22,1*% %TO.N,/BMS/Filter_Balance_Network/SAP*% X158439500Y-17768500D03* @@ -6681,7 +2261,7 @@ X130477500Y-36777500D03* %TO.N,/BMS/Filter_Balance_Network4/CB:A*% X132027500Y-36777500D03* %TD*% -D18* +D13* %TO.P,R32,1*% %TO.N,/BMS/Filter_Balance_Network2/CellA+{slash}CellB-*% X132703500Y-30399500D03* @@ -6689,7 +2269,7 @@ X132703500Y-30399500D03* %TO.N,/BMS/Filter_Balance_Network2/CB:A*% X134353500Y-30399500D03* %TD*% -D16* +D11* %TO.P,R62,1*% %TO.N,/BMS/Filter_Balance_Network7/CellA+{slash}CellB-*% X170467500Y-54277500D03* @@ -6697,7 +2277,7 @@ X170467500Y-54277500D03* %TO.N,/BMS/Filter_Balance_Network7/SAP*% X170467500Y-52027500D03* %TD*% -D21* +D16* %TO.P,R46,1*% %TO.N,/BMS/Filter_Balance_Network5/CellA+{slash}CellB-*% X141939500Y-40102500D03* @@ -6705,7 +2285,7 @@ X141939500Y-40102500D03* %TO.N,/BMS/Filter_Balance_Network5/CB:A*% X141939500Y-38452500D03* %TD*% -D65* +D60* %TO.P,D23,1,K*% %TO.N,+BATT*% X30400000Y-18650000D03* @@ -6713,7 +2293,7 @@ X30400000Y-18650000D03* %TO.N,GND*% X30400000Y-21950000D03* %TD*% -D48* +D43* %TO.P,R34,1*% %TO.N,/BMS/Filter_Balance_Network2/CellA+{slash}CellB-*% X118892500Y-38777500D03* @@ -6721,7 +2301,7 @@ X118892500Y-38777500D03* %TO.N,/BMS/Filter_Balance_Network2/SAP*% X121142500Y-38777500D03* %TD*% -D66* +D61* %TO.P,Y2,1,1*% %TO.N,/\u00B5C/OSC_OUT*% X87779500Y-45857000D03* @@ -6735,7 +2315,7 @@ X81479500Y-48357000D03* %TO.N,GND*% X81479500Y-45857000D03* %TD*% -D67* +D62* %TO.P,U3,1,D*% %TO.N,/CAN/CAN_Tx*% X72230000Y-15250000D03* @@ -6761,7 +2341,7 @@ X73500000Y-10300000D03* %TO.N,Net-(U3-Rs)*% X72230000Y-10300000D03* %TD*% -D19* +D14* %TO.P,C61,1*% %TO.N,+5V*% X138555000Y-16550000D03* @@ -6769,7 +2349,7 @@ X138555000Y-16550000D03* %TO.N,GND1*% X138555000Y-18100000D03* %TD*% -D40* +D35* %TO.P,D15,1,K*% %TO.N,/BMS/Filter_Balance_Network5/SBP*% X137467499Y-50240000D03* @@ -6777,7 +2357,7 @@ X137467499Y-50240000D03* %TO.N,Net-(D15-A)*% X137467499Y-48665000D03* %TD*% -D68* +D63* %TO.P,IC4,1,NC_1*% %TO.N,unconnected-(IC4-NC_1-Pad1)*% X72095000Y-61575000D03* @@ -6803,7 +2383,7 @@ X73365000Y-56425000D03* %TO.N,+3V3*% X72095000Y-56425000D03* %TD*% -D21* +D16* %TO.P,R83,1*% %TO.N,/CAN/CANH*% X59900000Y-24425000D03* @@ -6811,7 +2391,7 @@ X59900000Y-24425000D03* %TO.N,Net-(R83-Pad2)*% X59900000Y-22775000D03* %TD*% -D18* +D13* %TO.P,R81,1*% %TO.N,Net-(U2-IPB)*% X150230000Y-16700000D03* @@ -6819,7 +2399,7 @@ X150230000Y-16700000D03* %TO.N,Net-(U2-IMB)*% X151880000Y-16700000D03* %TD*% -D47* +D42* %TO.P,R20,1*% %TO.N,/BMS/Filter_Balance_Network/CellA+{slash}CellB-*% X173992500Y-19577500D03* @@ -6827,7 +2407,7 @@ X173992500Y-19577500D03* %TO.N,/BMS/Filter_Balance_Network/SAP*% X171742500Y-19577500D03* %TD*% -D20* +D15* %TO.P,C30,1*% %TO.N,/BMS/Filter_Balance_Network2/SAP*% X134317500Y-33962500D03* @@ -6835,7 +2415,7 @@ X134317500Y-33962500D03* %TO.N,/BMS/Filter_Balance_Network2/CellA-*% X132767500Y-33962500D03* %TD*% -D69* +D64* %TO.P,IC7,1,GND*% %TO.N,GND*% X36350000Y-19700000D03* @@ -6845,12 +2425,12 @@ X36350000Y-22000000D03* %TO.P,IC7,3,VIN*% %TO.N,+12V*% X36350000Y-24300000D03* -D70* +D65* %TO.P,IC7,4,VOUT_2*% %TO.N,+3V3*% X42650000Y-22000000D03* %TD*% -D42* +D37* %TO.P,C21,1*% %TO.N,/BMS/Filter_Balance_Network/SBP*% X158453500Y-24874500D03* @@ -6858,20 +2438,20 @@ X158453500Y-24874500D03* %TO.N,/BMS/Filter_Balance_Network/CellA+{slash}CellB-*% X160003500Y-24874500D03* %TD*% -D71* +D66* %TO.P,J13,1,Pin_1*% %TO.N,GND1*% X127287500Y-36927500D03* -D72* +D67* X127287500Y-35527500D03* -D73* +D68* X127287500Y-33877500D03* -D72* +D67* X127287500Y-32227500D03* -D71* +D66* X127287500Y-30827500D03* %TD*% -D19* +D14* %TO.P,C27,1*% %TO.N,/BMS/Filter_Balance_Network2/CB*% X136042500Y-28087500D03* @@ -6879,7 +2459,7 @@ X136042500Y-28087500D03* %TO.N,/BMS/Filter_Balance_Network2/CB:A*% X136042500Y-29637500D03* %TD*% -D39* +D34* %TO.P,D12,1,K*% %TO.N,/BMS/Filter_Balance_Network2/SAP*% X122930000Y-37777500D03* @@ -6887,20 +2467,20 @@ X122930000Y-37777500D03* %TO.N,Net-(D12-A)*% X124505000Y-37777500D03* %TD*% -D71* +D66* %TO.P,J14,1,Pin_1*% %TO.N,GND1*% X165647500Y-30877500D03* -D72* +D67* X165647500Y-32277500D03* -D73* +D68* X165647500Y-33927500D03* -D72* +D67* X165647500Y-35577500D03* -D71* +D66* X165647500Y-36977500D03* %TD*% -D74* +D69* %TO.N,+3V3*% X78800000Y-50700000D03* X73000000Y-26000000D03* @@ -6967,18 +2547,18 @@ X49666206Y-6483794D03* %TO.N,GND*% X82399970Y-37199994D03* X96350311Y-42255305D03* -X39325000Y-12400000D03* +X39325000Y-11800000D03* X85916435Y-37627654D03* X96800000Y-51100000D03* X52500000Y-25000000D03* X93150305Y-33955305D03* -X39800000Y-7500000D03* X1675000Y-8400000D03* X58500000Y-13700000D03* X80799992Y-42262500D03* X69300000Y-57600000D03* X34900000Y-18800000D03* X76100000Y-18300000D03* +X29029145Y-15670855D03* X70000000Y-21000000D03* X86837500Y-43650153D03* X85000000Y-20000000D03* @@ -7002,13 +2582,12 @@ X91300000Y-49000000D03* X84512506Y-28412500D03* X82493474Y-32231182D03* X92600000Y-33200000D03* -X43700000Y-7500000D03* X15500008Y-14700000D03* X77299998Y-39100000D03* X31800000Y-19500000D03* X46000000Y-23175000D03* X33100000Y-16600000D03* -X25800000Y-15800000D03* +X41740000Y-7550000D03* X90000000Y-25000000D03* X29104294Y-21275000D03* X80000000Y-25000000D03* @@ -7022,6 +2601,7 @@ X87628689Y-33110439D03* X5749995Y-22999999D03* X74699996Y-8075000D03* X78142751Y-37363718D03* +X40224553Y-13650000D03* %TO.N,/\u00B5C/SWDIO*% X84388428Y-29457306D03* X52275000Y-8425000D03* @@ -7052,6 +2632,7 @@ X105000000Y-60000000D03* X110000000Y-55000000D03* X118000000Y-50000000D03* X150000000Y-3000000D03* +X150000000Y-8000000D03* X125000000Y-21000000D03* X137300000Y-16500000D03* X139500000Y-55900000D03* @@ -7169,6 +2750,9 @@ X157328500Y-24774500D03* %TO.N,/BMS/Filter_Balance_Network/SAP*% X155366258Y-21437758D03* X155328500Y-19174500D03* +%TO.N,Net-(IC6-OVLO{slash}OVCSEL)*% +X34900000Y-11600000D03* +X27400000Y-12899990D03* %TO.N,/BMS/Filter_Balance_Network/CellA+{slash}CellB-*% X157328500Y-25774500D03* X175400000Y-19577500D03* @@ -7209,6 +2793,7 @@ X215000000Y-53000000D03* X107425305Y-41322041D03* X167900000Y-62995000D03* X137782895Y-17413128D03* +X205000000Y-8000000D03* X119968750Y-11775000D03* X210000000Y-3000000D03* X146755000Y-15500006D03* @@ -7221,8 +2806,9 @@ X205000000Y-3000000D03* X180000000Y-13000000D03* X151767500Y-25177500D03* X164626510Y-31302500D03* -X180000000Y-65000000D03* +X180000000Y-63000000D03* X129199994Y-4000000D03* +X210000000Y-8000000D03* X180000000Y-23500000D03* X175000000Y-8000000D03* X148455000Y-15500000D03* @@ -7231,13 +2817,13 @@ X170000000Y-13000000D03* X166275000Y-62940000D03* X138500000Y-62675000D03* X107800000Y-18500000D03* -X147200000Y-3400000D03* X144155002Y-15500010D03* X170000000Y-8000000D03* X180000000Y-3000000D03* X158455000Y-14500000D03* X200000000Y-3000000D03* X132054992Y-11000000D03* +X185000000Y-8000000D03* X180000000Y-8000000D03* X120000000Y-65000000D03* X161228500Y-19474500D03* @@ -7249,9 +2835,10 @@ X105600000Y-57800000D03* X169500000Y-44000000D03* X150000000Y-47000000D03* X164555000Y-14500000D03* -X215000000Y-65000000D03* +X215000000Y-63000002D03* X146500000Y-55500000D03* X135595010Y-15499988D03* +X215000000Y-58000002D03* X160000000Y-3000000D03* X122500000Y-45000000D03* X110600000Y-18500000D03* @@ -7261,6 +2848,7 @@ X161455000Y-14499996D03* X131655000Y-17600000D03* X180000000Y-52999998D03* X160500000Y-55500000D03* +X180000000Y-58000000D03* X164567500Y-35002500D03* X173000000Y-46000000D03* X128454984Y-16600000D03* @@ -7354,7 +2942,7 @@ X96700000Y-53600000D03* X59900000Y-20795000D03* X57700000Y-19375000D03* %TD*% -D75* +D70* %TO.N,+3V3*% X79000000Y-38175000D02* X80712500Y-38175000D01* @@ -7372,10 +2960,10 @@ X89462500Y-32250000D02* X89475000Y-32250000D01* X74600000Y-17400000D02* X74600000Y-17294722D01* -D76* +D71* X43450000Y-22000000D02* X45200000Y-20250000D01* -D75* +D70* X96400000Y-32510000D02* X94380000Y-32510000D01* X96520000Y-54905000D02* @@ -7398,10 +2986,10 @@ X82550000Y-40975000D02* X82550000Y-39250000D01* X80712500Y-38175000D02* X81137500Y-37750000D01* -D76* +D71* X42650000Y-22000000D02* X43450000Y-22000000D01* -D75* +D70* X98288000Y-54905000D02* X96520000Y-54905000D01* %TO.N,/CAN/CANH*% @@ -7495,25 +3083,25 @@ X80337500Y-57537500D01* X80337500Y-57537500D02* X80337500Y-59312500D01* %TO.N,/\u00B5C/SWCLK*% -X24660000Y-7550000D02* -X26685000Y-5525000D01* X26685000Y-5525000D02* -X41020000Y-5525000D01* +X24660000Y-7550000D01* +X41965000Y-5525000D02* +X26685000Y-5525000D01* X49550000Y-6600000D02* X49666206Y-6483794D01* -X41020000Y-5525000D02* -X42545000Y-7050000D01* +X43040000Y-6600000D02* +X49550000Y-6600000D01* X81137500Y-32250000D02* X77300000Y-32250000D01* -X42545000Y-7050000D02* -X42995000Y-6600000D01* -X42995000Y-6600000D02* -X49550000Y-6600000D01* X77300000Y-32250000D02* X77050000Y-32000000D01* +X43040000Y-6600000D02* +X41965000Y-5525000D01* %TO.N,GND*% X33100000Y-20600000D02* X32900000Y-20600000D01* +X39325000Y-12900000D02* +X39325000Y-11800000D01* X80812500Y-41162500D02* X80812500Y-42249992D01* X87989128Y-32750000D02* @@ -7570,6 +3158,8 @@ X83379500Y-28900000D02* X83867000Y-28412500D01* X86050000Y-39162500D02* X86050000Y-37761219D01* +X28225000Y-15600000D02* +X28958290Y-15600000D01* X45200000Y-22150000D02* X45200000Y-22375000D01* X31075000Y-21275000D02* @@ -7596,14 +3186,8 @@ X78122085Y-41926302D02* X78361198Y-41926302D01* X78881469Y-36625000D02* X78142751Y-37363718D01* -X39425000Y-13600000D02* -X39425000Y-12500000D01* -X26300000Y-15300000D02* -X25800000Y-15800000D01* X96400000Y-56575000D02* X96400000Y-57800000D01* -X39850000Y-7550000D02* -X39800000Y-7500000D01* X82349964Y-37250000D02* X82399970Y-37199994D01* X47200000Y-24950000D02* @@ -7626,16 +3210,16 @@ X83379500Y-29568419D02* X83075000Y-29872919D01* X96400000Y-33780000D02* X94400000Y-33780000D01* +X28958290Y-15600000D02* +X29029145Y-15670855D01* X33100000Y-12225000D02* X33075000Y-12200000D01* X83867000Y-28412500D02* X84512506Y-28412500D01* -X40935000Y-7550000D02* -X39850000Y-7550000D01* -D76* +D71* X3725000Y-8400000D02* X1675000Y-8400000D01* -D75* +D70* X26725000Y-18354703D02* X25991235Y-19088468D01* X76150000Y-18250000D02* @@ -7646,14 +3230,12 @@ X33100000Y-14400000D02* X33100000Y-12225000D01* X79000000Y-36625000D02* X78881469Y-36625000D01* -X42545000Y-7550000D02* -X43650000Y-7550000D01* 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X27786450Y-6672315D01* X27603954Y-6574768D01* X27405934Y-6514700D01* @@ -23072,18 +18494,30 @@ X25661291Y-7009034D01* X26783508Y-5886819D01* X26844831Y-5853334D01* X26871189Y-5850500D01* -X35759811Y-5850500D01* -X35826850Y-5870185D01* -X35872605Y-5922989D01* -X35882549Y-5992147D01* -X35853524Y-6055703D01* -X35847492Y-6062181D01* -X35360994Y-6548677D01* +X38915046Y-5850500D01* +X38982085Y-5870185D01* +X39027840Y-5922989D01* +X39037784Y-5992147D01* +X39008759Y-6055703D01* +X38990532Y-6072876D01* +X38987158Y-6075465D01* +X38861717Y-6171719D01* +X38823313Y-6221769D01* +X38820076Y-6225987D01* +X38763648Y-6267190D01* +X38721700Y-6274501D01* +X35727146Y-6274501D01* +X35644361Y-6296683D01* +X35644354Y-6296686D01* +X35591795Y-6327031D01* +X35591795Y-6327032D01* +X35570139Y-6339534D01* +X35360994Y-6548678D01* X35299671Y-6582162D01* X35229979Y-6577178D01* X35225869Y-6575561D01* X35223958Y-6574769D01* -X35077997Y-6530493D01* +X35124944Y-6544734D01* X35025934Y-6514700D01* X35025932Y-6514699D01* X35025934Y-6514699D01* @@ -23105,15 +18539,17 @@ X33784699Y-7755932D01* X33808631Y-7834826D01* X33844768Y-7953954D01* X33942315Y-8136450D01* -X33942317Y-8136452D01* -X34053422Y-8271836D01* -X34080734Y-8336146D01* -X34068943Y-8405013D01* -X34021790Y-8456573D01* -X33957568Y-8474500D01* -X33716189Y-8474500D01* -X33649150Y-8454815D01* -X33628508Y-8438181D01* +X33992133Y-8197154D01* +X34073590Y-8296410D01* +X34205477Y-8404647D01* +X34244811Y-8462392D01* +X34246682Y-8532237D01* +X34210495Y-8592005D01* +X34147739Y-8622721D01* +X34126812Y-8624500D01* +X33866189Y-8624500D01* +X33799150Y-8604815D01* +X33778508Y-8588181D01* X33281321Y-8090994D01* X33247836Y-8029671D01* X33252820Y-7959979D01* @@ -23125,9 +18561,10 @@ X33335583Y-7550000D01* X33315300Y-7344066D01* X33255232Y-7146046D01* X33157685Y-6963550D01* -X33044540Y-6825681D01* +X33105702Y-6900209D01* X33026410Y-6803589D01* -X32897734Y-6697989D01* +X32866452Y-6672317D01* +X32866453Y-6672317D01* X32866450Y-6672315D01* X32683954Y-6574768D01* X32485934Y-6514700D01* @@ -23153,7 +18590,7 @@ X31304768Y-7953954D01* X31402315Y-8136450D01* X31402317Y-8136452D01* X31533589Y-8296410D01* -X31612524Y-8361189D01* +X31590643Y-8343232D01* X31693550Y-8427685D01* X31876046Y-8525232D01* X32074066Y-8585300D01* @@ -23190,9 +18627,10 @@ X30795583Y-7550000D01* X30775300Y-7344066D01* X30715232Y-7146046D01* X30617685Y-6963550D01* -X30504540Y-6825681D01* +X30565702Y-6900209D01* X30486410Y-6803589D01* -X30357734Y-6697989D01* +X30326452Y-6672317D01* +X30326453Y-6672317D01* X30326450Y-6672315D01* X30143954Y-6574768D01* X29945934Y-6514700D01* @@ -23218,7 +18656,7 @@ X28764768Y-7953954D01* X28862315Y-8136450D01* X28862317Y-8136452D01* X28993589Y-8296410D01* -X29072524Y-8361189D01* +X29050643Y-8343232D01* X29153550Y-8427685D01* X29336046Y-8525232D01* X29534066Y-8585300D01* @@ -23239,19 +18677,23 @@ X31390138Y-9660465D01* X31464361Y-9703318D01* X31547147Y-9725500D01* X31547149Y-9725500D01* -X41237851Y-9725500D01* -X41237853Y-9725500D01* -X41320639Y-9703318D01* -X41394862Y-9660465D01* -X42457319Y-8598008D01* -X42518642Y-8564523D01* -X42588334Y-8569507D01* -X42632681Y-8598008D01* -X42795138Y-8760465D01* -X42854381Y-8794669D01* -X42869350Y-8803312D01* -X42869361Y-8803318D01* -X42952147Y-8825500D01* +X42182851Y-9725500D01* +X42182853Y-9725500D01* +X42265639Y-9703318D01* +X42339862Y-9660465D01* +X42963508Y-9036819D01* +X43024831Y-9003334D01* +X43051189Y-9000500D01* +X43634750Y-9000500D01* +X43634751Y-9000499D01* +X43649568Y-8997552D01* +X43693229Y-8988868D01* +X43693229Y-8988867D01* +X43693231Y-8988867D01* +X43759552Y-8944552D01* +X43802278Y-8880608D01* +X43855890Y-8835804D01* +X43905380Y-8825500D01* X51768420Y-8825500D01* X51835459Y-8845185D01* X51843907Y-8851124D01* @@ -23271,7 +18713,7 @@ X52799536Y-8727841D01* X52860044Y-8581762D01* X52880682Y-8425000D01* X52879565Y-8416519D01* -X52863753Y-8296410D01* +X52860044Y-8268239D01* X52860044Y-8268238D01* X52799536Y-8122159D01* X52703282Y-7996718D01* @@ -23284,44 +18726,43 @@ X52274999Y-7819318D01* X52118239Y-7839955D01* X52118237Y-7839956D01* X51972160Y-7900463D01* -X51960122Y-7909700D01* +X51953280Y-7914950D01* X51846718Y-7996718D01* -X51805834Y-8050000D01* +X51750764Y-8121769D01* X51747527Y-8125987D01* X51691099Y-8167189D01* X51649151Y-8174500D01* -X44172696Y-8174500D01* -X44105657Y-8154815D01* -X44059902Y-8102011D01* -X44049958Y-8032853D01* -X44078983Y-7969297D01* -X44097210Y-7952124D01* -X44107928Y-7943900D01* -X44128282Y-7928282D01* -X44224536Y-7802841D01* -X44285044Y-7656762D01* -X44299099Y-7550000D01* -X44305682Y-7500001D01* -X44305682Y-7499998D01* -X44285044Y-7343239D01* -X44285044Y-7343238D01* -X44224536Y-7197159D01* -X44224535Y-7197158D01* -X44224535Y-7197157D01* -X44169156Y-7124986D01* -X44143962Y-7059817D01* -X44158000Y-6991372D01* -X44206814Y-6941383D01* -X44267532Y-6925500D01* +X43905380Y-8174500D01* +X43838341Y-8154815D01* +X43802279Y-8119392D01* +X43785240Y-8093892D01* +X43764361Y-8027215D01* +X43782845Y-7959834D01* +X43785240Y-7956108D01* +X43803867Y-7928231D01* +X43803868Y-7928229D01* +X43815499Y-7869752D01* +X43815500Y-7869750D01* +X43815500Y-7230249D01* +X43815499Y-7230247D01* +X43803868Y-7171770D01* +X43803867Y-7171768D01* +X43785240Y-7143892D01* +X43764361Y-7077215D01* +X43782845Y-7009835D01* +X43785240Y-7006108D01* +X43802279Y-6980608D01* +X43855891Y-6935804D01* +X43905380Y-6925500D01* X49213327Y-6925500D01* X49280366Y-6945185D01* X49288799Y-6951113D01* X49363365Y-7008330D01* X49363368Y-7008331D01* X49363369Y-7008332D01* -X49436404Y-7038584D01* +X49422192Y-7032697D01* X49509444Y-7068838D01* -X49546694Y-7073742D01* +X49573074Y-7077215D01* X49666205Y-7089476D01* X49666206Y-7089476D01* X49666207Y-7089476D01* @@ -23331,10 +18772,9 @@ X49969047Y-7008330D01* X50094488Y-6912076D01* X50190742Y-6786635D01* X50251250Y-6640556D01* -X50269492Y-6501992D01* +X50268058Y-6512888D01* X50271888Y-6483795D01* X50271888Y-6483792D01* -X50251250Y-6327033D01* X50251250Y-6327032D01* X50190742Y-6180953D01* X50094488Y-6055512D01* @@ -23354,20 +18794,24 @@ X49134628Y-6197952D01* X49090790Y-6252355D01* X49024496Y-6274421D01* X49020068Y-6274500D01* -X42952147Y-6274500D01* -X42869359Y-6296682D01* -X42795139Y-6339534D01* -X42795138Y-6339535D01* -X42632678Y-6501993D01* -X42571357Y-6535477D01* -X42501665Y-6530493D01* -X42457318Y-6501992D01* -X41880591Y-5925265D01* -X41219862Y-5264535D01* -X41182750Y-5243108D01* -X41145640Y-5221682D01* -X41104246Y-5210591D01* -X41062853Y-5199500D01* +X43905380Y-6274500D01* +X43838341Y-6254815D01* +X43802278Y-6219391D01* +X43759552Y-6155447D01* +X43693230Y-6111132D01* +X43693229Y-6111131D01* +X43634752Y-6099500D01* +X43634748Y-6099500D01* +X43051188Y-6099500D01* +X42984149Y-6079815D01* +X42963507Y-6063181D01* +X42164864Y-5264537D01* +X42164863Y-5264536D01* +X42164862Y-5264535D01* +X42127750Y-5243108D01* +X42090640Y-5221682D01* +X42049246Y-5210591D01* +X42007853Y-5199500D01* X26642147Y-5199500D01* X26559362Y-5221682D01* X26559361Y-5221682D01* @@ -23379,7 +18823,7 @@ X25139671Y-6582162D01* X25069979Y-6577178D01* X25065869Y-6575561D01* X25063958Y-6574769D01* -X24917997Y-6530493D01* +X24964944Y-6544734D01* X24865934Y-6514700D01* X24865932Y-6514699D01* X24865934Y-6514699D01* @@ -23479,7 +18923,7 @@ X108314327Y-6028259D01* X108372818Y-6208277D01* X108372821Y-6208284D01* X108467467Y-6372216D01* -X108571557Y-6487819D01* +X108577498Y-6494417D01* X108594129Y-6512888D01* X108747265Y-6624148D01* X108747270Y-6624151D01* @@ -23799,42 +19243,7 @@ X174599000Y-70399500D01* X174540809Y-70380593D01* X174504845Y-70331093D01* X174500000Y-70300500D01* -X174500000Y-56500001D01* -X174500000Y-56500000D01* -X174499999Y-56500000D01* -X171292000Y-56500000D01* -X171233809Y-56481093D01* -X171197845Y-56431593D01* -X171193000Y-56401000D01* -X171193000Y-55552000D01* -X171211907Y-55493809D01* -X171261407Y-55457845D01* -X171292000Y-55453000D01* -X172891452Y-55453000D01* -X172891454Y-55453000D01* -X172891460Y-55452999D01* -X172891471Y-55452999D01* -X172906432Y-55451984D01* -X172932995Y-55450183D01* -X173112521Y-55405537D01* -X173278253Y-55323342D01* -X173422440Y-55207440D01* -X173538342Y-55063253D01* -X173620537Y-54897521D01* -X173665183Y-54717995D01* -X173668000Y-54676454D01* -X173668000Y-54269019D01* -X173686907Y-54210828D01* -X173696990Y-54199021D01* -X174231033Y-53664979D01* -X174310429Y-53546153D01* -X174329546Y-53500000D01* -X180000000Y-53500000D01* -X180000000Y-64000000D01* -X180000001Y-64000000D01* -X214999999Y-64000000D01* -X215000000Y-64000000D01* -X215000000Y-58927843D01* +X174500000Y-58927843D01* X219751299Y-58927843D01* X219784672Y-59181332D01* X219784672Y-59181337D01* @@ -23906,10 +19315,36 @@ X219784672Y-58418662D01* X219784672Y-58418667D01* X219751299Y-58672156D01* X219751299Y-58927843D01* -X215000000Y-58927843D01* -X215000000Y-53500000D01* -X180000000Y-53500000D01* -X174329546Y-53500000D01* +X174500000Y-58927843D01* +X174500000Y-56500001D01* +X174500000Y-56500000D01* +X174499999Y-56500000D01* +X171292000Y-56500000D01* +X171233809Y-56481093D01* +X171197845Y-56431593D01* +X171193000Y-56401000D01* +X171193000Y-55552000D01* +X171211907Y-55493809D01* +X171261407Y-55457845D01* +X171292000Y-55453000D01* +X172891452Y-55453000D01* +X172891454Y-55453000D01* +X172891460Y-55452999D01* +X172891471Y-55452999D01* +X172906432Y-55451984D01* +X172932995Y-55450183D01* +X173112521Y-55405537D01* +X173278253Y-55323342D01* +X173422440Y-55207440D01* +X173538342Y-55063253D01* +X173620537Y-54897521D01* +X173665183Y-54717995D01* +X173668000Y-54676454D01* +X173668000Y-54269019D01* +X173686907Y-54210828D01* +X173696990Y-54199021D01* +X174231033Y-53664979D01* +X174310429Y-53546153D01* X174365119Y-53414120D01* X174393000Y-53273955D01* X174393000Y-53131044D01* @@ -24495,15 +19930,6 @@ X173091576Y-6053104D01* X173313006Y-5925261D01* X173515854Y-5769610D01* X173696651Y-5588813D01* -X173764800Y-5500000D01* -X182000000Y-5500000D01* -X182000000Y-16500000D01* -X182000001Y-16500000D01* -X209999999Y-16500000D01* -X210000000Y-16500000D01* -X210000000Y-5500000D01* -X182000000Y-5500000D01* -X173764800Y-5500000D01* X173852302Y-5385965D01* X173980145Y-5164535D01* X174077991Y-4928313D01* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Mask.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Mask.gbr index 00351eb..17efa5c 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Mask.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Mask.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:26+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:48:21+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Soldermask,Top*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:26* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:48:21* %MOMM*% %LPD*% G01* @@ -52,7 +52,7 @@ G04 Aperture macros list end* %ADD24R,1.250000X0.600000*% %ADD25C,3.500000*% %ADD26RoundRect,0.200000X-0.275000X0.200000X-0.275000X-0.200000X0.275000X-0.200000X0.275000X0.200000X0*% -%ADD27R,0.670000X0.420000*% +%ADD27R,0.550000X0.420000*% %ADD28R,0.300000X0.700000*% %ADD29R,1.700000X1.000000*% %ADD30RoundRect,0.218750X0.218750X0.256250X-0.218750X0.256250X-0.218750X-0.256250X0.218750X-0.256250X0*% @@ -86,7 +86,7 @@ G04 Aperture macros list end* %ADD58R,1.500000X1.000000*% %ADD59FreePoly1,90.000000*% %ADD60R,2.300000X2.150000*% -%ADD61R,0.990000X0.300000*% +%ADD61R,1.150000X0.600000*% %ADD62RoundRect,0.225000X-0.375000X0.225000X-0.375000X-0.225000X0.375000X-0.225000X0.375000X0.225000X0*% %ADD63R,2.200000X1.400000*% %ADD64RoundRect,0.150000X0.150000X-0.825000X0.150000X0.825000X-0.150000X0.825000X-0.150000X-0.825000X0*% @@ -98,22 +98,6 @@ G04 Aperture macros list end* %ADD70R,0.900000X1.200000*% %ADD71C,0.850000*% G04 APERTURE END LIST* -G36* -X180000000Y-53500000D02* -G01* -X215000000Y-53500000D01* -X215000000Y-64000000D01* -X180000000Y-64000000D01* -X180000000Y-53500000D01* -G37* -G36* -X182000000Y-5500000D02* -G01* -X210000000Y-5500000D01* -X210000000Y-16500000D01* -X182000000Y-16500000D01* -X182000000Y-5500000D01* -G37* D10* %TO.C,C24*% X156728500Y-29649500D03* @@ -338,8 +322,8 @@ X134353500Y-21206500D03* %TD*% D12* %TO.C,R71*% -X28325000Y-15300000D03* -X26675000Y-15300000D03* +X28225000Y-13800000D03* +X26575000Y-13800000D03* %TD*% D25* %TO.C,REF\u002A\u002A*% @@ -371,8 +355,8 @@ X58500000Y-16925000D03* %TD*% D27* %TO.C,D25*% -X37675000Y-15200000D03* -X39125000Y-15200000D03* +X37700000Y-16000000D03* +X39300000Y-16000000D03* %TD*% D28* %TO.C,U4*% @@ -569,6 +553,11 @@ D14* X156567500Y-38502500D03* X156567500Y-40052500D03* %TD*% +D27* +%TO.C,D4*% +X37700000Y-14500000D03* +X39300000Y-14500000D03* +%TD*% D16* %TO.C,R42*% X129467500Y-50402500D03* @@ -750,8 +739,8 @@ X140167500Y-38452500D03* %TD*% D13* %TO.C,R73*% -X37775000Y-13600000D03* -X39425000Y-13600000D03* +X37675000Y-12900000D03* +X39325000Y-12900000D03* %TD*% D38* %TO.C,C39*% @@ -844,19 +833,14 @@ X134517500Y-15547500D03* %TD*% D13* %TO.C,R70*% -X26675000Y-13500000D03* -X28325000Y-13500000D03* +X26575000Y-12000000D03* +X28225000Y-12000000D03* %TD*% D10* %TO.C,C1*% X78429500Y-47882000D03* X78429500Y-46332000D03* %TD*% -D46* -%TO.C,D6*% -X147200000Y-4712500D03* -X147200000Y-6287500D03* -%TD*% D38* %TO.C,C25*% X158453500Y-33980500D03* @@ -955,10 +939,6 @@ X62250000Y-12330000D03* X62250000Y-14870000D03* %TD*% D16* -%TO.C,R72*% -X147200000Y-9625000D03* -X147200000Y-7975000D03* -%TD*% %TO.C,R13*% X60100000Y-12725000D03* X60100000Y-11075000D03* @@ -1058,6 +1038,11 @@ D14* X105600000Y-55025000D03* X105600000Y-56575000D03* %TD*% +D13* +%TO.C,R72*% +X26575000Y-15600000D03* +X28225000Y-15600000D03* +%TD*% D16* %TO.C,R14*% X56900000Y-12725000D03* @@ -1190,12 +1175,12 @@ X162448500Y-36763500D03* %TD*% D61* %TO.C,IC3*% -X40935000Y-7050000D03* -X40935000Y-7550000D03* -X40935000Y-8050000D03* -X42545000Y-8050000D03* -X42545000Y-7550000D03* -X42545000Y-7050000D03* +X40440000Y-6600000D03* +X40440000Y-7550000D03* +X40440000Y-8500000D03* +X43040000Y-8500000D03* +X43040000Y-7550000D03* +X43040000Y-6600000D03* %TD*% D30* %TO.C,D22*% diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Paste.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Paste.gbr index 035160e..aff1b36 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Paste.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-F_Paste.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:26+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:48:20+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Paste,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:26* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:48:20* %MOMM*% %LPD*% G01* @@ -42,7 +42,7 @@ G04 Aperture macros list end* %ADD20RoundRect,0.150000X-0.875000X-0.150000X0.875000X-0.150000X0.875000X0.150000X-0.875000X0.150000X0*% %ADD21R,1.250000X0.600000*% %ADD22RoundRect,0.200000X-0.275000X0.200000X-0.275000X-0.200000X0.275000X-0.200000X0.275000X0.200000X0*% -%ADD23R,0.670000X0.420000*% +%ADD23R,0.550000X0.420000*% %ADD24R,0.300000X0.700000*% %ADD25R,1.700000X1.000000*% %ADD26RoundRect,0.218750X0.218750X0.256250X-0.218750X0.256250X-0.218750X-0.256250X0.218750X-0.256250X0*% @@ -71,7 +71,7 @@ G04 Aperture macros list end* %ADD49R,5.750000X5.900000*% %ADD50RoundRect,0.250000X-0.475000X0.250000X-0.475000X-0.250000X0.475000X-0.250000X0.475000X0.250000X0*% %ADD51R,2.300000X2.150000*% -%ADD52R,0.990000X0.300000*% +%ADD52R,1.150000X0.600000*% %ADD53RoundRect,0.225000X-0.375000X0.225000X-0.375000X-0.225000X0.375000X-0.225000X0.375000X0.225000X0*% %ADD54R,2.200000X1.400000*% %ADD55RoundRect,0.150000X0.150000X-0.825000X0.150000X0.825000X-0.150000X0.825000X-0.150000X-0.825000X0*% @@ -735,8 +735,8 @@ X134353500Y-21206500D03* %TD*% D13* %TO.C,R71*% -X28325000Y-15300000D03* -X26675000Y-15300000D03* +X28225000Y-13800000D03* +X26575000Y-13800000D03* %TD*% D22* %TO.C,R1*% @@ -760,8 +760,8 @@ X58500000Y-16925000D03* %TD*% D23* %TO.C,D25*% -X37675000Y-15200000D03* -X39125000Y-15200000D03* +X37700000Y-16000000D03* +X39300000Y-16000000D03* %TD*% D24* %TO.C,U4*% @@ -948,6 +948,11 @@ D15* X156567500Y-38502500D03* X156567500Y-40052500D03* %TD*% +D23* +%TO.C,D4*% +X37700000Y-14500000D03* +X39300000Y-14500000D03* +%TD*% D17* %TO.C,R42*% X129467500Y-50402500D03* @@ -1126,8 +1131,8 @@ X140167500Y-38452500D03* %TD*% D14* %TO.C,R73*% -X37775000Y-13600000D03* -X39425000Y-13600000D03* +X37675000Y-12900000D03* +X39325000Y-12900000D03* %TD*% D33* %TO.C,C39*% @@ -1220,19 +1225,14 @@ X134517500Y-15547500D03* %TD*% D14* %TO.C,R70*% -X26675000Y-13500000D03* -X28325000Y-13500000D03* +X26575000Y-12000000D03* +X28225000Y-12000000D03* %TD*% D11* %TO.C,C1*% X78429500Y-47882000D03* X78429500Y-46332000D03* %TD*% -D40* -%TO.C,D6*% -X147200000Y-4712500D03* -X147200000Y-6287500D03* -%TD*% D33* %TO.C,C25*% X158453500Y-33980500D03* @@ -1331,10 +1331,6 @@ X62250000Y-12330000D03* X62250000Y-14870000D03* %TD*% D17* -%TO.C,R72*% -X147200000Y-9625000D03* -X147200000Y-7975000D03* -%TD*% %TO.C,R13*% X60100000Y-12725000D03* X60100000Y-11075000D03* @@ -1430,6 +1426,11 @@ D15* X105600000Y-55025000D03* X105600000Y-56575000D03* %TD*% +D14* +%TO.C,R72*% +X26575000Y-15600000D03* +X28225000Y-15600000D03* +%TD*% D17* %TO.C,R14*% X56900000Y-12725000D03* @@ -1554,12 +1555,12 @@ X162448500Y-36763500D03* %TD*% D52* %TO.C,IC3*% -X40935000Y-7050000D03* -X40935000Y-7550000D03* -X40935000Y-8050000D03* -X42545000Y-8050000D03* -X42545000Y-7550000D03* 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17:20:26* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:48:21* %MOMM*% %LPD*% G01* @@ -37,109 +37,204 @@ $1*% G04 Aperture macros list end* %ADD10C,0.200000*% %ADD11C,0.400000*% -%ADD12C,6.100000*% -%ADD13C,0.187500*% -%ADD14C,0.300000*% -%ADD15C,0.120000*% -%ADD16C,0.250000*% -%ADD17C,0.100000*% -%ADD18C,0.127000*% -%ADD19C,0.000000*% -%ADD20RoundRect,0.225000X0.250000X-0.225000X0.250000X0.225000X-0.250000X0.225000X-0.250000X-0.225000X0*% -%ADD21RoundRect,0.250000X2.350000X-0.325000X2.350000X0.325000X-2.350000X0.325000X-2.350000X-0.325000X0*% -%ADD22RoundRect,0.200000X0.200000X0.275000X-0.200000X0.275000X-0.200000X-0.275000X0.200000X-0.275000X0*% -%ADD23RoundRect,0.200000X-0.200000X-0.275000X0.200000X-0.275000X0.200000X0.275000X-0.200000X0.275000X0*% -%ADD24RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*% -%ADD25RoundRect,0.225000X0.225000X0.250000X-0.225000X0.250000X-0.225000X-0.250000X0.225000X-0.250000X0*% 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X58500000Y-12675000D03* X58500000Y-11125000D03* %TD*% -D67* +D70* %TO.C,JP1*% X78500000Y-12700000D03* -D68* +D71* X78500000Y-11400000D03* -D69* +D72* X78500000Y-10100000D03* %TD*% -D24* +D27* %TO.C,C46*% X163673500Y-38488500D03* X163673500Y-40038500D03* %TD*% -D20* +D23* %TO.C,C16*% X128200000Y-5575000D03* X128200000Y-4025000D03* %TD*% -D48* +D51* %TO.C,C17*% X74600000Y-17400000D03* X76150000Y-17400000D03* %TD*% -D23* +D26* %TO.C,R77*% X136375000Y-63800000D03* X138025000Y-63800000D03* %TD*% -D54* +D57* %TO.C,R27*% X173917500Y-32677500D03* X171667500Y-32677500D03* %TD*% -D36* +D39* %TO.C,R2*% X119968750Y-9050000D03* X119968750Y-10700000D03* %TD*% -D23* +D26* %TO.C,R10*% X135375000Y-12200000D03* X137025000Y-12200000D03* %TD*% -D24* +D27* %TO.C,C57*% X94200000Y-32425000D03* X94200000Y-33975000D03* %TD*% -D25* +D28* %TO.C,C10*% X87629500Y-42682000D03* X86079500Y-42682000D03* %TD*% -D20* +D23* %TO.C,C19*% X156714500Y-23608500D03* X156714500Y-22058500D03* %TD*% -D70* +D73* %TO.C,D2*% X20550000Y-20900000D03* X16250000Y-20900000D03* %TD*% -D48* +D51* %TO.C,C44*% X160898500Y-36763500D03* X162448500Y-36763500D03* %TD*% -D71* +D74* %TO.C,IC3*% -X40935000Y-7050000D03* -X40935000Y-7550000D03* -X40935000Y-8050000D03* -X42545000Y-8050000D03* -X42545000Y-7550000D03* -X42545000Y-7050000D03* +X40440000Y-6600000D03* +X40440000Y-7550000D03* +X40440000Y-8500000D03* +X43040000Y-8500000D03* +X43040000Y-7550000D03* +X43040000Y-6600000D03* %TD*% -D40* +D43* %TO.C,D22*% X28287500Y-21800000D03* X26712500Y-21800000D03* %TD*% -D26* +D29* %TO.C,R89*% X56900000Y-18525000D03* X56900000Y-16875000D03* %TD*% -D35* +D38* %TO.C,REF\u002A\u002A*% X221701799Y-58800000D03* %TD*% -D36* +D39* %TO.C,R5*% X85600000Y-26475000D03* X85600000Y-28125000D03* @@ -5225,42 +23168,42 @@ X47200000Y-21775000D03* X142900000Y-7975000D03* X142900000Y-9625000D03* %TD*% -D25* +D28* %TO.C,C55*% X58475000Y-14700000D03* X56925000Y-14700000D03* %TD*% -D66* +D69* %TO.C,C53*% X45200000Y-20250000D03* X45200000Y-22150000D03* %TD*% -D26* +D29* %TO.C,R87*% X90400000Y-56925000D03* X90400000Y-55275000D03* %TD*% -D22* +D25* %TO.C,R16*% X169992500Y-26577500D03* X168342500Y-26577500D03* %TD*% -D48* +D51* %TO.C,C36*% X142692500Y-36763500D03* X144242500Y-36763500D03* %TD*% -D26* +D29* %TO.C,R51*% X149467500Y-50277500D03* X149467500Y-48627500D03* %TD*% -D21* +D24* %TO.C,R41*% X128467500Y-54402500D03* X128467500Y-52152500D03* %TD*% -D48* +D51* %TO.C,C22*% X158439500Y-17768500D03* X159989500Y-17768500D03* @@ -5269,39 +23212,39 @@ X159989500Y-17768500D03* X130477500Y-36777500D03* X132027500Y-36777500D03* %TD*% -D23* +D26* %TO.C,R32*% X132703500Y-30399500D03* X134353500Y-30399500D03* %TD*% -D21* +D24* %TO.C,R62*% X170467500Y-54277500D03* X170467500Y-52027500D03* %TD*% -D26* +D29* %TO.C,R46*% X141939500Y-40102500D03* X141939500Y-38452500D03* %TD*% -D72* +D75* %TO.C,D23*% X30400000Y-18650000D03* X30400000Y-21950000D03* %TD*% -D55* +D58* %TO.C,R34*% X118892500Y-38777500D03* X121142500Y-38777500D03* %TD*% -D73* +D76* %TO.C,Y2*% X87779500Y-45857000D03* X87779500Y-48357000D03* X81479500Y-48357000D03* X81479500Y-45857000D03* %TD*% -D74* +D77* %TO.C,U3*% X72230000Y-15250000D03* X73500000Y-15250000D03* @@ -5312,17 +23255,17 @@ X74770000Y-10300000D03* X73500000Y-10300000D03* X72230000Y-10300000D03* %TD*% -D24* +D27* %TO.C,C61*% X138555000Y-16550000D03* X138555000Y-18100000D03* %TD*% -D46* +D49* %TO.C,D15*% X137467499Y-50240000D03* X137467499Y-48665000D03* %TD*% -D75* +D78* %TO.C,IC4*% X72095000Y-61575000D03* X73365000Y-61575000D03* @@ -5333,74 +23276,74 @@ X74635000Y-56425000D03* X73365000Y-56425000D03* X72095000Y-56425000D03* %TD*% -D26* +D29* %TO.C,R83*% X59900000Y-24425000D03* X59900000Y-22775000D03* %TD*% -D23* +D26* %TO.C,R81*% X150230000Y-16700000D03* X151880000Y-16700000D03* %TD*% -D54* +D57* %TO.C,R20*% X173992500Y-19577500D03* X171742500Y-19577500D03* %TD*% -D25* +D28* %TO.C,C30*% X134317500Y-33962500D03* X132767500Y-33962500D03* %TD*% -D76* +D79* %TO.C,IC7*% X36350000Y-19700000D03* X36350000Y-22000000D03* X36350000Y-24300000D03* -D77* +D80* X42650000Y-22000000D03* %TD*% -D48* +D51* %TO.C,C21*% X158453500Y-24874500D03* X160003500Y-24874500D03* %TD*% -D78* +D81* %TO.C,J13*% X127287500Y-36927500D03* -D79* +D82* X127287500Y-35527500D03* -D80* +D83* X127287500Y-33877500D03* -D79* +D82* X127287500Y-32227500D03* -D78* +D81* X127287500Y-30827500D03* %TD*% -D24* +D27* %TO.C,C27*% X136042500Y-28087500D03* X136042500Y-29637500D03* %TD*% -D45* +D48* %TO.C,D12*% X122930000Y-37777500D03* X124505000Y-37777500D03* %TD*% -D78* +D81* %TO.C,J14*% X165647500Y-30877500D03* -D79* +D82* X165647500Y-32277500D03* -D80* +D83* X165647500Y-33927500D03* -D79* +D82* X165647500Y-35577500D03* -D78* +D81* X165647500Y-36977500D03* %TD*% -D81* +D84* %TO.C,J5*% X159800000Y-67650000D03* X168800000Y-67650000D03* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-In1_Cu.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-In1_Cu.gbr index 3978177..4b263fd 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-In1_Cu.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-In1_Cu.gbr @@ -1,121 +1,33 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:26+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:48:20+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Copper,L2,Inr*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:26* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:48:20* %MOMM*% %LPD*% G01* G04 APERTURE LIST* -%TA.AperFunction,NonConductor*% -%ADD10C,0.250000*% +%TA.AperFunction,ComponentPad*% +%ADD10C,0.800000*% %TD*% %TA.AperFunction,ComponentPad*% -%ADD11C,0.800000*% +%ADD11R,1.700000X1.700000*% %TD*% %TA.AperFunction,ComponentPad*% -%ADD12R,1.700000X1.700000*% +%ADD12O,1.700000X1.700000*% %TD*% %TA.AperFunction,ComponentPad*% -%ADD13O,1.700000X1.700000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD14C,1.400000*% +%ADD13C,1.400000*% %TD*% %TA.AperFunction,ViaPad*% -%ADD15C,0.800000*% +%ADD14C,0.800000*% %TD*% G04 APERTURE END LIST* D10* -X211100000Y-56700000D02* -X211100000Y-60700000D01* -X183500000Y-60000000D02* -X183500000Y-56000000D01* -X186700000Y-63500000D02* -G75* -G02* -X184700000Y-61500000I0J2000000D01* -G01* -X186100000Y-54700000D02* -X209100000Y-54700000D01* -X184700000Y-57500000D02* -G75* -G02* -X186700000Y-55500000I2000000J0D01* -G01* -X210500000Y-60000000D02* -G75* -G02* -X208500000Y-62000000I-2000000J0D01* -G01* -X210500000Y-56000000D02* -X210500000Y-60000000D01* -X186100000Y-62700000D02* -G75* -G02* -X184100000Y-60700000I0J2000000D01* -G01* -X209100000Y-54700000D02* -G75* -G02* -X211100000Y-56700000I0J-2000000D01* -G01* -X186700000Y-55500000D02* -X209700000Y-55500000D01* -X211100000Y-60700000D02* -G75* -G02* -X209100000Y-62700000I-2000000J0D01* -G01* -X185500000Y-54000000D02* -X208500000Y-54000000D01* -X185500000Y-62000000D02* -G75* -G02* -X183500000Y-60000000I0J2000000D01* -G01* -X211700000Y-61500000D02* -G75* -G02* -X209700000Y-63500000I-2000000J0D01* -G01* -X183500000Y-56000000D02* -G75* -G02* -X185500000Y-54000000I2000000J0D01* -G01* -X208500000Y-62000000D02* -X185500000Y-62000000D01* -X209700000Y-55500000D02* -G75* -G02* -X211700000Y-57500000I0J-2000000D01* -G01* -X208500000Y-54000000D02* -G75* -G02* -X210500000Y-56000000I0J-2000000D01* -G01* -X211700000Y-57500000D02* -X211700000Y-61500000D01* -X184700000Y-61500000D02* -X184700000Y-57500000D01* -X184100000Y-60700000D02* -X184100000Y-56700000D01* -X184100000Y-56700000D02* -G75* -G02* -X186100000Y-54700000I2000000J0D01* -G01* -X209100000Y-62700000D02* -X186100000Y-62700000D01* -X209700000Y-63500000D02* -X186700000Y-63500000D01* -D11* %TO.N,GND1*% %TO.C,U2*% X144067500Y-24877500D03* @@ -144,11 +56,11 @@ X148867500Y-27277500D03* X148867500Y-28477500D03* X148867500Y-29677500D03* %TD*% -D12* +D11* %TO.N,+3V3*% %TO.C,J16*% X22120000Y-7550000D03* -D13* +D12* %TO.N,/\u00B5C/SWCLK*% X24660000Y-7550000D03* %TO.N,GND*% @@ -160,7 +72,7 @@ X32280000Y-7550000D03* %TO.N,/\u00B5C/Trace_SWO*% X34820000Y-7550000D03* %TD*% -D14* +D13* %TO.N,GND*% %TO.C,PS1*% X109200000Y-3300000D03* @@ -173,7 +85,7 @@ X109200000Y-18540000D03* %TO.N,Net-(PS1-FB)*% X109200000Y-21080000D03* %TD*% -D15* +D14* %TO.N,+3V3*% X78800000Y-50700000D03* X73000000Y-26000000D03* @@ -240,18 +152,18 @@ X49666206Y-6483794D03* %TO.N,GND*% X82399970Y-37199994D03* X96350311Y-42255305D03* -X39325000Y-12400000D03* +X39325000Y-11800000D03* X85916435Y-37627654D03* X96800000Y-51100000D03* X52500000Y-25000000D03* X93150305Y-33955305D03* -X39800000Y-7500000D03* X1675000Y-8400000D03* X58500000Y-13700000D03* X80799992Y-42262500D03* X69300000Y-57600000D03* X34900000Y-18800000D03* X76100000Y-18300000D03* +X29029145Y-15670855D03* 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-X219948698Y-59664542D01* -X220076533Y-59885957D01* -X220076544Y-59885973D01* -X220232187Y-60088811D01* -X220232193Y-60088818D01* -X220412980Y-60269605D01* -X220412986Y-60269610D01* -X220615834Y-60425261D01* -X220615841Y-60425265D01* -X220837256Y-60553100D01* -X220837261Y-60553102D01* -X220837264Y-60553104D01* -X221073486Y-60650950D01* -X221320459Y-60717126D01* -X221573956Y-60750500D01* -X221573963Y-60750500D01* -X221829635Y-60750500D01* -X221829642Y-60750500D01* -X222083139Y-60717126D01* -X222330112Y-60650950D01* -X222566334Y-60553104D01* -X222787764Y-60425261D01* -X222990612Y-60269610D01* -X223171409Y-60088813D01* -X223327060Y-59885965D01* -X223454903Y-59664535D01* -X223552749Y-59428313D01* -X223618925Y-59181340D01* -X223652299Y-58927843D01* -X223652299Y-58672157D01* -X223618925Y-58418660D01* -X223552749Y-58171687D01* -X223454903Y-57935465D01* -X223454901Y-57935462D01* -X223454899Y-57935457D01* -X223327064Y-57714042D01* -X223327060Y-57714035D01* -X223171409Y-57511187D01* -X223171404Y-57511181D01* -X222990617Y-57330394D01* -X222990610Y-57330388D01* -X222787772Y-57174745D01* -X222787770Y-57174743D01* -X222787764Y-57174739D01* -X222787759Y-57174736D01* -X222787756Y-57174734D01* -X222566341Y-57046899D01* -X222566330Y-57046894D01* -X222330121Y-56949053D01* -X222330114Y-56949051D01* -X222330112Y-56949050D01* -X222083139Y-56882874D01* -X222019533Y-56874500D01* -X221829649Y-56849500D01* -X221829642Y-56849500D01* -X221573956Y-56849500D01* -X221573948Y-56849500D01* -X221348625Y-56879165D01* -X221320459Y-56882874D01* -X221073486Y-56949050D01* -X221073476Y-56949053D01* -X220837267Y-57046894D01* -X220837256Y-57046899D01* -X220615841Y-57174734D01* -X220615825Y-57174745D01* -X220412987Y-57330388D01* -X220412980Y-57330394D01* -X220232193Y-57511181D01* -X220232187Y-57511188D01* -X220076544Y-57714026D01* -X220076533Y-57714042D01* -X219948698Y-57935457D01* -X219948693Y-57935468D01* -X219850852Y-58171677D01* -X219850849Y-58171687D01* -X219784673Y-58418660D01* -X219783910Y-58424453D01* -X219751299Y-58672149D01* -X219751299Y-58927850D01* -X215000000Y-58927850D01* -X215000000Y-53500000D01* -X180000000Y-53500000D01* -X106094950Y-53500000D01* X106085674Y-53411744D01* X106027179Y-53231716D01* X105932533Y-53067784D01* @@ -14653,6 +14752,28 @@ X129114326Y-10811744D01* X129094540Y-11000000D01* X116500000Y-11000000D01* X116500000Y-8000000D01* +X149094540Y-8000000D01* +X149114326Y-8188256D01* +X149114327Y-8188259D01* +X149172818Y-8368277D01* +X149172821Y-8368284D01* +X149267467Y-8532216D01* +X149394129Y-8672888D01* +X149547265Y-8784148D01* +X149547270Y-8784151D01* +X149720192Y-8861142D01* +X149720197Y-8861144D01* +X149905354Y-8900500D01* +X149905355Y-8900500D01* +X150094644Y-8900500D01* +X150094646Y-8900500D01* +X150279803Y-8861144D01* +X150452730Y-8784151D01* +X150605871Y-8672888D01* +X150732533Y-8532216D01* +X150827179Y-8368284D01* +X150885674Y-8188256D01* +X150905460Y-8000000D01* X154094540Y-8000000D01* X154114326Y-8188256D01* X154114327Y-8188259D01* @@ -14699,6 +14820,31 @@ X154172818Y-7631722D01* X154130767Y-7761144D01* X154114326Y-7811744D01* X154094540Y-8000000D01* +X150905460Y-8000000D01* +X150885674Y-7811744D01* +X150827179Y-7631716D01* +X150732533Y-7467784D01* +X150605871Y-7327112D01* +X150605870Y-7327111D01* +X150452734Y-7215851D01* +X150452729Y-7215848D01* +X150279807Y-7138857D01* +X150279802Y-7138855D01* +X150134001Y-7107865D01* +X150094646Y-7099500D01* +X149905354Y-7099500D01* +X149872897Y-7106398D01* +X149720197Y-7138855D01* +X149720192Y-7138857D01* +X149547270Y-7215848D01* +X149547265Y-7215851D01* +X149394129Y-7327111D01* +X149267466Y-7467785D01* +X149172821Y-7631715D01* +X149172818Y-7631722D01* +X149130767Y-7761144D01* +X149114326Y-7811744D01* +X149094540Y-8000000D01* X116500000Y-8000000D01* X116500000Y-6900000D01* X138994540Y-6900000D01* @@ -14780,13 +14926,6 @@ X173091576Y-6053104D01* X173313006Y-5925261D01* X173515854Y-5769610D01* X173696651Y-5588813D01* -X173764800Y-5500000D01* -X182000000Y-5500000D01* -X182000000Y-16500000D01* -X210000000Y-16500000D01* -X210000000Y-5500000D01* -X182000000Y-5500000D01* -X173764800Y-5500000D01* X173852302Y-5385965D01* X173980145Y-5164535D01* X174077991Y-4928313D01* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-NPTH-drl.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-NPTH-drl.gbr index 85c9e45..19fc683 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-NPTH-drl.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-NPTH-drl.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:20+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:45:23+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,NonPlated,1,4,NPTH,Drill*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:20* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:45:23* %MOMM*% %LPD*% G01* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-NPTH-drl_map.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-NPTH-drl_map.gbr index ca4879c..6b859f9 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-NPTH-drl_map.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-NPTH-drl_map.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:21+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:45:24+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Drillmap*% %TF.FilePolarity,Positive*% %FSLAX45Y45*% G04 Gerber Fmt 4.5, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:21* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:45:24* %MOMM*% %LPD*% G01* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-PTH-drl.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-PTH-drl.gbr index 6aa770a..4819af0 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-PTH-drl.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-PTH-drl.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:20+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:45:23+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Plated,1,4,PTH,Drill*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:20* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:45:23* %MOMM*% %LPD*% G01* @@ -37,25 +37,27 @@ X19899992Y-13700000D03* X19900000Y-15700000D03* X22000000Y-13500000D03* X22000000Y-16000000D03* -X25800000Y-15800000D03* X25991235Y-19088468D03* +X27400000Y-12899990D03* +X29029145Y-15670855D03* X29104294Y-21275000D03* X31275000Y-21275000D03* X31675000Y-12400000D03* X31800000Y-19500000D03* X33075000Y-12200000D03* X33100000Y-16600000D03* +X34900000Y-11600000D03* X34900000Y-18800000D03* X38000000Y-19700000D03* X38550000Y-22025000D03* X39289999Y-6600001D03* X39290012Y-8499994D03* -X39325000Y-12400000D03* -X39800000Y-7500000D03* +X39325000Y-11800000D03* +X40224553Y-13650000D03* X40550000Y-22025000D03* +X41740000Y-7550000D03* X42600000Y-18900000D03* X42600000Y-25100000D03* -X43700000Y-7500000D03* X45000000Y-13000000D03* X45000000Y-16000000D03* X46000000Y-23175000D03* @@ -298,7 +300,6 @@ X146500000Y-55500000D03* X146755000Y-15500006D03* X146930000Y-35390455D03* X147133454Y-32613763D03* -X147200000Y-3400000D03* X147455000Y-12700000D03* X147467500Y-37402500D03* X147467500Y-41202500D03* @@ -309,6 +310,7 @@ X149155000Y-32500000D03* X149255003Y-22100003D03* X149992500Y-41205032D03* X150000000Y-3000000D03* +X150000000Y-8000000D03* X150000000Y-47000000D03* X150287250Y-22085845D03* X150467500Y-55800000D03* @@ -400,15 +402,20 @@ X180000000Y-13000000D03* X180000000Y-18500000D03* X180000000Y-23500000D03* X180000000Y-52999998D03* -X180000000Y-65000000D03* +X180000000Y-58000000D03* +X180000000Y-63000000D03* X185000000Y-3000000D03* +X185000000Y-8000000D03* X190000000Y-3000000D03* X195000000Y-3000000D03* X200000000Y-3000000D03* X205000000Y-3000000D03* +X205000000Y-8000000D03* X210000000Y-3000000D03* +X210000000Y-8000000D03* X215000000Y-53000000D03* -X215000000Y-65000000D03* +X215000000Y-58000002D03* +X215000000Y-63000002D03* D11* %TO.C,U2*% X144067500Y-24877500D03* diff --git a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-PTH-drl_map.gbr b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-PTH-drl_map.gbr index 0f80aaa..148b7ec 100644 --- a/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-PTH-drl_map.gbr +++ b/FT24-AMS_Slave/Gerber/FT24-AMS_Slave-v5-PTH-drl_map.gbr @@ -1,12 +1,12 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,8.0.1-1.fc39*% -%TF.CreationDate,2024-04-19T17:20:21+02:00*% +%TF.GenerationSoftware,KiCad,Pcbnew,8.0.0*% +%TF.CreationDate,2024-03-12T18:45:24+01:00*% %TF.ProjectId,FT24-AMS_Slave-v5,46543234-2d41-44d5-935f-536c6176652d,rev?*% %TF.SameCoordinates,PX2faf080PY47868c0*% %TF.FileFunction,Drillmap*% %TF.FilePolarity,Positive*% %FSLAX45Y45*% G04 Gerber Fmt 4.5, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.1-1.fc39) date 2024-04-19 17:20:21* +G04 Created by KiCad (PCBNEW 8.0.0) date 2024-03-12 18:45:24* %MOMM*% %LPD*% G01* @@ -190,14 +190,18 @@ X2180000Y-1580000D02* X2220000Y-1620000D01* X2220000Y-1580000D02* X2180000Y-1620000D01* -X2560000Y-1560000D02* -X2600000Y-1600000D01* -X2600000Y-1560000D02* -X2560000Y-1600000D01* X2579124Y-1888847D02* X2619124Y-1928847D01* X2619124Y-1888847D02* X2579124Y-1928847D01* +X2720000Y-1269999D02* +X2760000Y-1309999D01* +X2760000Y-1269999D02* +X2720000Y-1309999D01* +X2882914Y-1547085D02* +X2922914Y-1587085D01* +X2922914Y-1547085D02* +X2882914Y-1587085D01* X2890429Y-2107500D02* X2930429Y-2147500D01* X2930429Y-2107500D02* @@ -222,6 +226,10 @@ X3290000Y-1640000D02* X3330000Y-1680000D01* X3330000Y-1640000D02* X3290000Y-1680000D01* +X3470000Y-1140000D02* +X3510000Y-1180000D01* +X3510000Y-1140000D02* +X3470000Y-1180000D01* X3470000Y-1860000D02* X3510000Y-1900000D01* X3510000Y-1860000D02* @@ -242,18 +250,22 @@ X3909001Y-829999D02* X3949001Y-869999D01* X3949001Y-829999D02* X3909001Y-869999D01* -X3912500Y-1220000D02* -X3952500Y-1260000D01* -X3952500Y-1220000D02* -X3912500Y-1260000D01* -X3960000Y-730000D02* -X4000000Y-770000D01* -X4000000Y-730000D02* -X3960000Y-770000D01* +X3912500Y-1160000D02* +X3952500Y-1200000D01* +X3952500Y-1160000D02* +X3912500Y-1200000D01* +X4002455Y-1345000D02* +X4042455Y-1385000D01* +X4042455Y-1345000D02* +X4002455Y-1385000D01* X4035000Y-2182500D02* X4075000Y-2222500D01* X4075000Y-2182500D02* X4035000Y-2222500D01* 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")) +var pcbdata = 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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/FT24-AMS_Slave/fp-info-cache b/FT24-AMS_Slave/fp-info-cache index d6ae451..b7d03de 100644 --- a/FT24-AMS_Slave/fp-info-cache +++ b/FT24-AMS_Slave/fp-info-cache @@ -1,4 +1,4 @@ -23429700610155436 +23244478668833212 Audio_Module Reverb_BTDR-1H Digital Reverberation Unit, http://www.belton.co.kr/inc/downfile.php?seq=17&file=pdf (footprint from http://www.uk-electronic.de/PDF/BTDR-1.pdf) @@ -8239,20 +8239,6 @@ barreljack switchcraftconxall dc power 2 2 Connector_BarrelJack -BarrelJack_Wuerth_694102107102_1.0x3.9mm -Wuerth Elektronik barrel jack connector, SMD, 3.9mm OD, 1.0mm ID, with switch, 18V, 5A, dimensions: 9.3 x 8 x 5.3 mm (L x W x H), datasheet: https://www.farnell.com/datasheets/2130962.pdf -barrel jack Wuerth Elektronik 694102107102 -0 -4 -3 -Connector_BarrelJack -BarrelJack_Wuerth_694103107102_1.35x3.9mm -Wuerth Elektronik barrel jack connector, SMD, 3.9mm OD, 1.35mm ID, with switch, 18V, 5A, dimensions: 9.3 x 8 x 5.3 mm (L x W x H), datasheet: https://www.we-online.com/components/products/datasheet/694103107102.pdf -barrel jack Wuerth Elektronik 694103107102 -0 -4 -3 -Connector_BarrelJack BarrelJack_Wuerth_694106106102_2.0x5.5mm Wuerth Elektronik 694106106102 Barrel Jack, 2.0x5.5mm, https://www.we-online.com/components/products/datasheet/694106106102.pdf barrel jack Wuerth Elektronik 694106106102 @@ -11402,6 +11388,55 @@ Wuerth FPC 68611214422 connector 12 bottom-side contacts 1.0mm pitch 1.0mm heigh 0 14 13 +Connector_HDMI +HDMI_A_Amphenol_10029449-x01xLF_Horizontal +HDMI Type A connector, Amphenol 10029449-001TLF 10029449-001RLF 10029449-101TLF 10029449-101RLF, Right Angle(https://cdn.amphenol-icc.com/media/wysiwyg/files/drawing/10029449.pdf) +hdmi right angle +0 +23 +20 +Connector_HDMI +HDMI_A_Contact_Technology_HDMI-19APL2_Horizontal +HDMI Contact Technology Type A http://www.contactswitch.com/en/download.aspx?id=1449 +HDMI Contact Technology Type A +0 +23 +20 +Connector_HDMI +HDMI_A_Kycon_KDMIX-SL1-NS-WS-B15_VerticalRightAngle +HDMI, Type A, Kycon KDMIX-SL1-NS-WS-B15, Vertical Right Angle, http://www.kycon.com/Pub_Eng_Draw/KDMIX-SL1-NS-WS-B15.pdf +hdmi type a +0 +23 +20 +Connector_HDMI +HDMI_A_Molex_208658-1001_Horizontal +HDMI Molex Type A https://www.molex.com/pdm_docs/sd/2086581001_sd.pdf +HDMI Molex Type A +0 +23 +20 +Connector_HDMI +HDMI_Micro-D_Molex_46765-0x01 +HDMI, Micro, Type D, SMD, 0.4mm pitch, 19 ckt, right angle (http://www.molex.com/pdm_docs/sd/467651301_sd.pdf) +hdmi micro type d right angle smd +0 +23 +20 +Connector_HDMI +HDMI_Micro-D_Molex_46765-1x01 +HDMI, Micro, Type D, THT, 0.4mm pitch, 19 ckt, right angle (http://www.molex.com/pdm_docs/sd/467651301_sd.pdf) +hdmi micro type d right angle tht +0 +23 +20 +Connector_HDMI +HDMI_Micro-D_Molex_46765-2x0x +HDMI, Micro, Type D, THT/SMD hybrid, 0.4mm pitch, 19 ckt, right angle (http://www.molex.com/pdm_docs/sd/467651301_sd.pdf) +hdmi micro type d right angle tht smd hybrid +0 +23 +20 Connector_Harting Harting_har-flexicon_14110213001xxx_1x02-MP_P2.54mm_Vertical Harting har-flexicon series connector, 14110213001xxx (https://b2b.harting.com/files/download/PRD/PDF_TS/1411XX13001XXX_100228421DRW046C.pdf), generated with kicad-footprint-generator @@ -12292,20 +12327,6 @@ connector Harwin M20 side entry 40 40 Connector_Hirose -Hirose_BM23FR0.6-16DP-0.35V_2x08_1MP_Vertical -Hirose BM23 series connector, BM23FR0.6-16DP-0.35V (https://www.hirose.com/fr/product/document?clcode=CL0480-0290-0-95&productname=BM23FR0.6-16DP-0.35V(895)&series=BM23FR&documenttype=2DDrawing&lang=fr&documentid=D164551_en) -connector Hirose BM23 16pin header -0 -20 -17 -Connector_Hirose -Hirose_BM23FR0.6-16DS-0.35V_2x08_P0.35_1MP_Vertical -Hirose BM23 series connector, BM23FR0.6-16DS-0.35V (https://www.hirose.com/fr/product/document?clcode=CL0480-0295-0-51&productname=BM23FR0.6-16DS-0.35V(51)&series=BM23FR&documenttype=2DDrawing&lang=fr&documentid=D162179_en) -connector Hirose 16pin receptacle vertical -0 -20 -17 -Connector_Hirose Hirose_BM24_BM24-40DP-2-0.35V_2x20_P0.35mm_PowerPin2_Vertical Hirose BM24 series connector, BM24-40DP/2-0.35V (https://www.hirose.com/product/en/download_file/key_name/BM24/category/Catalog/doc_file_id/47680/?file_category_id=4&item_id=50&is_series=1) connector Hirose BM24 40pin header @@ -13517,27 +13538,6 @@ SMD vertical IDC box header 2x08 2.54mm double row 16 16 Connector_IDC -IDC-Header_2x09_P2.54mm_Horizontal -Through hole IDC box header, 2x09, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 -Through hole horizontal IDC box header THT 2x09 2.54mm double row -0 -18 -18 -Connector_IDC -IDC-Header_2x09_P2.54mm_Vertical -Through hole IDC box header, 2x09, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 -Through hole vertical IDC box header THT 2x09 2.54mm double row -0 -18 -18 -Connector_IDC -IDC-Header_2x09_P2.54mm_Vertical_SMD -SMD IDC box header, 2x09, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://www.tme.eu/Document/4baa0e952ce73e37bc68cf730b541507/T821M114A1S100CEU-B.pdf -SMD vertical IDC box header 2x09 2.54mm double row -0 -18 -18 -Connector_IDC IDC-Header_2x10-1MP_P2.54mm_Latch6.5mm_Vertical Through hole IDC header, 2x10, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, 6.5mm latches, mounting holes, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 Through hole vertical IDC header THT 2x10 2.54mm double row @@ -13629,27 +13629,6 @@ SMD vertical IDC box header 2x10 2.54mm double row 20 20 Connector_IDC -IDC-Header_2x11_P2.54mm_Horizontal -Through hole IDC box header, 2x11, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 -Through hole horizontal IDC box header THT 2x11 2.54mm double row -0 -22 -22 -Connector_IDC -IDC-Header_2x11_P2.54mm_Vertical -Through hole IDC box header, 2x11, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 -Through hole vertical IDC box header THT 2x11 2.54mm double row -0 -22 -22 -Connector_IDC -IDC-Header_2x11_P2.54mm_Vertical_SMD -SMD IDC box header, 2x11, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://www.tme.eu/Document/4baa0e952ce73e37bc68cf730b541507/T821M114A1S100CEU-B.pdf -SMD vertical IDC box header 2x11 2.54mm double row -0 -22 -22 -Connector_IDC IDC-Header_2x12-1MP_P2.54mm_Latch6.5mm_Vertical Through hole IDC header, 2x12, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, 6.5mm latches, mounting holes, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 Through hole vertical IDC header THT 2x12 2.54mm double row @@ -14091,27 +14070,6 @@ SMD vertical IDC box header 2x20 2.54mm double row 40 40 Connector_IDC -IDC-Header_2x22_P2.54mm_Horizontal -Through hole IDC box header, 2x22, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 -Through hole horizontal IDC box header THT 2x22 2.54mm double row -0 -44 -44 -Connector_IDC -IDC-Header_2x22_P2.54mm_Vertical -Through hole IDC box header, 2x22, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 -Through hole vertical IDC box header THT 2x22 2.54mm double row -0 -44 -44 -Connector_IDC -IDC-Header_2x22_P2.54mm_Vertical_SMD -SMD IDC box header, 2x22, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, https://www.tme.eu/Document/4baa0e952ce73e37bc68cf730b541507/T821M114A1S100CEU-B.pdf -SMD vertical IDC box header 2x22 2.54mm double row -0 -44 -44 -Connector_IDC IDC-Header_2x25-1MP_P2.54mm_Latch6.5mm_Vertical Through hole IDC header, 2x25, 2.54mm pitch, DIN 41651 / IEC 60603-13, double rows, 6.5mm latches, mounting holes, https://docs.google.com/spreadsheets/d/16SsEcesNF15N3Lb4niX7dcUr-NY5_MFPQhobNuNppn4/edit#gid=0 Through hole vertical IDC header THT 2x25 2.54mm double row @@ -51778,13 +51736,6 @@ Vigortronix VTX-214-010-xxx serie of ACDC converter 0 5 5 -Converter_ACDC -Converter_ACDC_ZETTLER_ZPI03Sxx00WC_THT -PCB mounted switching power module, AC input voltage range: 90VAC-264VAC, Class II Construction, https://www.zettlermagnetics.com/pdfs/ZPI03SXX00WC.pdf -ACDC-Converter 3W ZETTLER ZPI -0 -4 -4 Converter_DCDC Converter_DCDC_Artesyn_ATA_SMD DCDC-Converter, Artesyn, ATA Series, 3W Single and Dual Output, 1500VDC Isolation, 24.0x13.7x8.0mm https://www.artesyn.com/power/assets/ata_series_ds_01apr2015_79c25814fd.pdf https://www.artesyn.com/power/assets/trn_dc-dc_ata_3w_series_releas1430412818_techref.pdf @@ -52304,20 +52255,6 @@ DCDC-Converter TRACO TMU3 THT SIP-4 3W 4 4 Converter_DCDC -Converter_DCDC_TRACO_TOS06-05SIL_THT -DCDC-Converter, TRACO, TOS06-05SIL, 6A, Rev. March 20. 2024 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tos06sil.pdf) -DCDC-Converter POL TRACO TOS06SIL 2.54MM THT SIP-9 6A -0 -5 -5 -Converter_DCDC -Converter_DCDC_TRACO_TOS06-12SIL_THT -DCDC-Converter, TRACO, TOS06-12SIL, 6A, Rev. March 20. 2024 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tos06sil.pdf) -DCDC-Converter POL TRACO TOS06SIL 2.54MM THT SIP-9 6A -0 -5 -5 -Converter_DCDC Converter_DCDC_TRACO_TRI1-xxxx_THT DCDC-Converter, TRACO, TRI1-xxxx, 1W, Rev. November 13. 2023 (Script generated with StandardBox.py) (https://www.tracopower.com/products/tri1.pdf) DCDC-Converter TRACO TRI1 THT SIP-7 1W @@ -55837,7 +55774,7 @@ M8_718_4pin_horizontal 0 6 -4 +5 FaSTTUBe_connectors M8_718_4pin_vertical @@ -57358,13 +57295,6 @@ Inductor LMLP 2 2 Inductor_SMD -L_Abracon_ASPI-0425 -Inductor, Abracon, ASPI-0425, 4.0x4.0x2.5mm, https://abracon.com/Magnetics/new/ASPI-0425.pdf -Inductor power shielded low-profile -0 -2 -2 -Inductor_SMD L_Abracon_ASPI-0630LR smd shielded power inductor https://abracon.com/Magnetics/power/ASPI-0630LR.pdf inductor abracon smd shielded @@ -57386,13 +57316,6 @@ inductor abracon smd shielded 2 2 Inductor_SMD -L_Abracon_ASPIAIG-F4020 -Inductor, Abracon, ASPIAIG-F4020, 4.4x4.4x1.9mm, https://abracon.com/Magnetics/power/ASPIAIG-F4020.pdf -Inductor power shielded -0 -2 -2 -Inductor_SMD L_Bourns-SRN1060 Bourns SRN1060 series SMD inductor https://www.bourns.com/docs/Product-Datasheets/SRN1060.pdf Bourns SRN1060 SMD inductor @@ -57449,13 +57372,6 @@ Bourns SRU8043 SMD inductor 2 2 Inductor_SMD -L_Bourns_SDR0604 -SMD Power Inductor, https://www.bourns.com/pdfs/SDR0604.pdf -SMD Power Inductor SDR0604 -0 -2 -2 -Inductor_SMD L_Bourns_SDR1806 https://www.bourns.com/docs/Product-Datasheets/SDR1806.pdf Bourns SDR1806 @@ -58632,13 +58548,6 @@ smd inductor dlg-1005 2 2 Inductor_SMD -L_KOHERelec_MDA7030 -Inductor, KOHERelec, MDA7030, 7.1x6.6x2.8mm, https://www.lcsc.com/datasheet/lcsc_datasheet_2401252310_KOHERelec-MDA7030-220M_C2847487.pdf -Inductor high-current power shielded -0 -2 -2 -Inductor_SMD L_Murata_DEM35xxC https://www.murata.com/~/media/webrenewal/products/inductor/chip/tokoproducts/wirewoundferritetypeforpl/m_dem3518c.ashx Inductor SMD DEM35xxC @@ -68152,13 +68061,6 @@ BGA 361 0.5 361 361 Package_BGA -ST_UFBGA-59_5x5mm_Layout8x8_P0.5mm -ST UFBGA-59, 5.0x5.0mm, 59 Ball, 8x8 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32wba55ug.pdf -BGA 59 0.5 -0 -59 -59 -Package_BGA ST_UFBGA-73_5x5mm_Layout9x9_P0.5mm ST UFBGA-73, 5.0x5.0mm, 73 Ball, 9x9 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32wl54jc.pdf BGA 73 0.5 @@ -68166,13 +68068,6 @@ BGA 73 0.5 73 73 Package_BGA -ST_UFBGA-81_5x5mm_Layout9x9_P0.5mm -ST UFBGA-81, 5.0x5.0mm, 81 Ball, 9x9 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32u073mb.pdf -BGA 81 0.5 -0 -81 -81 -Package_BGA ST_UFBGA-121_6x6mm_Layout11x11_P0.5mm ST UFBGA-121, 6.0x6.0mm, 121 Ball, 11x11 Layout, 0.5mm Pitch, https://www.st.com/resource/en/datasheet/stm32g473pb.pdf BGA 121 0.5 @@ -69034,13 +68929,6 @@ LFCSP 8pin 2x2mm Pitch 0.5mm 8 8 Package_CSP -LFCSP-10_2x2mm_P0.5mm -LFCSP, 10 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp-10/cp_10_11.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py -LFCSP NoLead -0 -10 -10 -Package_CSP LFCSP-16-1EP_3x3mm_P0.5mm_EP1.3x1.3mm LFCSP, 16 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp-16/CP_16_21.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py LFCSP NoLead @@ -69055,13 +68943,6 @@ LFCSP NoLead 26 17 Package_CSP -LFCSP-16-1EP_3x3mm_P0.5mm_EP1.5x1.5mm -LFCSP, 16 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp-16/cp_16_27.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py -LFCSP NoLead -0 -21 -17 -Package_CSP LFCSP-16-1EP_3x3mm_P0.5mm_EP1.6x1.6mm LFCSP, 16 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/lfcspcp/cp-16/CP_16_22.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py LFCSP NoLead @@ -69468,20 +69349,6 @@ CSP 25 0.4 25 25 Package_CSP -ST_WLCSP-27_2.34x2.55mm_P0.40mm_Stagger -ST WLCSP-27, ST Die ID 459, 2.34x2.55mm, 27 Ball, X-staggered 9x6 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u031g6.pdf -CSP 27 0.4 -0 -27 -27 -Package_CSP -ST_WLCSP-27_2.55x2.34mm_P0.40mm_Stagger -ST WLCSP-27, ST Die ID 459, 2.55x2.34mm, 27 Ball, X-staggered 9x6 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u031g6.pdf -CSP 27 0.4 -0 -27 -27 -Package_CSP ST_WLCSP-36_2.58x3.07mm_Layout6x6_P0.4mm ST WLCSP-36, ST die ID 464, 2.58x3.07mm, 36 Ball, 6x6 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32l412t8.pdf CSP 36 0.4 @@ -69517,20 +69384,6 @@ CSP 36 0.4 36 36 Package_CSP -ST_WLCSP-42_2.82x2.93mm_P0.40mm_Stagger -ST WLCSP-42, ST Die ID 489, 2.82x2.93mm, 42 Ball, X-staggered 12x7 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u073rc.pdf -CSP 42 0.4 -0 -42 -42 -Package_CSP -ST_WLCSP-42_2.93mmx2.82_P0.40mm_Stagger -ST WLCSP-42, ST Die ID 489, 2.93x2.82mm, 42 Ball, X-staggered 12x7 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32u073rc.pdf -CSP 42 0.4 -0 -42 -42 -Package_CSP ST_WLCSP-49_3.15x3.13mm_Layout7x7_P0.4mm ST WLCSP-49, ST die ID 468, 3.15x3.13mm, 49 Ball, 7x7 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32g431c6.pdf CSP 49 0.4 @@ -69762,13 +69615,6 @@ CSP 90 0.4 90 90 Package_CSP -ST_WLCSP-99_4.42x3.77mm_Layout9x11_P0.35mm -ST WLCSP-99, ST die ID 415, 4.42x3.77mm, 99 Ball, 11x9 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32l476vg.pdf -CSP 99 0.35 -0 -99 -99 -Package_CSP ST_WLCSP-100_4.40x4.38mm_Layout10x10_P0.4mm_Offcenter ST WLCSP-100, off-center ball grid, ST die ID 495, 4.4x4.38mm, 100 Ball, 10x10 Layout, 0.4mm Pitch, https://www.st.com/resource/en/datasheet/stm32wb55vc.pdf CSP 100 0.4 @@ -69811,13 +69657,6 @@ CSP 100 0.4 100 100 Package_CSP -ST_WLCSP-101_3.86x3.79mm_P0.35mm_Stagger -ST WLCSP-101, ST Die ID 485, 3.86x3.79mm, 101 Ball, Y-staggered 11x19 Layout, 0.35mm Pitch, https://www.st.com/resource/en/datasheet/stm32h7r3v8.pdf -CSP 101 0.35 -0 -101 -101 -Package_CSP ST_WLCSP-104_Die437 WLCSP-104, 4.095x5.094mm, 104 Ball, 9x12 Layout, 0.4mm Pitch, http://www.st.com/resource/en/datasheet/stm32l152ze.pdf#page=127 CSP 104 0.4 @@ -69944,13 +69783,6 @@ CSP 8 0.5 8 8 Package_CSP -WLCSP-9_1.21x1.22mm_P0.4mm -WLCSP-9, 1.21x1.22mm, 9 Ball, 3x3 Layout, 0.4mm Pitch, https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/wlcspcb/cb_9_3.pdf -CSP 9 0.4 -0 -9 -9 -Package_CSP WLCSP-12_1.56x1.56mm_P0.4mm WLCSP 12 1.56x1.56 https://ae-bst.resource.bosch.com/media/_tech/media/datasheets/BST-BMM150-DS001-01.pdf BMM150 WLCSP @@ -70105,13 +69937,6 @@ DFN NoLead 9 7 Package_DFN_QFN -DFN-6-1EP_2x2mm_P0.5mm_EP0.7x1.6mm -DFN, 6 Pin (http://www.junmintech.com/UploadFiles/Product/20211129145204_37021.pdf#page=10), generated with kicad-footprint-generator ipc_noLead_generator.py -DFN NoLead -0 -9 -7 -Package_DFN_QFN DFN-6-1EP_2x2mm_P0.5mm_EP0.61x1.42mm DC6 Package; 6-Lead Plastic DFN (2mm x 2mm) (see Linear Technology DFN_6_05-08-1703.pdf) DFN 0.5 @@ -70161,13 +69986,6 @@ DFN 0.4 6 6 Package_DFN_QFN -DFN-8-1EP_1.5x1.5mm_P0.4mm_EP0.7x1.2mm -DFN, 8 Pin (https://www.kinet-ic.com/uploads/KTD2026-7-04h.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py -DFN NoLead -0 -13 -9 -Package_DFN_QFN DFN-8-1EP_2x2mm_P0.5mm_EP0.6x1.2mm DFN, 8 Pin (https://www.onsemi.com/pub/Collateral/506AQ.PDF), generated with kicad-footprint-generator ipc_noLead_generator.py DFN NoLead 506AQ @@ -70476,6 +70294,13 @@ DFN NoLead 24 13 Package_DFN_QFN +DFN-12-1EP_3x3mm_P0.45mm_EP1.66x2.38mm +DD Package; 12-Lead Plastic DFN (3mm x 3mm) (see Linear Technology DFN_12_05-08-1725.pdf) +DFN 0.45 +0 +17 +13 +Package_DFN_QFN DFN-12-1EP_3x4mm_P0.5mm_EP1.7x3.3mm DE/UE Package; 12-Lead Plastic DFN (4mm x 3mm) (see Linear Technology DFN_12_05-08-1695.pdf) DFN 0.5 @@ -73094,20 +72919,6 @@ TQFN NoLead 55 41 Package_DFN_QFN -TQFN-44-1EP_7x7mm_P0.5mm_EP4.7x4.7mm -TQFN, 44 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/tqfn/21-0144.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py -TQFN NoLead T4477+2 T4477+2C T4477+3 -0 -54 -45 -Package_DFN_QFN -TQFN-44-1EP_7x7mm_P0.5mm_EP4.7x4.7mm_ThermalVias -TQFN, 44 Pin (https://www.analog.com/media/en/package-pcb-resources/package/pkg_pdf/tqfn/21-0144.pdf), generated with kicad-footprint-generator ipc_noLead_generator.py -TQFN NoLead T4477+2 T4477+2C T4477+3 -0 -71 -45 -Package_DFN_QFN TQFN-48-1EP_7x7mm_P0.5mm_EP5.1x5.1mm TQFN, 48 Pin (https://pdfserv.maximintegrated.com/package_dwgs/21-0144.PDF), generated with kicad-footprint-generator ipc_noLead_generator.py TQFN NoLead @@ -75852,20 +75663,6 @@ LSOP 2.54mm 300mil 8 8 Package_DIP -IXYS_Flatpak-8_6.3x9.7mm_P2.54mm -IXYS Flatpak, 8 Pin (https://www.littelfuse.com/media?resourcetype=datasheets&itemid=996c6e8f-cc1b-44f6-811e-251c6e004c56&filename=littelfuse-integrated-circuits-loc112-datasheet), generated with kicad-footprint-generator ipc_gullwing_generator.py -IXYS Flatpak DIP -0 -8 -8 -Package_DIP -IXYS_SMD-8_6.3x9.7mm_P2.54mm -IXYS Flatpak, 8 Pin (https://www.littelfuse.com/media?resourcetype=datasheets&itemid=996c6e8f-cc1b-44f6-811e-251c6e004c56&filename=littelfuse-integrated-circuits-loc112-datasheet), generated with kicad-footprint-generator ipc_gullwing_generator.py -IXYS Flatpak DIP -0 -8 -8 -Package_DIP PowerIntegrations_PDIP-8B Power Integrations variant of 8-lead though-hole mounted DIP package, row spacing 7.62 mm (300 mils), LongPads, see https://www.power.com/sites/default/files/product-docs/lnk520.pdf THT DIP DIL PDIP 2.54mm 7.62mm 300mil LongPads @@ -78547,13 +78344,6 @@ SO SOIC 2.54 4 4 Package_SO -SO-5-6_4.55x3.7mm_P1.27mm -SO, 5 Pin (https://toshiba.semicon-storage.com/us/semiconductor/design-development/package/detail.5pin%20SO6.html), generated with kicad-footprint-generator ipc_gullwing_generator.py -SO SO TLP2310 Toshiba -0 -5 -5 -Package_SO SO-5_4.4x3.6mm_P1.27mm 5-Lead Plastic Small Outline (SO), see https://docs.broadcom.com/cs/Satellite?blobcol=urldata&blobheader=application%2Fpdf&blobheadername1=Content-Disposition&blobheadername2=Content-Type&blobheadername3=MDT-Type&blobheadervalue1=attachment%3Bfilename%3DIPD-Selection-Guide_AV00-0254EN_030617.pdf&blobheadervalue2=application%2Fx-download&blobheadervalue3=abinary%253B%2Bcharset%253DUTF-8&blobkey=id&blobnocache=true&blobtable=MungoBlobs&blobwhere=1430884105675&ssbinary=true SO SOIC 1.27 @@ -79023,13 +78813,6 @@ SOP SO 24 24 Package_SO -SOP-28_8.4x18.16mm_P1.27mm -SOP, 28 Pin (https://www.issi.com/WW/pdf/62-65C256AL.pdf#page=12), generated with kicad-footprint-generator ipc_gullwing_generator.py -SOP SO -0 -28 -28 -Package_SO SOP-44_12.6x28.5mm_P1.27mm SOP, 44 Pin (https://www.mxic.com.tw/Lists/Datasheet/Attachments/8177/MX23C6410,%205V,%2064Mb,%20v3.1.pdf#page=5), generated with kicad-footprint-generator ipc_gullwing_generator.py SOP SO @@ -80003,13 +79786,6 @@ TSSOP SO 100 100 Package_SO -Texas_DYY0016A_TSOT-23-16_4.2x2.0mm_P0.5mm -TSSOP, 16 Pin (https://www.ti.com/lit/ds/symlink/tmux1574.pdf), generated with kicad-footprint-generator ipc_gullwing_generator.py -TSSOP SO -0 -16 -16 -Package_SO Texas_HSOP-8-1EP_3.9x4.9mm_P1.27mm Texas Instruments HSOP 9, 1.27mm pitch, 3.9x4.9mm body, exposed pad, DDA0008J (http://www.ti.com/lit/ds/symlink/tps5430.pdf) HSOP 1.27 @@ -80745,20 +80521,6 @@ WSON-12 19 13 Package_SON -WSON-12-1EP_3x3mm_P0.5mm_EP1.5x2.5mm -WSON, 12 Pin (https://www.ti.com/lit/ds/symlink/tps63710.pdf#page=33), generated with kicad-footprint-generator ipc_noLead_generator.py -WSON NoLead -0 -17 -13 -Package_SON -WSON-12-1EP_3x3mm_P0.5mm_EP1.5x2.5mm_ThermalVias -WSON, 12 Pin (https://www.ti.com/lit/ds/symlink/tps63710.pdf#page=33), generated with kicad-footprint-generator ipc_noLead_generator.py -WSON NoLead -0 -24 -13 -Package_SON WSON-12-1EP_4x4mm_P0.5mm_EP2.6x3mm WSON, 12 Pin (http://www.ti.com/lit/ds/symlink/ldc1312.pdf#page=62), generated with kicad-footprint-generator ipc_noLead_generator.py WSON NoLead @@ -80787,13 +80549,6 @@ WSON-16 3.3 x 1.35mm Pitch 0.4mm 20 17 Package_SON -Winbond_USON-8-1EP_3x2mm_P0.5mm_EP0.2x1.6mm -Winbond USON, 8 Pin (https://www.lcsc.com/datasheet/lcsc_datasheet_2205122030_Winbond-Elec-W25Q16JVUXIQ_C2843335.pdf#page=66f), generated with kicad-footprint-generator ipc_noLead_generator.py -Winbond USON NoLead -0 -10 -9 -Package_SON X2SON-8_1.4x1mm_P0.35mm X2SON-8 1.4x1mm Pitch0.35mm http://www.ti.com/lit/ds/symlink/pca9306.pdf X2SON-8 1.4x1mm Pitch0.35mm @@ -82692,43 +82447,43 @@ TO-100-10_Window Window 10 Package_TO_SOT_THT TO-126-2_Horizontal_TabDown -TO-126-2, Horizontal, RM 5.08mm, see https://www.caddock.com/online_catalog/mrktg_lit/MP9000_Series.pdf +TO-126-2, Horizontal, RM 5.08mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf TO-126-2 Horizontal RM 5.08mm 0 2 2 Package_TO_SOT_THT TO-126-2_Horizontal_TabUp -TO-126-2, Horizontal, RM 5.08mm, see https://www.caddock.com/online_catalog/mrktg_lit/MP9000_Series.pdf +TO-126-2, Horizontal, RM 5.08mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf TO-126-2 Horizontal RM 5.08mm 0 2 2 Package_TO_SOT_THT TO-126-2_Vertical -TO-126-2, Vertical, RM 5.08mm, see https://www.caddock.com/online_catalog/mrktg_lit/MP9000_Series.pdf +TO-126-2, Vertical, RM 5.08mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf TO-126-2 Vertical RM 5.08mm 0 2 2 Package_TO_SOT_THT TO-126-3_Horizontal_TabDown -TO-126-3, Horizontal, RM 2.28mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf -TO-126-3 Horizontal RM 2.28mm +TO-126-3, Horizontal, RM 2.54mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf +TO-126-3 Horizontal RM 2.54mm 0 3 3 Package_TO_SOT_THT TO-126-3_Horizontal_TabUp -TO-126-3, Horizontal, RM 2.28mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf -TO-126-3 Horizontal RM 2.28mm +TO-126-3, Horizontal, RM 2.54mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf +TO-126-3 Horizontal RM 2.54mm 0 3 3 Package_TO_SOT_THT TO-126-3_Vertical -TO-126-3, Vertical, RM 2.28mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf -TO-126-3 Vertical RM 2.28mm +TO-126-3, Vertical, RM 2.54mm, see https://www.diodes.com/assets/Package-Files/TO126.pdf +TO-126-3 Vertical RM 2.54mm 0 3 3 @@ -84377,20 +84132,6 @@ Potentiometer vertical Vishay T73YP 0 3 3 -Potentiometer_THT -Potentiometer_Vishay_T93XA_Horizontal -Potentiometer, horizontal, Vishay, https://www.vishay.com/docs/51026/t93.pdf, 3/8" x 3/8" x 3/16" (9.7 x 9.8 x 5mm max.) -Potentiometer horizontal vishay -0 -3 -3 -Potentiometer_THT -Potentiometer_Vishay_T93YA_Vertical -Potentiometer, vertical, Vishay, https://www.vishay.com/docs/51026/t93.pdf -Potentiometer vertical vishay -0 -3 -3 RF Skyworks_SKY13575_639LF http://www.skyworksinc.com/uploads/documents/SKY13575_639LF_203270D.pdf @@ -85197,13 +84938,6 @@ Bluetooth BLE NFC 39 39 RF_Module -MCU_Seeed_ESP32C3 -ESP32C3 Seeed Xiao RF Wifi Shield (https://www.seeedstudio.com/blog/wp-content/uploads/2022/08/Seeed-Studio-XIAO-Series-Package-and-PCB-Design.pdf) -wifi bluetooth microcontroller -0 -27 -23 -RF_Module MOD-nRF8001 BLE module, https://www.olimex.com/Products/Modules/RF/MOD-nRF8001/ BLE module @@ -85834,20 +85568,6 @@ Omron G5V-2 Relay DPDT 8 8 Relay_THT -Relay_DPDT_Omron_G6A -DPDT signal relay, Omron G6A/G6AU, 20x9.9x8.2mm https://omronfs.omron.com/en_US/ecb/products/pdf/en-g6a.pdf -Omron G6A Relay DPDT -0 -8 -8 -Relay_THT -Relay_DPDT_Omron_G6AK -DPDT signal relay, double-winding latching, Omron G6AK, 20x9.9x8.2mm https://omronfs.omron.com/en_US/ecb/products/pdf/en-g6a.pdf -Omron G6AK Relay DPDT -0 -10 -10 -Relay_THT Relay_DPDT_Omron_G6H-2 Omron relay G6H-2, see http://cdn-reichelt.de/documents/datenblatt/C300/G6H%23OMR.pdf Omron relay G6H-2 @@ -86009,27 +85729,6 @@ Relay SPDT IM-relay HJR-4102 6 6 Relay_THT -Relay_SPDT_Hongfa_HF3F-L-xx-1ZL1T -Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 10A switching current, Form-C https://source.hongfa.com//Api/DownloadPdf/362 -relays Hongfa form-c 1-coil -0 -5 -5 -Relay_THT -Relay_SPDT_Hongfa_HF3F-L-xx-1ZL2T -Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 10A switching current, Form-C https://source.hongfa.com//Api/DownloadPdf/362 -relays Hongfa form-c 2-coil -0 -6 -6 -Relay_THT -Relay_SPDT_Hongfa_HF3F-L-xx-1ZL2T-R -Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 10A switching current, reverse polarity, Form-C https://source.hongfa.com//Api/DownloadPdf/362 -relays Hongfa form-c 2-coil reverse-polarity -0 -6 -6 -Relay_THT Relay_SPDT_HsinDa_Y14 http://www.hsinda.com.tw/upload/file/Y14-20200430135145.pdf Relay Y14 @@ -86184,27 +85883,6 @@ Finder 32.21-x300 Relay SPST 4 4 Relay_THT -Relay_SPST_Hongfa_HF3F-L-xx-1HL1T -Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 15A switching current, Form-A https://source.hongfa.com//Api/DownloadPdf/362 -relays Hongfa form-a 1-coil -0 -4 -4 -Relay_THT -Relay_SPST_Hongfa_HF3F-L-xx-1HL2T -Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 15A switching current, Form-A https://source.hongfa.com//Api/DownloadPdf/362 -relays Hongfa form-a 2-coil -0 -5 -5 -Relay_THT -Relay_SPST_Hongfa_HF3F-L-xx-1HL2T-R -Hongfa subminature high power latching relay 5, 6, 9, 12, 24, 48VDC. 15A switching current, Form-A, reverse polarity, https://source.hongfa.com//Api/DownloadPdf/362 -relays Hongfa form-a 2-coil reverse-polarity -0 -5 -5 -Relay_THT Relay_SPST_Omron-G5Q-1A Relay SPST-NO Omron Serie G5Q, http://omronfs.omron.com/en_US/ecb/products/pdf/en-g5q.pdf Relay SPST-NO Omron Serie G5Q @@ -86233,13 +85911,6 @@ Omron G5NB Relay SPST-NO 4 4 Relay_THT -Relay_SPST_Omron_G5PZ -Relay Omron G5PZ, see https://components.omron.com/us-en/sites/components.omron.com.us/files/datasheet_pdf/K320-E1.pdf -Relay Omron G5PZ -0 -4 -4 -Relay_THT Relay_SPST_Panasonic_ADW11 Panasonic power relay, SPST, latching, 10x24mm, 18.8mm height, https://api.pim.na.industrial.panasonic.com/file_stream/main/fileversion/270 Panasonic Relay SPST @@ -87717,48 +87388,6 @@ rotary encoder 7 6 Rotary_Encoder -RotaryEncoder_Bourns_Horizontal_PEL12D-2x16F-Sxxxx -Rotary encoder with switch and illuminated 4mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf -rotary encoder illuminated switch horizontal -0 -9 -8 -Rotary_Encoder -RotaryEncoder_Bourns_Horizontal_PEL12D-2x18F-Sxxxx -Rotary encoder with switch and illuminated 6mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf -rotary encoder illuminated switch horizontal -0 -9 -8 -Rotary_Encoder -RotaryEncoder_Bourns_Horizontal_PEL12D-2x21F-Sxxxx -Rotary encoder with switch and illuminated 8mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf -rotary encoder illuminated switch horizontal -0 -9 -8 -Rotary_Encoder -RotaryEncoder_Bourns_Horizontal_PEL12D-2x25S-Sxxxx -Rotary encoder with switch and illuminated shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf -rotary encoder illuminated switch horizontal -0 -9 -8 -Rotary_Encoder -RotaryEncoder_Bourns_Horizontal_PEL12D-2x26F-Sxxxx -Rotary encoder with switch and illuminated 13mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf -rotary encoder illuminated switch horizontal -0 -9 -8 -Rotary_Encoder -RotaryEncoder_Bourns_Horizontal_PEL12D-2x31F-Sxxxx -Rotary encoder with switch and illuminated 18mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf -rotary encoder illuminated switch horizontal -0 -9 -8 -Rotary_Encoder RotaryEncoder_Bourns_Vertical_PEC12R-3x17F-Nxxxx Bourns rotary encoder, PEC12R, without switch, with bushing, vertical shaft, 17.5mm shaft, https://www.bourns.com/docs/product-datasheets/pec12r.pdf rotary encoder @@ -87772,20 +87401,6 @@ rotary encoder 0 7 6 -Rotary_Encoder -RotaryEncoder_Bourns_Vertical_PEL12D-4x25S-Sxxxx -Rotary encoder with switch and illuminated 13mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf -rotary encoder illuminated switch vertical -0 -9 -8 -Rotary_Encoder -RotaryEncoder_Bourns_Vertical_PEL12D-4xxxF-Sxxxx -Rotary encoder with switch and illuminated 4,6,8,13,18mm shaft, dual-led, https://www.bourns.com/docs/product-datasheets/PEL12D.pdf -rotary encoder illuminated switch vertical -0 -9 -8 Sensor ASAIR_AM2302_P2.54mm_Lead2.75mm_TabDown Temperature and humidity module, http://akizukidenshi.com/download/ds/aosong/AM2302.pdf @@ -88424,13 +88039,6 @@ Schottky Diode 2 2 Slave -SODFL1608X70N -ESC(1-1G1A) -Schottky Diode -0 -2 -2 -Slave SOIC127P600X170-9N DDA (PDSO-G8) Integrated Circuit @@ -89663,160 +89271,6 @@ Wuerth WR-TBL Series 3114 terminal block pitch 7.62mm 2 2 TerminalBlock -TerminalBlock_Xinya_XY308-2.54-2P_1x02_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-2P, 2 pins, pitch 2.54mm, size 5.58x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-2P pitch 2.54mm size 5.58x6.5mm^2 drill 1.2mm pad 2mm -0 -2 -2 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-3P_1x03_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-3P, 3 pins, pitch 2.54mm, size 8.12x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-3P pitch 2.54mm size 8.12x6.5mm^2 drill 1.2mm pad 2mm -0 -3 -3 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-4P_1x04_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-4P, 4 pins, pitch 2.54mm, size 10.7x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-4P pitch 2.54mm size 10.7x6.5mm^2 drill 1.2mm pad 2mm -0 -4 -4 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-5P_1x05_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-5P, 5 pins, pitch 2.54mm, size 13.2x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-5P pitch 2.54mm size 13.2x6.5mm^2 drill 1.2mm pad 2mm -0 -5 -5 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-6P_1x06_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-6P, 6 pins, pitch 2.54mm, size 15.7x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-6P pitch 2.54mm size 15.7x6.5mm^2 drill 1.2mm pad 2mm -0 -6 -6 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-7P_1x07_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-7P, 7 pins, pitch 2.54mm, size 18.3x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-7P pitch 2.54mm size 18.3x6.5mm^2 drill 1.2mm pad 2mm -0 -7 -7 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-8P_1x08_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-8P, 8 pins, pitch 2.54mm, size 20.8x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-8P pitch 2.54mm size 20.8x6.5mm^2 drill 1.2mm pad 2mm -0 -8 -8 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-9P_1x09_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-9P, 9 pins, pitch 2.54mm, size 23.4x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-9P pitch 2.54mm size 23.4x6.5mm^2 drill 1.2mm pad 2mm -0 -9 -9 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-10P_1x10_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-10P, 10 pins, pitch 2.54mm, size 25.9x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-10P pitch 2.54mm size 25.9x6.5mm^2 drill 1.2mm pad 2mm -0 -10 -10 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-11P_1x11_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-11P, 11 pins, pitch 2.54mm, size 28.4x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-11P pitch 2.54mm size 28.4x6.5mm^2 drill 1.2mm pad 2mm -0 -11 -11 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-12P_1x12_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-12P, 12 pins, pitch 2.54mm, size 31x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-12P pitch 2.54mm size 31x6.5mm^2 drill 1.2mm pad 2mm -0 -12 -12 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-13P_1x13_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-13P, 13 pins, pitch 2.54mm, size 33.5x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-13P pitch 2.54mm size 33.5x6.5mm^2 drill 1.2mm pad 2mm -0 -13 -13 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-14P_1x14_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-14P, 14 pins, pitch 2.54mm, size 36.1x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-14P pitch 2.54mm size 36.1x6.5mm^2 drill 1.2mm pad 2mm -0 -14 -14 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-15P_1x15_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-15P, 15 pins, pitch 2.54mm, size 38.6x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-15P pitch 2.54mm size 38.6x6.5mm^2 drill 1.2mm pad 2mm -0 -15 -15 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-16P_1x16_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-16P, 16 pins, pitch 2.54mm, size 41.1x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-16P pitch 2.54mm size 41.1x6.5mm^2 drill 1.2mm pad 2mm -0 -16 -16 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-17P_1x17_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-17P, 17 pins, pitch 2.54mm, size 43.7x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-17P pitch 2.54mm size 43.7x6.5mm^2 drill 1.2mm pad 2mm -0 -17 -17 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-18P_1x18_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-18P, 18 pins, pitch 2.54mm, size 46.2x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-18P pitch 2.54mm size 46.2x6.5mm^2 drill 1.2mm pad 2mm -0 -18 -18 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-19P_1x19_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-19P, 19 pins, pitch 2.54mm, size 48.8x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-19P pitch 2.54mm size 48.8x6.5mm^2 drill 1.2mm pad 2mm -0 -19 -19 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-20P_1x20_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-20P, 20 pins, pitch 2.54mm, size 51.3x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-20P pitch 2.54mm size 51.3x6.5mm^2 drill 1.2mm pad 2mm -0 -20 -20 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-21P_1x21_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-21P, 21 pins, pitch 2.54mm, size 53.8x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-21P pitch 2.54mm size 53.8x6.5mm^2 drill 1.2mm pad 2mm -0 -21 -21 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-22P_1x22_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-22P, 22 pins, pitch 2.54mm, size 56.4x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-22P pitch 2.54mm size 56.4x6.5mm^2 drill 1.2mm pad 2mm -0 -22 -22 -TerminalBlock -TerminalBlock_Xinya_XY308-2.54-23P_1x23_P2.54mm_Horizontal -Terminal Block Xinya XY308-2.54-23P, 23 pins, pitch 2.54mm, size 58.9x6.5mm^2, drill diameter 1.2mm, pad diameter 2mm, see http://www.xinyaelectronic.com/product/xy308-254, script-generated using https://gitlab.com/kicad/libraries/kicad-footprint-generator/-/tree/master/scripts/TerminalBlock_Xinya -THT Terminal Block Xinya XY308-2.54-23P pitch 2.54mm size 58.9x6.5mm^2 drill 1.2mm pad 2mm -0 -23 -23 -TerminalBlock TerminalBlock_bornier-2_P5.08mm simple 2-pin terminal block, pitch 5.08mm, revamped version of bornier2 terminal block bornier2 diff --git a/FT24-AMS_Slave/~FT24-AMS_Slave-v5.kicad_pcb.lck b/FT24-AMS_Slave/~FT24-AMS_Slave-v5.kicad_pcb.lck deleted file mode 100644 index 251510b..0000000 --- a/FT24-AMS_Slave/~FT24-AMS_Slave-v5.kicad_pcb.lck +++ /dev/null @@ -1 +0,0 @@ -{"hostname":"EGGYHITSROCK","username":"johnn"} \ No newline at end of file