From 4430d24532760018bb3c7d8638153b4e92ef6460 Mon Sep 17 00:00:00 2001 From: Oleksiy Date: Wed, 19 Jun 2024 14:10:57 +0300 Subject: [PATCH] fixed iBOM (for the 0R) --- Exports/iBOM/ibom.html | 2 +- gtoe.kicad_pcb | 474 +++++++++++++++++++++++++---------------- gtoe.kicad_sch | 2 +- 3 files changed, 298 insertions(+), 180 deletions(-) diff --git a/Exports/iBOM/ibom.html b/Exports/iBOM/ibom.html index 87fdf6e..6b65df9 100644 --- a/Exports/iBOM/ibom.html +++ b/Exports/iBOM/ibom.html @@ -975,7 +975,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/gtoe.kicad_pcb b/gtoe.kicad_pcb index 857331c..0269955 100644 --- a/gtoe.kicad_pcb +++ b/gtoe.kicad_pcb @@ -92,7 +92,7 @@ (net 0 "") (net 1 "Serial Out") (net 2 "Serial In") - (net 3 "unconnected-(A1-Pad3)") + (net 3 "unconnected-(A1-~{RESET}-Pad3)") (net 4 "GND") (net 5 "DIGITAL INPUT") (net 6 "ENC_D2") @@ -104,23 +104,23 @@ (net 12 "START STOP BTN") (net 13 "SHIFT BTN") (net 14 "24ppqn OUT") - (net 15 "unconnected-(A1-Pad17)") - (net 16 "unconnected-(A1-Pad18)") - (net 17 "unconnected-(A1-Pad20)") - (net 18 "unconnected-(A1-Pad21)") + (net 15 "unconnected-(A1-D13-Pad16)") + (net 16 "unconnected-(A1-3V3-Pad17)") + (net 17 "unconnected-(A1-AREF-Pad18)") + (net 18 "unconnected-(A1-A1-Pad20)") (net 19 "ENC_BTN") (net 20 "I2C SDA") (net 21 "I2C SCL") (net 22 "+5V") - (net 23 "unconnected-(A1-Pad28)") + (net 23 "unconnected-(A1-A2-Pad21)") (net 24 "+12V") - (net 25 "Net-(D1-Pad2)") - (net 26 "Net-(D2-Pad2)") - (net 27 "Net-(D3-Pad2)") - (net 28 "Net-(D4-Pad2)") - (net 29 "Net-(D5-Pad2)") - (net 30 "Net-(D6-Pad2)") - (net 31 "Net-(D7-Pad1)") + (net 25 "unconnected-(A1-~{RESET}-Pad28)") + (net 26 "Net-(D1-A)") + (net 27 "Net-(D2-A)") + (net 28 "Net-(D3-A)") + (net 29 "Net-(D4-A)") + (net 30 "Net-(D5-A)") + (net 31 "Net-(D6-A)") (net 32 "Net-(J1-PadT)") (net 33 "unconnected-(J1-PadTN)") (net 34 "Net-(J2-PadT)") @@ -142,19 +142,19 @@ (net 50 "CV2 INPUT") (net 51 "-12V") (net 52 "CV1 INPUT") - (net 53 "unconnected-(A1-Pad16)") - (net 54 "Net-(D12-Pad1)") - (net 55 "Net-(D13-Pad2)") - (net 56 "Net-(R1-Pad1)") - (net 57 "Net-(R3-Pad1)") - (net 58 "Net-(R5-Pad1)") - (net 59 "Net-(R7-Pad1)") - (net 60 "Net-(R10-Pad2)") - (net 61 "Net-(R11-Pad1)") - (net 62 "Net-(R17-Pad2)") - (net 63 "Net-(R15-Pad2)") - (net 64 "Net-(R16-Pad2)") - (net 65 "Net-(R20-Pad1)") + (net 53 "Net-(D7-K)") + (net 54 "Net-(D12-K)") + (net 55 "Net-(D13-A)") + (net 56 "Net-(U2A--)") + (net 57 "Net-(U1D--)") + (net 58 "Net-(U1B--)") + (net 59 "Net-(U2D--)") + (net 60 "Net-(U1A--)") + (net 61 "Net-(U1C--)") + (net 62 "Net-(U2C-+)") + (net 63 "Net-(U2B-+)") + (net 64 "Net-(U2B--)") + (net 65 "Net-(U2C--)") (net 66 "Channel 2") (net 67 "Channel 5") @@ -165,6 +165,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/6a1e82cd-80d8-407b-a3d0-1a7fc3eeff69") (attr through_hole) (fp_text reference "J9" (at -4.03 -5.4) (layer "F.SilkS") @@ -290,6 +292,8 @@ (tags "tact sw push 6mm") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "1x DIP Switch, Single Pole Single Throw (SPST) switch, small symbol") + (property "ki_keywords" "dip switch") (path "/f5964381-8920-42f2-919e-27d0eebf9adc") (attr through_hole) (fp_text reference "SW3" (at 0 -4.25 90) (layer "F.SilkS") @@ -370,6 +374,8 @@ (tags "LED Round FlatTop Rectangular size 4.8x2.5mm^2 diameter 2.0mm 2 pins") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Light emitting diode") + (property "ki_keywords" "LED diode") (path "/de364a20-a2bd-42c3-9306-7cfe4c65bcd1") (attr through_hole) (fp_text reference "D5" (at -3.9 0.03) (layer "F.SilkS") @@ -421,7 +427,7 @@ (pad "1" thru_hole rect (at -1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "K") (pintype "passive") (tstamp 670e5a18-df3f-4720-8d2f-8d484373f60d)) (pad "2" thru_hole circle (at 1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") - (net 29 "Net-(D5-Pad2)") (pinfunction "A") (pintype "passive") (tstamp 6a73c8fc-6ec3-4d6c-ad66-0914cf05b6d5)) + (net 30 "Net-(D5-A)") (pinfunction "A") (pintype "passive") (tstamp 6a73c8fc-6ec3-4d6c-ad66-0914cf05b6d5)) (model "${KICAD6_3DMODEL_DIR}/LED_THT.3dshapes/LED_D2.0mm_W4.8mm_H2.5mm_FlatTop.wrl" (offset (xyz -1.27 0 0)) (scale (xyz 1 1 1)) @@ -436,6 +442,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/9438aa71-7a65-4c05-9cf4-f469d60d5c39") (attr through_hole) (fp_text reference "J2" (at -4.03 -5.4) (layer "F.SilkS") @@ -561,6 +569,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/afe0cca5-8697-4241-8e33-7f8e54656ae2") (attr through_hole) (fp_text reference "J5" (at -4.03 -5.4) (layer "F.SilkS") @@ -686,6 +696,8 @@ (tags "LED Round FlatTop Rectangular size 4.8x2.5mm^2 diameter 2.0mm 2 pins") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Light emitting diode") + (property "ki_keywords" "LED diode") (path "/3466482f-a3b4-45fc-afa4-631533ab9859") (attr through_hole) (fp_text reference "D4" (at -3.73 -0.03) (layer "F.SilkS") @@ -737,7 +749,7 @@ (pad "1" thru_hole rect (at -1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "K") (pintype "passive") (tstamp 2b4f50e6-4ae4-405d-9305-466a89bb90ed)) (pad "2" thru_hole circle (at 1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") - (net 28 "Net-(D4-Pad2)") (pinfunction "A") (pintype "passive") (tstamp 7863bd5e-5695-464e-8abb-81ab33798905)) + (net 29 "Net-(D4-A)") (pinfunction "A") (pintype "passive") (tstamp 7863bd5e-5695-464e-8abb-81ab33798905)) (model "${KICAD6_3DMODEL_DIR}/LED_THT.3dshapes/LED_D2.0mm_W4.8mm_H2.5mm_FlatTop.wrl" (offset (xyz -1.27 0 0)) (scale (xyz 1 1 1)) @@ -752,6 +764,8 @@ (tags "LED Round FlatTop Rectangular size 4.8x2.5mm^2 diameter 2.0mm 2 pins") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Light emitting diode") + (property "ki_keywords" "LED diode") (path "/0ef8035d-aa03-4916-b018-8338de8bee3c") (attr through_hole) (fp_text reference "D3" (at -3.78 0.09) (layer "F.SilkS") @@ -803,7 +817,7 @@ (pad "1" thru_hole rect (at -1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "K") (pintype "passive") (tstamp 62a255d5-da3c-494c-8c3d-a4845b67f01f)) (pad "2" thru_hole circle (at 1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") - (net 27 "Net-(D3-Pad2)") (pinfunction "A") (pintype "passive") (tstamp c038f8c9-8133-4e9c-a1c1-8503fd06c2e1)) + (net 28 "Net-(D3-A)") (pinfunction "A") (pintype "passive") (tstamp c038f8c9-8133-4e9c-a1c1-8503fd06c2e1)) (model "${KICAD6_3DMODEL_DIR}/LED_THT.3dshapes/LED_D2.0mm_W4.8mm_H2.5mm_FlatTop.wrl" (offset (xyz -1.27 0 0)) (scale (xyz 1 1 1)) @@ -816,9 +830,11 @@ (at 114.95 115.8 180) (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "SSD1306 OLED") + (property "ki_keywords" "SSD1306") (path "/7bf92304-c94f-487f-a0a2-64400cc70b48") (attr through_hole) - (fp_text reference "Screen" (at 0 -12.4) (layer "F.SilkS") + (fp_text reference "Screen1" (at 0 -12.4) (layer "F.SilkS") (effects (font (size 1 1) (thickness 0.15))) (tstamp 6af02e17-935a-48e0-8863-d5438befcf7f) ) @@ -871,6 +887,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/b1ffe0ab-2868-4cce-9d4e-048b5cd75c33") (attr through_hole) (fp_text reference "J3" (at -4.03 -5.4) (layer "F.SilkS") @@ -996,6 +1014,8 @@ (tags "LED Round FlatTop Rectangular size 4.8x2.5mm^2 diameter 2.0mm 2 pins") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Light emitting diode") + (property "ki_keywords" "LED diode") (path "/cad244b9-8c7e-448e-aebd-6ccebd00d4d0") (attr through_hole) (fp_text reference "D2" (at -3.69 -0.03) (layer "F.SilkS") @@ -1047,7 +1067,7 @@ (pad "1" thru_hole rect (at -1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "K") (pintype "passive") (tstamp 01932c78-2b1b-4132-83bb-ce4e5db5f739)) (pad "2" thru_hole circle (at 1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") - (net 26 "Net-(D2-Pad2)") (pinfunction "A") (pintype "passive") (tstamp 24e7932d-32b4-49c4-9324-1d492db56be9)) + (net 27 "Net-(D2-A)") (pinfunction "A") (pintype "passive") (tstamp 24e7932d-32b4-49c4-9324-1d492db56be9)) (model "${KICAD6_3DMODEL_DIR}/LED_THT.3dshapes/LED_D2.0mm_W4.8mm_H2.5mm_FlatTop.wrl" (offset (xyz -1.27 0 0)) (scale (xyz 1 1 1)) @@ -1062,6 +1082,8 @@ (tags "rotary encoder") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Rotary encoder, dual channel, incremental quadrate outputs, with switch") + (property "ki_keywords" "rotary switch encoder switch push button") (path "/86f0b46f-24fa-433e-b846-6054100cdff0") (attr through_hole) (fp_text reference "SW2" (at -4.55 -6.75 90) (layer "F.SilkS") @@ -1154,6 +1176,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/5d2e02ac-1ed2-4194-a3bd-ce1cf286fd34") (attr through_hole) (fp_text reference "J8" (at -4.03 -5.4) (layer "F.SilkS") @@ -1279,6 +1303,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/2bcddbf3-87a2-45eb-8579-9f92d37ed23c") (attr through_hole) (fp_text reference "J6" (at -4.03 -5.4) (layer "F.SilkS") @@ -1404,6 +1430,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/070c4b9a-144a-46b4-9868-f12213eed226") (attr through_hole) (fp_text reference "J1" (at -3.8 -5.45) (layer "F.SilkS") @@ -1529,6 +1557,8 @@ (tags "LED Round FlatTop Rectangular size 4.8x2.5mm^2 diameter 2.0mm 2 pins") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Light emitting diode") + (property "ki_keywords" "LED diode") (path "/8741e90a-3ed7-47c1-b4ab-16677135ec62") (attr through_hole) (fp_text reference "D6" (at -3.76 0.01) (layer "F.SilkS") @@ -1580,7 +1610,7 @@ (pad "1" thru_hole rect (at -1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "K") (pintype "passive") (tstamp 99c74c3e-13ba-4697-8991-f2b640f89d77)) (pad "2" thru_hole circle (at 1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") - (net 30 "Net-(D6-Pad2)") (pinfunction "A") (pintype "passive") (tstamp 2c6cd7e7-7d4e-4852-aa2f-06d22306e1d1)) + (net 31 "Net-(D6-A)") (pinfunction "A") (pintype "passive") (tstamp 2c6cd7e7-7d4e-4852-aa2f-06d22306e1d1)) (model "${KICAD6_3DMODEL_DIR}/LED_THT.3dshapes/LED_D2.0mm_W4.8mm_H2.5mm_FlatTop.wrl" (offset (xyz -1.27 0 0)) (scale (xyz 1 1 1)) @@ -1595,6 +1625,8 @@ (tags "LED Round FlatTop Rectangular size 4.8x2.5mm^2 diameter 2.0mm 2 pins") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Light emitting diode") + (property "ki_keywords" "LED diode") (path "/5ce96cc0-207f-4cf6-9061-7ef14feff85a") (attr through_hole) (fp_text reference "D1" (at -3.7 0.14) (layer "F.SilkS") @@ -1646,7 +1678,7 @@ (pad "1" thru_hole rect (at -1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "K") (pintype "passive") (tstamp 0bfdacd9-601b-42ee-8f49-26afa54bc146)) (pad "2" thru_hole circle (at 1.27 0) (size 1.8 1.8) (drill 0.9) (layers "*.Cu" "*.Mask") - (net 25 "Net-(D1-Pad2)") (pinfunction "A") (pintype "passive") (tstamp 2df4bbf7-bf08-4735-a2a4-61ef6ecd0d68)) + (net 26 "Net-(D1-A)") (pinfunction "A") (pintype "passive") (tstamp 2df4bbf7-bf08-4735-a2a4-61ef6ecd0d68)) (model "${KICAD6_3DMODEL_DIR}/LED_THT.3dshapes/LED_D2.0mm_W4.8mm_H2.5mm_FlatTop.wrl" (offset (xyz -1.27 0 0)) (scale (xyz 1 1 1)) @@ -1661,6 +1693,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/b6381f35-d7ad-4658-bf5e-6acd106edb73") (attr through_hole) (fp_text reference "J4" (at -3.7 -5.45) (layer "F.SilkS") @@ -1786,6 +1820,8 @@ (tags "WQP-PJ398SM WQP-PJ301M-12 TRS 3.5mm mono vertical jack thonkiconn qingpu") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Audio Jack, 2 Poles (Mono / TS), Switched T Pole (Normalling)") + (property "ki_keywords" "audio jack receptacle mono headphones phone TS connector") (path "/c3d1c957-6f20-425e-a663-6ba11d4885be") (attr through_hole) (fp_text reference "J7" (at -4.03 -5.4) (layer "F.SilkS") @@ -1911,6 +1947,8 @@ (tags "tact sw push 6mm") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "1x DIP Switch, Single Pole Single Throw (SPST) switch, small symbol") + (property "ki_keywords" "dip switch") (path "/cff43d85-5a6a-4172-aa6b-f5c376e0732f") (attr through_hole) (fp_text reference "SW1" (at 0 -4.25 90) (layer "F.SilkS") @@ -1991,6 +2029,8 @@ (tags "SOD-123") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Diode") + (property "ki_keywords" "diode") (path "/394df1df-ab67-4cd9-b1fc-ace870a7a27d") (attr smd) (fp_text reference "D13" (at -1.1 -1.95 90) (layer "B.SilkS") @@ -2058,7 +2098,7 @@ (pad "1" smd rect (at -1.65 0 270) (size 0.9 1.2) (layers "B.Cu" "B.Paste" "B.Mask") (net 24 "+12V") (pinfunction "K") (pintype "passive") (tstamp 6bc0f079-9799-4d63-a2cb-9f16f553e58e)) (pad "2" smd rect (at 1.65 0 270) (size 0.9 1.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 55 "Net-(D13-Pad2)") (pinfunction "A") (pintype "passive") (tstamp 36ab2dca-68ab-4a4e-9d96-f18c930807c5)) + (net 55 "Net-(D13-A)") (pinfunction "A") (pintype "passive") (tstamp 36ab2dca-68ab-4a4e-9d96-f18c930807c5)) (model "${KICAD6_3DMODEL_DIR}/Diode_SMD.3dshapes/D_SOD-123.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -2073,13 +2113,15 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/cb2fb9ae-b5ca-4278-898f-4cc17dcf625a") (attr smd) (fp_text reference "R24" (at 0 1.65 90) (layer "B.SilkS") (effects (font (size 1 1) (thickness 0.15)) (justify mirror)) (tstamp 3f5f141b-6bef-4455-8df6-cfcfd38f0706) ) - (fp_text value "1K" (at 0 -1.65 90) (layer "B.Fab") + (fp_text value "0R" (at 0 -1.65 90) (layer "B.Fab") (effects (font (size 1 1) (thickness 0.15)) (justify mirror)) (tstamp 3658e47a-a271-448e-8d76-33f35743a544) ) @@ -2125,6 +2167,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/515a6ea9-2a57-487d-9100-68388e32f66b") (attr smd) (fp_text reference "R19" (at 0 1.65 -270) (layer "B.SilkS") @@ -2160,7 +2204,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp f72981b8-b7ab-41e0-abfc-611656af7704)) (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 64 "Net-(R16-Pad2)") (pintype "passive") (tstamp 810b888f-9fb2-41c8-82a6-96721f0074d3)) + (net 63 "Net-(U2B-+)") (pintype "passive") (tstamp 810b888f-9fb2-41c8-82a6-96721f0074d3)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 22 "+5V") (pintype "passive") (tstamp 1c8a5de7-7650-4c23-ae88-cb9ccdc05118)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -2177,6 +2221,8 @@ (tags "CP Radial series Radial pin pitch 2.00mm diameter 4mm Electrolytic Capacitor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Polarized capacitor") + (property "ki_keywords" "cap capacitor") (path "/c76da21c-1f4b-43d9-83f0-b73a1ab63890") (attr through_hole) (fp_text reference "C1" (at 1 3.25) (layer "B.SilkS") @@ -2411,6 +2457,8 @@ (tags "SOD-123") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Schottky diode") + (property "ki_keywords" "diode Schottky") (path "/65b381bc-c641-4424-90b4-9987096dad63") (attr smd) (fp_text reference "D9" (at 3.4 0.1 270) (layer "B.SilkS") @@ -2479,6 +2527,8 @@ (tags "SOD-123") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Schottky diode") + (property "ki_keywords" "diode Schottky") (path "/afc078cf-7bf0-4fa4-9cf9-0941ed6bd739") (attr smd) (fp_text reference "D11" (at 4 0 270) (layer "B.SilkS") @@ -2561,6 +2611,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/f1f0fd56-c5bd-4a27-b91d-0254ad08af2c") (attr smd) (fp_text reference "R9" (at -2.8 0) (layer "B.SilkS") @@ -2596,7 +2648,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 47b2a612-fd8f-4498-8cbb-6b7c2bb55308)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 60 "Net-(R10-Pad2)") (pintype "passive") (tstamp 0f9b5261-90a1-405d-8dc0-d081d3f3c5d5)) + (net 60 "Net-(U1A--)") (pintype "passive") (tstamp 0f9b5261-90a1-405d-8dc0-d081d3f3c5d5)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 40 "Net-(J5-PadT)") (pintype "passive") (tstamp 47bf975d-c128-42db-be8d-78243d66b6e4)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -2613,6 +2665,8 @@ (tags "SOD-123") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Diode") + (property "ki_keywords" "diode") (path "/8ad94fb4-1e0b-49b0-8058-7ef8dfe0b3aa") (attr smd) (fp_text reference "D12" (at -1.05 1.85 90) (layer "B.SilkS") @@ -2678,7 +2732,7 @@ (fp_line (start 1.4 0.9) (end 1.4 -0.9) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp b4457db7-ec30-4404-ab96-deabc4700e72)) (pad "1" smd rect (at -1.65 0 270) (size 0.9 1.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 54 "Net-(D12-Pad1)") (pinfunction "K") (pintype "passive") (tstamp 783cb68a-cc5c-4c1c-b915-16d58bd401bd)) + (net 54 "Net-(D12-K)") (pinfunction "K") (pintype "passive") (tstamp 783cb68a-cc5c-4c1c-b915-16d58bd401bd)) (pad "2" smd rect (at 1.65 0 270) (size 0.9 1.2) (layers "B.Cu" "B.Paste" "B.Mask") (net 51 "-12V") (pinfunction "A") (pintype "passive") (tstamp afa5b242-a99c-43a0-b006-fe0e91f8fab2)) (model "${KICAD6_3DMODEL_DIR}/Diode_SMD.3dshapes/D_SOD-123.wrl" @@ -2695,6 +2749,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/ec442082-4365-452c-b59c-9a99cae1f5a0") (attr smd) (fp_text reference "R3" (at -2.7875 0) (layer "B.SilkS") @@ -2730,7 +2786,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 1e8f744e-7279-4961-8efe-eab76d4b12c4)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 57 "Net-(R3-Pad1)") (pintype "passive") (tstamp 1f7bdd98-015d-4639-899f-50492cf20341)) + (net 57 "Net-(U1D--)") (pintype "passive") (tstamp 1f7bdd98-015d-4639-899f-50492cf20341)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 34 "Net-(J2-PadT)") (pintype "passive") (tstamp f2009a7c-cd34-45ea-a131-3750fbb79cf5)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -2747,6 +2803,8 @@ (tags "SO SO") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Quad Low-Noise JFET-Input Operational Amplifiers, DIP-14/SOIC-14") + (property "ki_keywords" "quad opamp") (path "/d47ac152-d17b-4f2f-933f-6654a2e48f98") (attr smd) (fp_text reference "U2" (at 4.8 0.15 180) (layer "B.SilkS") @@ -2788,33 +2846,33 @@ (fp_line (start 1.95 4.325) (end 1.95 -4.325) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp c32a65e5-1b1e-42c5-9810-656f706a0502)) (pad "1" smd roundrect (at -2.475 3.81 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 56 "Net-(R1-Pad1)") (pintype "output") (tstamp 48041ac8-2924-405b-97ea-ed7f3d16825b)) + (net 56 "Net-(U2A--)") (pintype "output") (tstamp 48041ac8-2924-405b-97ea-ed7f3d16825b)) (pad "2" smd roundrect (at -2.475 2.54 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 56 "Net-(R1-Pad1)") (pinfunction "-") (pintype "input") (tstamp c71aa1c7-2159-48ee-8254-6f4730d8be42)) + (net 56 "Net-(U2A--)") (pinfunction "-") (pintype "input") (tstamp c71aa1c7-2159-48ee-8254-6f4730d8be42)) (pad "3" smd roundrect (at -2.475 1.27 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) (net 8 "Channel 1") (pinfunction "+") (pintype "input") (tstamp 29760d27-2578-44ff-add5-6deb9c94a412)) (pad "4" smd roundrect (at -2.475 0 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) (net 24 "+12V") (pinfunction "V+") (pintype "power_in") (tstamp 46cbc4a9-e5a6-4a5a-9e07-cdd3becd663c)) (pad "5" smd roundrect (at -2.475 -1.27 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 64 "Net-(R16-Pad2)") (pinfunction "+") (pintype "input") (tstamp d3ec1601-de2f-4fe6-96e6-4b8d0e7c189e)) + (net 63 "Net-(U2B-+)") (pinfunction "+") (pintype "input") (tstamp d3ec1601-de2f-4fe6-96e6-4b8d0e7c189e)) (pad "6" smd roundrect (at -2.475 -2.54 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 62 "Net-(R17-Pad2)") (pinfunction "-") (pintype "input") (tstamp abe9e663-3b4e-4732-a84c-1f4e49355b91)) + (net 64 "Net-(U2B--)") (pinfunction "-") (pintype "input") (tstamp abe9e663-3b4e-4732-a84c-1f4e49355b91)) (pad "7" smd roundrect (at -2.475 -3.81 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 62 "Net-(R17-Pad2)") (pintype "output") (tstamp 8eede451-6525-4deb-9a98-7a92bf90eb40)) + (net 64 "Net-(U2B--)") (pintype "output") (tstamp 8eede451-6525-4deb-9a98-7a92bf90eb40)) (pad "8" smd roundrect (at 2.475 -3.81 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 65 "Net-(R20-Pad1)") (pintype "output") (tstamp b6d64c3f-68d2-4b08-8a30-b046d5f1a83a)) + (net 65 "Net-(U2C--)") (pintype "output") (tstamp b6d64c3f-68d2-4b08-8a30-b046d5f1a83a)) (pad "9" smd roundrect (at 2.475 -2.54 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 65 "Net-(R20-Pad1)") (pinfunction "-") (pintype "input") (tstamp 4d17279b-a4a3-49aa-9ef2-f4b97a9bcb77)) + (net 65 "Net-(U2C--)") (pinfunction "-") (pintype "input") (tstamp 4d17279b-a4a3-49aa-9ef2-f4b97a9bcb77)) (pad "10" smd roundrect (at 2.475 -1.27 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 63 "Net-(R15-Pad2)") (pinfunction "+") (pintype "input") (tstamp 0c75e599-d48c-4231-93fb-79450e24ea94)) + (net 62 "Net-(U2C-+)") (pinfunction "+") (pintype "input") (tstamp 0c75e599-d48c-4231-93fb-79450e24ea94)) (pad "11" smd roundrect (at 2.475 0 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) (net 51 "-12V") (pinfunction "V-") (pintype "power_in") (tstamp 47ad9aa6-673b-44db-bf82-12362575898d)) (pad "12" smd roundrect (at 2.475 1.27 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) (net 10 "Channel 4") (pinfunction "+") (pintype "input") (tstamp 96ed1c94-b48b-4145-93a5-54064c5c8990)) (pad "13" smd roundrect (at 2.475 2.54 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 59 "Net-(R7-Pad1)") (pinfunction "-") (pintype "input") (tstamp e6e5515b-8e71-4cb4-b9e8-e7ad55b1d016)) + (net 59 "Net-(U2D--)") (pinfunction "-") (pintype "input") (tstamp e6e5515b-8e71-4cb4-b9e8-e7ad55b1d016)) (pad "14" smd roundrect (at 2.475 3.81 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 59 "Net-(R7-Pad1)") (pintype "output") (tstamp f1e2bc50-f8bc-4fd0-9033-d80a4c49aee5)) + (net 59 "Net-(U2D--)") (pintype "output") (tstamp f1e2bc50-f8bc-4fd0-9033-d80a4c49aee5)) (model "${KICAD6_3DMODEL_DIR}/Package_SO.3dshapes/SO-14_3.9x8.65mm_P1.27mm.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -2829,9 +2887,11 @@ (tags "Through hole pin header THT 1x04 2.54mm single row") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Generic connector, single row, 01x04, script generated (kicad-library-utils/schlib/autogen/connector/)") + (property "ki_keywords" "connector") (path "/4cc0830f-0319-463d-92fc-37e3e069dd63") (attr through_hole) - (fp_text reference "LINK" (at -2.375 -4.3 270 unlocked) (layer "F.SilkS") + (fp_text reference "Link" (at -2.375 -4.3 270 unlocked) (layer "F.SilkS") (effects (font (size 1.5 2) (thickness 0.375))) (tstamp 194b84df-8795-401d-8ba5-e47d736d74b0) ) @@ -2895,13 +2955,15 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/e907565f-540e-44a2-8c2f-d30be81189bd") (attr smd) (fp_text reference "R23" (at 0 1.65 90) (layer "B.SilkS") (effects (font (size 1 1) (thickness 0.15)) (justify mirror)) (tstamp 4b74a083-12d5-45d0-88e6-6764d2b7138f) ) - (fp_text value "1K" (at 0 -1.65 90) (layer "B.Fab") + (fp_text value "0R" (at 0 -1.65 90) (layer "B.Fab") (effects (font (size 1 1) (thickness 0.15)) (justify mirror)) (tstamp 844b806a-75c4-47df-8aa5-fe12b8dd4d36) ) @@ -2947,6 +3009,8 @@ (tags "Arduino Nano") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Arduino Nano v2.x") + (property "ki_keywords" "Arduino nano microcontroller module USB") (path "/4c634076-2117-4c1d-92ba-39f5c41f33db") (attr through_hole) (fp_text reference "A1" (at 7.7 17.8 180) (layer "Dwgs.User") @@ -3024,7 +3088,7 @@ (pad "2" thru_hole oval (at -7.625 12.66) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") (net 2 "Serial In") (pinfunction "D0/RX") (pintype "bidirectional") (tstamp 6e32ff23-5aca-404f-b0d6-2ca9d0d170a4)) (pad "3" thru_hole oval (at -7.625 10.12) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") - (net 3 "unconnected-(A1-Pad3)") (pinfunction "~{RESET}") (pintype "input+no_connect") (tstamp 5f4ff370-66ef-49e5-a1eb-7c90dfcce26e)) + (net 3 "unconnected-(A1-~{RESET}-Pad3)") (pinfunction "~{RESET}") (pintype "input+no_connect") (tstamp 5f4ff370-66ef-49e5-a1eb-7c90dfcce26e)) (pad "4" thru_hole oval (at -7.625 7.58) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "GND") (pintype "power_in") (tstamp cd7abaf4-108a-418c-bf4e-becf427ec299)) (pad "5" thru_hole oval (at -7.625 5.04) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") @@ -3050,17 +3114,17 @@ (pad "15" thru_hole oval (at -7.625 -20.36) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") (net 13 "SHIFT BTN") (pinfunction "D12") (pintype "bidirectional") (tstamp d6449bf2-3f7a-406d-8651-f2aaf0837a88)) (pad "16" thru_hole oval (at 7.615 -20.36) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") - (net 53 "unconnected-(A1-Pad16)") (pinfunction "D13") (pintype "bidirectional+no_connect") (tstamp 9cdad52e-38f3-4ead-996b-205ed4d8ff68)) + (net 15 "unconnected-(A1-D13-Pad16)") (pinfunction "D13") (pintype "bidirectional+no_connect") (tstamp 9cdad52e-38f3-4ead-996b-205ed4d8ff68)) (pad "17" thru_hole oval (at 7.615 -17.82) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") - (net 15 "unconnected-(A1-Pad17)") (pinfunction "3V3") (pintype "power_out+no_connect") (tstamp 18151f9f-72ac-4d79-b725-8b433f31720c)) + (net 16 "unconnected-(A1-3V3-Pad17)") (pinfunction "3V3") (pintype "power_out+no_connect") (tstamp 18151f9f-72ac-4d79-b725-8b433f31720c)) (pad "18" thru_hole oval (at 7.615 -15.28) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") - (net 16 "unconnected-(A1-Pad18)") (pinfunction "AREF") (pintype "input+no_connect") (tstamp 285fb85c-b26c-4406-b414-caa549802f68)) + (net 17 "unconnected-(A1-AREF-Pad18)") (pinfunction "AREF") (pintype "input+no_connect") (tstamp 285fb85c-b26c-4406-b414-caa549802f68)) (pad "19" thru_hole oval (at 7.615 -12.74) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") (net 19 "ENC_BTN") (pinfunction "A0") (pintype "bidirectional") (tstamp faf36a29-2b7a-4fc9-8ddf-453950a30e01)) (pad "20" thru_hole oval (at 7.615 -10.2) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") - (net 17 "unconnected-(A1-Pad20)") (pinfunction "A1") (pintype "bidirectional+no_connect") (tstamp d55469f4-a44e-457e-9213-5833349529f4)) + (net 18 "unconnected-(A1-A1-Pad20)") (pinfunction "A1") (pintype "bidirectional+no_connect") (tstamp d55469f4-a44e-457e-9213-5833349529f4)) (pad "21" thru_hole oval (at 7.615 -7.66) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") - (net 18 "unconnected-(A1-Pad21)") (pinfunction "A2") (pintype "bidirectional+no_connect") (tstamp 5d7fd128-d4b6-4e6f-bf3b-e07eb1d5a2da)) + (net 23 "unconnected-(A1-A2-Pad21)") (pinfunction "A2") (pintype "bidirectional+no_connect") (tstamp 5d7fd128-d4b6-4e6f-bf3b-e07eb1d5a2da)) (pad "22" thru_hole oval (at 7.615 -5.12) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") (net 7 "ENC_D1") (pinfunction "A3") (pintype "bidirectional") (tstamp b6276168-8440-415c-82ee-ab376c74cd2b)) (pad "23" thru_hole oval (at 7.615 -2.58) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") @@ -3074,7 +3138,7 @@ (pad "27" thru_hole oval (at 7.615 7.58) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") (net 22 "+5V") (pinfunction "+5V") (pintype "power_out") (tstamp ec0aa1ca-d25d-4681-bdfa-45aeac85c783)) (pad "28" thru_hole oval (at 7.615 10.12) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") - (net 23 "unconnected-(A1-Pad28)") (pinfunction "~{RESET}") (pintype "input+no_connect") (tstamp fa854568-e810-496c-8bfb-9fffb90b7216)) + (net 25 "unconnected-(A1-~{RESET}-Pad28)") (pinfunction "~{RESET}") (pintype "input+no_connect") (tstamp fa854568-e810-496c-8bfb-9fffb90b7216)) (pad "29" thru_hole oval (at 7.615 12.66) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "GND") (pintype "power_in") (tstamp cee4b393-4444-454e-b5ed-caec810e94ca)) (pad "30" thru_hole oval (at 7.615 15.2) (size 1.6 1.6) (drill 1) (layers "*.Cu" "*.Mask") @@ -3093,6 +3157,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/5ef4cf9d-9862-4a03-b36b-0379b5874efb") (attr smd) (fp_text reference "R13" (at 0.1 2 -270) (layer "B.SilkS") @@ -3130,7 +3196,7 @@ (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 44 "Net-(J7-PadT)") (pintype "passive") (tstamp bea74507-13f9-4bad-8889-27f8237a88de)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 31 "Net-(D7-Pad1)") (pintype "passive") (tstamp 5c06e4d5-607d-4c64-8022-94ed3bf1a6ec)) + (net 53 "Net-(D7-K)") (pintype "passive") (tstamp 5c06e4d5-607d-4c64-8022-94ed3bf1a6ec)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -3145,6 +3211,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/6b5fa442-710f-48be-b828-655659baaa50") (attr smd) (fp_text reference "R7" (at -2.8875 -0.1) (layer "B.SilkS") @@ -3180,7 +3248,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 7414777a-967c-46cb-b05d-14b89ebde00e)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 59 "Net-(R7-Pad1)") (pintype "passive") (tstamp 3caea026-e4e9-43c1-ac1a-6a92e3df4f22)) + (net 59 "Net-(U2D--)") (pintype "passive") (tstamp 3caea026-e4e9-43c1-ac1a-6a92e3df4f22)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 38 "Net-(J4-PadT)") (pintype "passive") (tstamp b7b28cee-89f9-41e1-98e2-2b826e8865db)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -3197,6 +3265,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/a28a485b-3e61-4755-b079-fb806cd43fc7") (attr smd) (fp_text reference "R12" (at -3.3875 0.1) (layer "B.SilkS") @@ -3232,9 +3302,9 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 80e50475-6882-4cb3-ad74-294edc3c2145)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 30 "Net-(D6-Pad2)") (pintype "passive") (tstamp f471abc5-7131-4b18-83d2-8a71e2abd8c6)) + (net 31 "Net-(D6-A)") (pintype "passive") (tstamp f471abc5-7131-4b18-83d2-8a71e2abd8c6)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 61 "Net-(R11-Pad1)") (pintype "passive") (tstamp a1a3838d-1f57-4acd-8902-f823121c2647)) + (net 61 "Net-(U1C--)") (pintype "passive") (tstamp a1a3838d-1f57-4acd-8902-f823121c2647)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -3249,6 +3319,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/5ca8a51b-9e91-4a8d-91e1-7c127ca86307") (attr smd) (fp_text reference "R10" (at -3.3 0) (layer "B.SilkS") @@ -3284,9 +3356,9 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp eea12bad-c1d7-4d49-a13d-829b69188e7f)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 29 "Net-(D5-Pad2)") (pintype "passive") (tstamp 6206195b-62a3-47d7-a79e-e499d0383ea0)) + (net 30 "Net-(D5-A)") (pintype "passive") (tstamp 6206195b-62a3-47d7-a79e-e499d0383ea0)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 60 "Net-(R10-Pad2)") (pintype "passive") (tstamp db0718d8-02e4-4536-9469-b3096d3f1bbb)) + (net 60 "Net-(U1A--)") (pintype "passive") (tstamp db0718d8-02e4-4536-9469-b3096d3f1bbb)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -3301,6 +3373,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/d7aae2cf-ea30-423a-bd36-51aaefaeb3c9") (attr smd) (fp_text reference "R14" (at 0.05 2.1 90) (layer "B.SilkS") @@ -3353,6 +3427,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/253f4696-2095-4df6-a8b3-2b741b836b16") (attr smd) (fp_text reference "R22" (at 3.4 0 90) (layer "B.SilkS") @@ -3390,7 +3466,7 @@ (pad "1" smd roundrect (at -0.9125 0 90) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 52 "CV1 INPUT") (pintype "passive") (tstamp 242608b0-748a-4367-8200-bac480711693)) (pad "2" smd roundrect (at 0.9125 0 90) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 65 "Net-(R20-Pad1)") (pintype "passive") (tstamp 403d1175-fb51-44e6-8192-3760274a4702)) + (net 65 "Net-(U2C--)") (pintype "passive") (tstamp 403d1175-fb51-44e6-8192-3760274a4702)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -3405,6 +3481,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/cf13dd64-dd1e-40ff-a3dd-c0ea9498e304") (attr smd) (fp_text reference "R18" (at 0 1.65 -270) (layer "B.SilkS") @@ -3440,7 +3518,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp a18afca7-179d-4d37-8909-2f86716f8eee)) (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 63 "Net-(R15-Pad2)") (pintype "passive") (tstamp 8cfee024-880b-4eda-8800-991249d393bf)) + (net 62 "Net-(U2C-+)") (pintype "passive") (tstamp 8cfee024-880b-4eda-8800-991249d393bf)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 22 "+5V") (pintype "passive") (tstamp c8ab5d80-35a2-4f40-8c94-94ff8f3cfc5f)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -3457,9 +3535,11 @@ (tags "Through hole pin header THT 1x05 2.54mm single row") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Generic connector, single row, 01x05, script generated (kicad-library-utils/schlib/autogen/connector/)") + (property "ki_keywords" "connector") (path "/c6cc233c-14fd-4c7c-94bb-99dd887ea0f6") (attr through_hole) - (fp_text reference "MIDI" (at -2.4 -4.05 270 unlocked) (layer "F.SilkS") + (fp_text reference "Midi" (at -2.4 -4.05 270 unlocked) (layer "F.SilkS") (effects (font (size 1.5 2) (thickness 0.375))) (tstamp 92660050-a556-4c9b-9ea2-4aaf99b04d4b) ) @@ -3525,6 +3605,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/8f7e437f-3c6c-4c13-acf2-d64dd9e7a541") (attr smd) (fp_text reference "R2" (at -2.9 -0.1) (layer "B.SilkS") @@ -3560,9 +3642,9 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 05300583-eba2-442f-940d-30573e5a5806)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 25 "Net-(D1-Pad2)") (pintype "passive") (tstamp 654ff297-9aee-495c-933c-f705074920d4)) + (net 26 "Net-(D1-A)") (pintype "passive") (tstamp 654ff297-9aee-495c-933c-f705074920d4)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 56 "Net-(R1-Pad1)") (pintype "passive") (tstamp 6654a6f2-ea80-4e17-8cfd-a1a367ae0bb5)) + (net 56 "Net-(U2A--)") (pintype "passive") (tstamp 6654a6f2-ea80-4e17-8cfd-a1a367ae0bb5)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -3577,6 +3659,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/6531f44c-be45-4ce2-9295-7226491db535") (attr smd) (fp_text reference "R5" (at -2.9 0) (layer "B.SilkS") @@ -3612,7 +3696,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp c62f44b7-cfc9-4c16-9656-4a15d20918f3)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 58 "Net-(R5-Pad1)") (pintype "passive") (tstamp 5fcd6ea3-7fc4-4417-a5fb-651778e270bb)) + (net 58 "Net-(U1B--)") (pintype "passive") (tstamp 5fcd6ea3-7fc4-4417-a5fb-651778e270bb)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 36 "Net-(J3-PadT)") (pintype "passive") (tstamp 7aecd56e-be22-4733-beec-ad9ccc7d126c)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -3629,6 +3713,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/eaf04bf4-de39-496c-a088-aba1df96f817") (attr smd) (fp_text reference "R11" (at -3.1875 0.1) (layer "B.SilkS") @@ -3664,7 +3750,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp a66309df-6868-4911-af46-d85d938f31bf)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 61 "Net-(R11-Pad1)") (pintype "passive") (tstamp 66bf955d-6c64-4260-95f1-593cff853e33)) + (net 61 "Net-(U1C--)") (pintype "passive") (tstamp 66bf955d-6c64-4260-95f1-593cff853e33)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 42 "Net-(J6-PadT)") (pintype "passive") (tstamp b17c4575-e9a4-46b7-a669-238b6985644c)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -3681,6 +3767,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/36a43187-2977-45cb-ac83-5c8cf3a89dac") (attr smd) (fp_text reference "R20" (at -3.4 0 -270) (layer "B.SilkS") @@ -3716,7 +3804,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp b9269193-8fa9-407e-9bb6-fc8088557a8d)) (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 65 "Net-(R20-Pad1)") (pintype "passive") (tstamp ced553ba-c3c5-4beb-89ba-8696697ab156)) + (net 65 "Net-(U2C--)") (pintype "passive") (tstamp ced553ba-c3c5-4beb-89ba-8696697ab156)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 4 "GND") (pintype "passive") (tstamp 98d2c848-e08c-4a75-a7a3-5bf73b9a504c)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -3733,6 +3821,8 @@ (tags "CP Radial series Radial pin pitch 2.00mm diameter 4mm Electrolytic Capacitor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Polarized capacitor") + (property "ki_keywords" "cap capacitor") (path "/87c70d75-b506-468f-8e8e-9bbc54fba500") (attr through_hole) (fp_text reference "C2" (at 1 -3.2) (layer "B.SilkS") @@ -3967,6 +4057,8 @@ (tags "SOD-123") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Schottky diode") + (property "ki_keywords" "diode Schottky") (path "/4e16b51b-02be-4ae3-b3fe-68bf187e24e4") (attr smd) (fp_text reference "D8" (at 3.4 0 270) (layer "B.SilkS") @@ -4035,6 +4127,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/999a483e-55ad-40c2-8e64-648a0c807be2") (attr smd) (fp_text reference "R1" (at -2.7875 0) (layer "B.SilkS") @@ -4070,7 +4164,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 6f1053f5-f7a9-4cc1-92ed-ccd845d666b2)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 56 "Net-(R1-Pad1)") (pintype "passive") (tstamp eed272be-fdf7-4665-a415-ff82ea96a53f)) + (net 56 "Net-(U2A--)") (pintype "passive") (tstamp eed272be-fdf7-4665-a415-ff82ea96a53f)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 32 "Net-(J1-PadT)") (pintype "passive") (tstamp 2df18bb6-7af2-420a-bb03-33dd00a14480)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -4087,6 +4181,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/c1e6857b-08c9-4a5c-982e-d5434b2bc721") (attr smd) (fp_text reference "R15" (at 0 1.65 -270) (layer "B.SilkS") @@ -4124,7 +4220,7 @@ (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 46 "Net-(J8-PadT)") (pintype "passive") (tstamp 9e1959f5-b070-4d8b-9300-52e3e43501f4)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 63 "Net-(R15-Pad2)") (pintype "passive") (tstamp b8758bf2-7859-493a-9346-6a92f6122ee1)) + (net 62 "Net-(U2C-+)") (pintype "passive") (tstamp b8758bf2-7859-493a-9346-6a92f6122ee1)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4139,6 +4235,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/e2c67a4f-6590-4e1e-a2a4-3d4914b611b2") (attr smd) (fp_text reference "R8" (at -3 -0.1) (layer "B.SilkS") @@ -4174,9 +4272,9 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 69415416-0757-41a5-af78-e3a7c5883e83)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 28 "Net-(D4-Pad2)") (pintype "passive") (tstamp 385aeda3-06d0-4025-add8-7746c0a5123e)) + (net 29 "Net-(D4-A)") (pintype "passive") (tstamp 385aeda3-06d0-4025-add8-7746c0a5123e)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 59 "Net-(R7-Pad1)") (pintype "passive") (tstamp 615ee616-e979-4eb2-bf2a-aa4a5ac4eac7)) + (net 59 "Net-(U2D--)") (pintype "passive") (tstamp 615ee616-e979-4eb2-bf2a-aa4a5ac4eac7)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4191,7 +4289,9 @@ (tags "SO SO") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") - (path "/939408f8-42bd-4eef-8681-efb42ae6e13c") + (property "ki_description" "Quad Low-Noise JFET-Input Operational Amplifiers, DIP-14/SOIC-14") + (property "ki_keywords" "quad opamp") + (path "/34440245-2ff6-4ebc-a72b-31a720b75124") (attr smd) (fp_text reference "U1" (at -4.6 0 180) (layer "B.SilkS") (effects (font (size 1 1) (thickness 0.15)) (justify mirror)) @@ -4232,9 +4332,9 @@ (fp_line (start 1.95 4.325) (end 1.95 -4.325) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 3a3e4bb6-5c99-49cb-b175-488a31759b99)) (pad "1" smd roundrect (at -2.475 3.81 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 60 "Net-(R10-Pad2)") (pintype "output") (tstamp 923fda58-6608-432c-bec8-43d51e9bd378)) + (net 60 "Net-(U1A--)") (pintype "output") (tstamp 923fda58-6608-432c-bec8-43d51e9bd378)) (pad "2" smd roundrect (at -2.475 2.54 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 60 "Net-(R10-Pad2)") (pinfunction "-") (pintype "input") (tstamp 2aa07aef-2003-4ee7-ac3b-25c334648e45)) + (net 60 "Net-(U1A--)") (pinfunction "-") (pintype "input") (tstamp 2aa07aef-2003-4ee7-ac3b-25c334648e45)) (pad "3" smd roundrect (at -2.475 1.27 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) (net 67 "Channel 5") (pinfunction "+") (pintype "input") (tstamp 22dbdd9e-bbd8-41c5-b038-abbb890531c7)) (pad "4" smd roundrect (at -2.475 0 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) @@ -4242,13 +4342,13 @@ (pad "5" smd roundrect (at -2.475 -1.27 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) (net 9 "Channel 3") (pinfunction "+") (pintype "input") (tstamp d6b74362-43d9-4e67-b894-328032b7f90c)) (pad "6" smd roundrect (at -2.475 -2.54 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 58 "Net-(R5-Pad1)") (pinfunction "-") (pintype "input") (tstamp f7262567-9eaa-4b17-abb7-d870f07b1c45)) + (net 58 "Net-(U1B--)") (pinfunction "-") (pintype "input") (tstamp f7262567-9eaa-4b17-abb7-d870f07b1c45)) (pad "7" smd roundrect (at -2.475 -3.81 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 58 "Net-(R5-Pad1)") (pintype "output") (tstamp eaf58344-19ea-4118-b032-538ef11fb3a2)) + (net 58 "Net-(U1B--)") (pintype "output") (tstamp eaf58344-19ea-4118-b032-538ef11fb3a2)) (pad "8" smd roundrect (at 2.475 -3.81 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 61 "Net-(R11-Pad1)") (pintype "output") (tstamp 2dbcd016-e5d7-4b73-9d60-7a2c74171a10)) + (net 61 "Net-(U1C--)") (pintype "output") (tstamp 2dbcd016-e5d7-4b73-9d60-7a2c74171a10)) (pad "9" smd roundrect (at 2.475 -2.54 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 61 "Net-(R11-Pad1)") (pinfunction "-") (pintype "input") (tstamp fedd7ad4-b267-4849-8dfb-17a010a54e2e)) + (net 61 "Net-(U1C--)") (pinfunction "-") (pintype "input") (tstamp fedd7ad4-b267-4849-8dfb-17a010a54e2e)) (pad "10" smd roundrect (at 2.475 -1.27 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) (net 11 "Channel 6") (pinfunction "+") (pintype "input") (tstamp 945f6967-2092-4a16-826b-d77bd668f566)) (pad "11" smd roundrect (at 2.475 0 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) @@ -4256,9 +4356,9 @@ (pad "12" smd roundrect (at 2.475 1.27 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) (net 66 "Channel 2") (pinfunction "+") (pintype "input") (tstamp b1bac528-a351-46e8-9434-89ef4f87041e)) (pad "13" smd roundrect (at 2.475 2.54 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 57 "Net-(R3-Pad1)") (pinfunction "-") (pintype "input") (tstamp 5ad74c53-58d0-40fc-8ce6-25c3d2b6aa75)) + (net 57 "Net-(U1D--)") (pinfunction "-") (pintype "input") (tstamp 5ad74c53-58d0-40fc-8ce6-25c3d2b6aa75)) (pad "14" smd roundrect (at 2.475 3.81 270) (size 1.95 0.6) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.25) - (net 57 "Net-(R3-Pad1)") (pintype "output") (tstamp 9861b2dc-0d61-428a-a64c-ddd43a04f786)) + (net 57 "Net-(U1D--)") (pintype "output") (tstamp 9861b2dc-0d61-428a-a64c-ddd43a04f786)) (model "${KICAD6_3DMODEL_DIR}/Package_SO.3dshapes/SO-14_3.9x8.65mm_P1.27mm.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4273,6 +4373,8 @@ (tags "SOD-123") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Diode") + (property "ki_keywords" "diode") (path "/d6fd6a2a-f868-4ff0-bf2e-bbfad28d344b") (attr smd) (fp_text reference "D7" (at 1.3 2 270) (layer "B.SilkS") @@ -4338,7 +4440,7 @@ (fp_line (start 1.4 0.9) (end 1.4 -0.9) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 36a8c7da-e142-4d65-b8e5-481b618d19ea)) (pad "1" smd rect (at -1.65 0 90) (size 0.9 1.2) (layers "B.Cu" "B.Paste" "B.Mask") - (net 31 "Net-(D7-Pad1)") (pinfunction "K") (pintype "passive") (tstamp 322a0e73-0b99-461f-bbdc-528d2dc62cd2)) + (net 53 "Net-(D7-K)") (pinfunction "K") (pintype "passive") (tstamp 322a0e73-0b99-461f-bbdc-528d2dc62cd2)) (pad "2" smd rect (at 1.65 0 90) (size 0.9 1.2) (layers "B.Cu" "B.Paste" "B.Mask") (net 4 "GND") (pinfunction "A") (pintype "passive") (tstamp aad70747-71e8-4244-a96d-f3e25841be54)) (model "${KICAD6_3DMODEL_DIR}/Diode_SMD.3dshapes/D_SOD-123.wrl" @@ -4355,6 +4457,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/1d7d73ec-1d58-465c-8010-c3c0ed8b69db") (attr smd) (fp_text reference "R21" (at -3.2 0 -270) (layer "B.SilkS") @@ -4390,7 +4494,7 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 9a8c69e3-df23-4057-add5-276db70995f2)) (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 62 "Net-(R17-Pad2)") (pintype "passive") (tstamp c0ba8868-3070-448e-809e-6862ebe07fdf)) + (net 64 "Net-(U2B--)") (pintype "passive") (tstamp c0ba8868-3070-448e-809e-6862ebe07fdf)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 4 "GND") (pintype "passive") (tstamp 8cac8f05-ac88-4ef2-b708-0508eb0a854a)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -4407,6 +4511,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/6827d39b-5c26-4b84-9551-bbe56b3b85d0") (attr smd) (fp_text reference "R4" (at -2.8 0) (layer "B.SilkS") @@ -4442,9 +4548,9 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp 11921c3b-8960-4e14-853d-02d88f483d6d)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 26 "Net-(D2-Pad2)") (pintype "passive") (tstamp 5c6c25f9-6ce1-40e0-a6c6-a0275974849a)) + (net 27 "Net-(D2-A)") (pintype "passive") (tstamp 5c6c25f9-6ce1-40e0-a6c6-a0275974849a)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 57 "Net-(R3-Pad1)") (pintype "passive") (tstamp 842c0fe0-0bba-4381-b873-d7a312a6c0a6)) + (net 57 "Net-(U1D--)") (pintype "passive") (tstamp 842c0fe0-0bba-4381-b873-d7a312a6c0a6)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4459,6 +4565,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/6bb73c54-85d2-4d35-b338-f75c4a7afbd6") (attr smd) (fp_text reference "R17" (at 3.2 0.1 90) (layer "B.SilkS") @@ -4496,7 +4604,7 @@ (pad "1" smd roundrect (at -0.9125 0 90) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 50 "CV2 INPUT") (pintype "passive") (tstamp 90fe0d7f-9de7-4e26-80b0-07b962d77f91)) (pad "2" smd roundrect (at 0.9125 0 90) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 62 "Net-(R17-Pad2)") (pintype "passive") (tstamp 16797ff0-d0db-47a9-a0ec-c80621d20070)) + (net 64 "Net-(U2B--)") (pintype "passive") (tstamp 16797ff0-d0db-47a9-a0ec-c80621d20070)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4511,6 +4619,8 @@ (tags "SOD-123") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Schottky diode") + (property "ki_keywords" "diode Schottky") (path "/87285d76-70fe-46e4-8507-35b079314275") (attr smd) (fp_text reference "D10" (at 4.1 0.1 270) (layer "B.SilkS") @@ -4593,6 +4703,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/51e6f8b0-6612-4c85-8220-ddb7f1f4a523") (attr smd) (fp_text reference "R6" (at -2.9875 -0.1) (layer "B.SilkS") @@ -4628,9 +4740,9 @@ (fp_line (start 1 0.625) (end 1 -0.625) (stroke (width 0.1) (type solid)) (layer "B.Fab") (tstamp c580bd12-8ccd-4e18-b734-2b38afbcd12a)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 27 "Net-(D3-Pad2)") (pintype "passive") (tstamp 4ab02397-cc8b-44d9-8f43-892ef8834c2f)) + (net 28 "Net-(D3-A)") (pintype "passive") (tstamp 4ab02397-cc8b-44d9-8f43-892ef8834c2f)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 58 "Net-(R5-Pad1)") (pintype "passive") (tstamp e01b757e-cc31-4319-bb7f-efcfc70c5214)) + (net 58 "Net-(U1B--)") (pintype "passive") (tstamp e01b757e-cc31-4319-bb7f-efcfc70c5214)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4645,6 +4757,8 @@ (tags "resistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Resistor") + (property "ki_keywords" "R res resistor") (path "/aa809784-41f6-4722-b8db-035cb8e26edc") (attr smd) (fp_text reference "R16" (at 0 1.65 -270) (layer "B.SilkS") @@ -4682,7 +4796,7 @@ (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) (net 48 "Net-(J9-PadT)") (pintype "passive") (tstamp 15ea9081-e1e2-4d4c-9c1f-6c05d85ff50c)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "B.Cu" "B.Paste" "B.Mask") (roundrect_rratio 0.243902439) - (net 64 "Net-(R16-Pad2)") (pintype "passive") (tstamp d9b6af35-b2df-47c6-af00-a65d60ad75ab)) + (net 63 "Net-(U2B-+)") (pintype "passive") (tstamp d9b6af35-b2df-47c6-af00-a65d60ad75ab)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4697,6 +4811,8 @@ (tags "to-92 sc-43 sc-43a sot54 PA33 transistor") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "1A Ic, 40V Vce, NPN Transistor, General Purpose Transistor, TO-92") + (property "ki_keywords" "NPN Transistor") (path "/e49f288e-02e2-4c18-bba4-27f7b024e641") (attr through_hole) (fp_text reference "Q1" (at -0.58 3.01) (layer "B.SilkS") @@ -4734,7 +4850,7 @@ (pad "1" thru_hole rect (at 0 0 180) (size 1.05 1.5) (drill 0.75) (layers "*.Cu" "*.Mask") (net 4 "GND") (pinfunction "E") (pintype "passive") (tstamp 0538b83c-dea6-4c76-8d54-9fc2654572a6)) (pad "2" thru_hole oval (at 1.27 0 180) (size 1.05 1.5) (drill 0.75) (layers "*.Cu" "*.Mask") - (net 31 "Net-(D7-Pad1)") (pinfunction "B") (pintype "input") (tstamp 4679f129-4acf-4a61-995e-8b05226bbb34)) + (net 53 "Net-(D7-K)") (pinfunction "B") (pintype "input") (tstamp 4679f129-4acf-4a61-995e-8b05226bbb34)) (pad "3" thru_hole oval (at 2.54 0 180) (size 1.05 1.5) (drill 0.75) (layers "*.Cu" "*.Mask") (net 5 "DIGITAL INPUT") (pinfunction "C") (pintype "passive") (tstamp 93057da2-ea94-4f84-9d34-7825d7f98c64)) (model "${KICAD6_3DMODEL_DIR}/Package_TO_SOT_THT.3dshapes/TO-92_Inline.wrl" @@ -4751,6 +4867,8 @@ (tags "Through hole pin header THT 2x05 2.54mm double row") (property "Sheetfile" "gtoe.kicad_sch") (property "Sheetname" "") + (property "ki_description" "Generic connector, double row, 02x05, odd/even pin numbering scheme (row 1 odd numbers, row 2 even numbers), script generated (kicad-library-utils/schlib/autogen/connector/)") + (property "ki_keywords" "connector") (path 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