diff --git a/.gitignore b/.gitignore index c8bccb4..1fb725d 100644 --- a/.gitignore +++ b/.gitignore @@ -1,5 +1,7 @@ *~ .*.swp Audio -External Source +Documents +Pictures +External diff --git a/CAD/.gitignore b/CAD/.gitignore index b986a70..10463e3 100644 --- a/CAD/.gitignore +++ b/CAD/.gitignore @@ -1,5 +1,6 @@ *~ .*.swp BJ-Keyer-backups - +.*.bak +_autosave* diff --git a/CAD/BJ-Keyer V1.01.png b/CAD/BJ-Keyer V1.01.png new file mode 100644 index 0000000..6233fb6 Binary files /dev/null and b/CAD/BJ-Keyer V1.01.png differ diff --git a/CAD/BJ-Keyer-Schematic V1.01.png b/CAD/BJ-Keyer-Schematic V1.01.png new file mode 100644 index 0000000..914612a Binary files /dev/null and b/CAD/BJ-Keyer-Schematic V1.01.png differ diff --git a/CAD/BJ-Keyer.csv b/CAD/BJ-Keyer.csv new file mode 100644 index 0000000..e46048b --- /dev/null +++ b/CAD/BJ-Keyer.csv @@ -0,0 +1,62 @@ +"Source:","/home/tom/projects/atmel/BJ-Keyer/CAD/BJ-Keyer.kicad_sch" +"Date:","Di 27 Jun 2023 23:33:01 CEST" +"Tool:","Eeschema 7.0.3" +"Generator:","/app/share/kicad/plugins/bom_csv_grouped_by_value_with_fp.py" +"Component Count:","100" +"Ref","Qnty","Value","Cmp name","Footprint","Description","Vendor","DNP" +"C1, C6, C7, C8, C9, C10, C13, C14, C18, C20","10","100nF","C_Small","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol","","" +"C2","1","220µF","C_Polarized","Capacitor_SMD:CP_Elec_6.3x5.9","Polarized capacitor","","" +"C3, C4","2","100n","C","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor","","" +"C5, C23","2","10µF","C_Small","Capacitor_SMD:CP_Elec_4x4.5","Unpolarized capacitor, small symbol","","" +"C11, C12","2","22pF","C_Small","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol","","" +"C15","1","4.7µF","C_Polarized_Small","Capacitor_SMD:C_1206_3216Metric_Pad1.33x1.80mm_HandSolder","Polarized capacitor, small symbol","","" +"C16, C17","2","47pF","C_Small","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol","","" +"C19","1","7.5nF","C_Small","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol","","" +"C21, C22","2","1µF","C_Small","Capacitor_SMD:C_1206_3216Metric_Pad1.33x1.80mm_HandSolder","Unpolarized capacitor, small symbol","","" +"C24, C25","2","300nF","C_Small","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol","","" +"C26, C27","2","220p","C_Small","Capacitor_SMD:C_0805_2012Metric","Unpolarized capacitor, small symbol","","" +"D1","1","B260-13-F","B260","Diode_SMD:D_SMB","60V 2A Schottky Barrier Rectifier Diode, SMB","","" +"D2","1","Key","LED","LED_THT:LED_D3.0mm","Light emitting diode","","" +"D3","1","PWR","LED","LED_THT:LED_D3.0mm","Light emitting diode","","" +"D4","1","TX","LED_Small","LED_SMD:LED_0805_2012Metric_Pad1.15x1.40mm_HandSolder","Light emitting diode, small symbol","","" +"D5","1","RX","LED_Small","LED_SMD:LED_0805_2012Metric_Pad1.15x1.40mm_HandSolder","Light emitting diode, small symbol","","" +"F1","1","400mA","Polyfuse_Small","Fuse:Fuse_1210_3225Metric","Resettable fuse, polymeric positive temperature coefficient, small symbol","","" +"FB1","1","BLM21AG102","FerriteBead_Small","Inductor_SMD:L_0805_2012Metric_Pad1.15x1.40mm_HandSolder","Ferrite bead, small symbol","","" +"FB2","1","BLM21AG102","FerriteBead_Small","Inductor_SMD:L_0805_2012Metric_Pad1.05x1.20mm_HandSolder","Ferrite bead, small symbol","","" +"J1","1","Uein","PJ-002BH-SMT-TR","BJ-Keyer:CUI_PJ-002BH-SMT-TR","","","" +"J2","1","TRX 1","SJ-3524-SMT","BJ-Keyer:CUI_SJ-3524-SMT","","","" +"J3","1","Speichertasten","Conn_01x06_Male","Connector_PinHeader_2.54mm:PinHeader_1x06_P2.54mm_Horizontal","Generic connector, single row, 01x06, script generated (kicad-library-utils/schlib/autogen/connector/)","","" +"J4","1","TRX 2","SJ-3524-SMT","BJ-Keyer:CUI_SJ-3524-SMT","","","" +"J5","1","Speichertasten","Conn_01x06_Male","Connector_PinSocket_2.54mm:PinSocket_1x06_P2.54mm_Vertical","Generic connector, single row, 01x06, script generated (kicad-library-utils/schlib/autogen/connector/)","","" +"J6","1","OLED Display","Conn_01x04_Female","Connector_PinSocket_2.54mm:PinSocket_1x04_P2.54mm_Horizontal","Generic connector, single row, 01x04, script generated (kicad-library-utils/schlib/autogen/connector/)","","" +"J7","1","Paddle 1","SJ-3524-SMT","BJ-Keyer:CUI_SJ-3524-SMT","","","" +"J8","1","Straight 1","SJ-3524-SMT","BJ-Keyer:CUI_SJ-3524-SMT","","","" +"J9","1","Paddle 2","SJ-3524-SMT","BJ-Keyer:CUI_SJ-3524-SMT","","","" +"J10","1","Paddle 3","SJ-3524-SMT","BJ-Keyer:CUI_SJ-3524-SMT","","","" +"J11","1","Straight 2","SJ-3524-SMT","BJ-Keyer:CUI_SJ-3524-SMT","","","" +"J12, J13","2","Jack-Board","Conn_01x10_Male","Connector_PinSocket_2.54mm:PinSocket_1x10_P2.54mm_Vertical","Generic connector, single row, 01x10, script generated (kicad-library-utils/schlib/autogen/connector/)","","" +"J14","1","AVR-ISP-6","AVR-ISP-6","Connector_IDC:IDC-Header_2x03_P2.54mm_Vertical","Atmel 6-pin ISP connector","","" +"J15","1","Straight 3","SJ-3524-SMT","BJ-Keyer:CUI_SJ-3524-SMT","","","" +"J16","1","USB","UJ2-MIBH2-4-SMT","BJ-Keyer:CUI_UJ2-MIBH2-4-SMT","","","" +"L1","1","100µH","L","Inductor_SMD:L_1210_3225Metric","Inductor","","" +"L2","1","3.3µH","L_Small","Inductor_SMD:L_1210_3225Metric_Pad1.42x2.65mm_HandSolder","Inductor, small symbol","","" +"L3","1","68mH","L","Inductor_SMD:L_1210_3225Metric_Pad1.42x2.65mm_HandSolder","Inductor","","" +"LS1","1","SMS-2008MS-R","SMS-2008MS-R","SPKR_SMS-2008MS-R","","","" +"OC1","1","VOD205T","Optocoupler_Dual_Generic","Package_SO:SO-8_3.9x4.9mm_P1.27mm","Dual optocoupler, Transistor output, Generic symbol, Alternate KiCAD Library","","" +"R1, R2, R21, R22, R27","5","470R","R","Resistor_SMD:R_0805_2012Metric","Resistor","","" +"R3, R4, R5, R6, R7, R8, R9, R10, R11, R12, R15, R16, R25","13","10k","R_Small","Resistor_SMD:R_0805_2012Metric","Resistor, small symbol","","" +"R13, R14","2","2k7","R_Small","Resistor_SMD:R_0805_2012Metric","Resistor, small symbol","","" +"R17, R18","2","270R","R_Small","Resistor_SMD:R_0805_2012Metric","Resistor, small symbol","","" +"R19, R20","2","27R","R_Small","Resistor_SMD:R_0805_2012Metric","Resistor, small symbol","","" +"R23","1","4k7","R_Small","Resistor_SMD:R_0805_2012Metric","Resistor, small symbol","","" +"R24, R26","2","100R","R_Small","Resistor_SMD:R_0805_2012Metric","Resistor, small symbol","","" +"R28","1","0R","R_Small","Resistor_SMD:R_0805_2012Metric_Pad1.20x1.40mm_HandSolder","Resistor, small symbol","","" +"RV1","1","10k","ALPS_RK09","BJ-Keyer:Potentiometer_Alps_RK09K_Single_Horizontal","Potentiometer","","" +"S1, S2, S3, S4, S5","5","~","TS04-66-85-BK-160-SMT","BJ-Keyer:SW_TS04-66-85-BK-160-SMT","","","" +"SW1","1","Setup","RotaryEncoder_Switch","BJ-Keyer:RotaryEncoder_EC11B-Horizontal-Dual","Rotary encoder, dual channel, incremental quadrate outputs, with switch","","" +"TP1, TP2, TP3, TP4","4","~","TestPoint_Probe","TestPoint:TestPoint_Pad_D2.0mm","test point (alternative probe-style design)","","" +"U1","1","NCP1117","NCP1117-5.0_TO252","Package_TO_SOT_SMD:TO-252-2","1A Low drop-out regulator, Fixed Output 5.0V, TO-252 (DPAK)","","" +"U2","1","ATMega328P","ATMega328P","Package_DIP:DIP-28_W7.62mm","10MHz, 4kB Flash, 512B SRAM, 256B EEPROM, DIP-28","","" +"U3","1","FT230XS","FT230XS","Package_SO:SSOP-16_3.9x4.9mm_P0.635mm","Full Speed USB to Basic UART, SSOP-16","","" +"U4","1","PAM8302AAD","PAM8302AAD","Package_SO:SO-8_3.9x4.9mm_P1.27mm","2.5W Filterless Class-D Mono Audio Amplifier, SOIC-8","","" +"Y1","1","16MHz","Crystal_Small","BJ-Keyer:CUI_PJ-002BH-SMT-TR","Two pin crystal, small symbol","","" diff --git a/CAD/BJ-Keyer.kicad_pcb b/CAD/BJ-Keyer.kicad_pcb index d65ae1a..828c454 100644 --- a/CAD/BJ-Keyer.kicad_pcb +++ b/CAD/BJ-Keyer.kicad_pcb @@ -122,65 +122,66 @@ (net 40 "/Mem 3") (net 41 "/Mem 2") (net 42 "/Mem 1") - (net 43 "/SCL Display") - (net 44 "/SDA Display") - (net 45 "/Left Paddle") - (net 46 "/Right Paddle") - (net 47 "/Straight Key") - (net 48 "/TxD") - (net 49 "/RxD") - (net 50 "unconnected-(J12-Pin_8-Pad8)") - (net 51 "unconnected-(J12-Pin_9-Pad9)") - (net 52 "Net-(J13-Pin_4)") - (net 53 "unconnected-(J13-Pin_5-Pad5)") - (net 54 "Net-(J13-Pin_6)") - (net 55 "Net-(J13-Pin_7)") - (net 56 "unconnected-(J13-Pin_8-Pad8)") - (net 57 "unconnected-(J13-Pin_9-Pad9)") - (net 58 "/~{AUDIO SD}") - (net 59 "/AUDIO") - (net 60 "Net-(OC1-Pad1)") - (net 61 "Net-(OC1-Pad3)") - (net 62 "/TRX 1") - (net 63 "/TRX 2") - (net 64 "Net-(U2-PB2)") - (net 65 "/Key") - (net 66 "Net-(U3-USBDM)") - (net 67 "Net-(U3-USBDP)") - (net 68 "Net-(J3-Pin_5)") - (net 69 "Net-(U3-CBUS3)") - (net 70 "Net-(U4-IN+)") - (net 71 "Net-(U4-IN-)") - (net 72 "Net-(U2-PB0)") - (net 73 "Net-(U2-PB1)") - (net 74 "unconnected-(U3-~{RTS}-Pad2)") - (net 75 "unconnected-(U3-~{CTS}-Pad6)") - (net 76 "unconnected-(U3-CBUS2-Pad7)") - (net 77 "unconnected-(U4-NC-Pad2)") - (net 78 "unconnected-(J2-Pad4)") - (net 79 "unconnected-(J4-Pad4)") - (net 80 "unconnected-(J8-Pad4)") - (net 81 "unconnected-(J7-Pad4)") - (net 82 "unconnected-(J9-Pad4)") - (net 83 "unconnected-(J10-Pad4)") - (net 84 "unconnected-(J11-Pad4)") - (net 85 "unconnected-(J15-Pad4)") - (net 86 "/+7-15V") - (net 87 "/Ext Left Paddle") - (net 88 "/Ext Right Paddle") - (net 89 "Net-(J3-Pin_6)") - (net 90 "/Mem 5") - (net 91 "Net-(R3-Pad1)") - (net 92 "Net-(R22-Pad2)") - (net 93 "Net-(S1-Pad3)") - (net 94 "Net-(S2-Pad3)") - (net 95 "Net-(S3-Pad3)") - (net 96 "Net-(S4-Pad3)") - (net 97 "Net-(J16-D-)") - (net 98 "Net-(J16-D+)") - (net 99 "Net-(J16-VCC)") - (net 100 "unconnected-(J16-SHIELD__1-PadSH2)") - (net 101 "unconnected-(J16-SHIELD__4-PadSH5)") + (net 43 "/Left Paddle") + (net 44 "/Right Paddle") + (net 45 "/Straight Key") + (net 46 "/TxD") + (net 47 "/RxD") + (net 48 "unconnected-(J12-Pin_8-Pad8)") + (net 49 "unconnected-(J12-Pin_9-Pad9)") + (net 50 "Net-(J13-Pin_4)") + (net 51 "unconnected-(J13-Pin_5-Pad5)") + (net 52 "Net-(J13-Pin_6)") + (net 53 "Net-(J13-Pin_7)") + (net 54 "unconnected-(J13-Pin_8-Pad8)") + (net 55 "unconnected-(J13-Pin_9-Pad9)") + (net 56 "/~{AUDIO SD}") + (net 57 "/AUDIO") + (net 58 "Net-(OC1-Pad1)") + (net 59 "Net-(OC1-Pad3)") + (net 60 "/TRX 1") + (net 61 "/TRX 2") + (net 62 "Net-(U2-PB2)") + (net 63 "/Key") + (net 64 "Net-(U3-USBDM)") + (net 65 "Net-(U3-USBDP)") + (net 66 "Net-(J3-Pin_5)") + (net 67 "Net-(U3-CBUS3)") + (net 68 "Net-(U4-IN+)") + (net 69 "Net-(U4-IN-)") + (net 70 "Net-(U2-PB0)") + (net 71 "Net-(U2-PB1)") + (net 72 "unconnected-(U3-~{RTS}-Pad2)") + (net 73 "unconnected-(U3-~{CTS}-Pad6)") + (net 74 "unconnected-(U3-CBUS2-Pad7)") + (net 75 "unconnected-(U4-NC-Pad2)") + (net 76 "unconnected-(J2-Pad4)") + (net 77 "unconnected-(J4-Pad4)") + (net 78 "unconnected-(J8-Pad4)") + (net 79 "unconnected-(J7-Pad4)") + (net 80 "unconnected-(J9-Pad4)") + (net 81 "unconnected-(J10-Pad4)") + (net 82 "unconnected-(J11-Pad4)") + (net 83 "unconnected-(J15-Pad4)") + (net 84 "/+7-15V") + (net 85 "/Ext Left Paddle") + (net 86 "/Ext Right Paddle") + (net 87 "Net-(J3-Pin_6)") + (net 88 "/Mem 5") + (net 89 "Net-(R3-Pad1)") + (net 90 "Net-(R22-Pad2)") + (net 91 "Net-(S1-Pad3)") + (net 92 "Net-(S2-Pad3)") + (net 93 "Net-(S3-Pad3)") + (net 94 "Net-(S4-Pad3)") + (net 95 "Net-(J16-D-)") + (net 96 "Net-(J16-D+)") + (net 97 "Net-(J16-VCC)") + (net 98 "unconnected-(J16-SHIELD__1-PadSH2)") + (net 99 "unconnected-(J16-SHIELD__4-PadSH5)") + (net 100 "/SDA") + (net 101 "/SCL") + (net 102 "Net-(C22-Pad1)") (footprint "Package_SO:SO-8_3.9x4.9mm_P1.27mm" (layer "F.Cu") (tstamp 02d5596c-6ae5-47b6-86a9-b676461dca6e) @@ -232,13 +233,13 @@ (fp_line (start 1.95 2.45) (end -1.95 2.45) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 338010c7-883d-4b56-9a52-1ec6cc1f0770)) (pad "1" smd roundrect (at -2.575 -1.905) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 58 "/~{AUDIO SD}") (pinfunction "~{SD}") (pintype "input") (tstamp 587ca4cd-ab5e-4e69-9937-d7a2056fb397)) + (net 56 "/~{AUDIO SD}") (pinfunction "~{SD}") (pintype "input") (tstamp 587ca4cd-ab5e-4e69-9937-d7a2056fb397)) (pad "2" smd roundrect (at -2.575 -0.635) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 77 "unconnected-(U4-NC-Pad2)") (pinfunction "NC") (pintype "no_connect") (tstamp d0568870-981c-4368-8874-b59e38eea23e)) + (net 75 "unconnected-(U4-NC-Pad2)") (pinfunction "NC") (pintype "no_connect") (tstamp d0568870-981c-4368-8874-b59e38eea23e)) (pad "3" smd roundrect (at -2.575 0.635) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 70 "Net-(U4-IN+)") (pinfunction "IN+") (pintype "input") (tstamp 7a27a8c3-6cd0-4e32-a327-0dee9226a962)) + (net 68 "Net-(U4-IN+)") (pinfunction "IN+") (pintype "input") (tstamp 7a27a8c3-6cd0-4e32-a327-0dee9226a962)) (pad "4" smd roundrect (at -2.575 1.905) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 71 "Net-(U4-IN-)") (pinfunction "IN-") (pintype "input") (tstamp 35c9feb0-2c47-4560-821c-c2b08afd3252)) + (net 69 "Net-(U4-IN-)") (pinfunction "IN-") (pintype "input") (tstamp 35c9feb0-2c47-4560-821c-c2b08afd3252)) (pad "5" smd roundrect (at 2.575 1.905) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 32 "Net-(U4-OUT+)") (pinfunction "OUT+") (pintype "output") (tstamp c6c025b1-44c6-4d3c-88dc-f06c2d90f6e6)) (pad "6" smd roundrect (at 2.575 0.635) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) @@ -398,7 +399,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 7df8260c-cc22-4f49-86e3-f3352a96a378)) (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 59 "/AUDIO") (pintype "passive") (tstamp 1bfce4d5-bf6e-41b0-8e36-3886b485d3fb)) + (net 57 "/AUDIO") (pintype "passive") (tstamp 1bfce4d5-bf6e-41b0-8e36-3886b485d3fb)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 16 "Net-(C19-Pad1)") (pintype "passive") (tstamp c72c4d91-74b7-403c-a5af-0c8441dea360)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -454,7 +455,7 @@ (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 20 "Net-(C21-Pad2)") (pintype "passive") (tstamp ee8f7735-6c8d-4178-9d7d-dbc321b1c0e8)) (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 70 "Net-(U4-IN+)") (pintype "passive") (tstamp 57d15bce-4104-486a-b0d6-e47f11a57868)) + (net 68 "Net-(U4-IN+)") (pintype "passive") (tstamp 57d15bce-4104-486a-b0d6-e47f11a57868)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -506,9 +507,9 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 95beed9c-9e72-4b3f-aa77-e096b06d2d41)) (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 67 "Net-(U3-USBDP)") (pintype "passive") (tstamp df3b3a32-e392-4b20-88ed-929ef19df625)) + (net 65 "Net-(U3-USBDP)") (pintype "passive") (tstamp df3b3a32-e392-4b20-88ed-929ef19df625)) (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 98 "Net-(J16-D+)") (pintype "passive") (tstamp 2e05bf7f-fcfc-4deb-b35a-3b52a5b1278b)) + (net 96 "Net-(J16-D+)") (pintype "passive") (tstamp 2e05bf7f-fcfc-4deb-b35a-3b52a5b1278b)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -587,7 +588,7 @@ (pad "1" smd roundrect (at -0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 1 "+5V") (pintype "passive") (tstamp 00b5f5cd-ae48-4911-9e20-1abbcc1259e6)) (pad "2" smd roundrect (at 0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 64 "Net-(U2-PB2)") (pintype "passive") (tstamp b60ea70d-7cc5-4c6f-9288-9cd4c8d4ccea)) + (net 62 "Net-(U2-PB2)") (pintype "passive") (tstamp b60ea70d-7cc5-4c6f-9288-9cd4c8d4ccea)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -707,7 +708,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 6175b479-9b10-4946-9365-b2ecb33af32b)) (pad "1" smd roundrect (at -0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 69 "Net-(U3-CBUS3)") (pintype "passive") (tstamp 9f6d71b3-976e-43cf-b48b-3a723f174d18)) + (net 67 "Net-(U3-CBUS3)") (pintype "passive") (tstamp 9f6d71b3-976e-43cf-b48b-3a723f174d18)) (pad "2" smd roundrect (at 0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 14 "GNDA") (pintype "passive") (tstamp aeed1eff-0378-48a2-b782-b242ec227ed5)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -732,7 +733,7 @@ (effects (font (size 1 1) (thickness 0.15))) (tstamp 325d59de-34be-4fdf-8c55-dbefa81dcf42) ) - (fp_text value "100nF" (at 0 1.68) (layer "F.Fab") + (fp_text value "300nF" (at 0 1.68) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) (tstamp c6292830-6ab0-4fda-b0ed-9769a1fe846c) ) @@ -815,7 +816,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 981efb0c-83a7-4123-996d-0ae0a38527f1)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 91 "Net-(R3-Pad1)") (pintype "passive") (tstamp b1e3fa9d-a2e4-4e33-82c8-0276bc236c95)) + (net 89 "Net-(R3-Pad1)") (pintype "passive") (tstamp b1e3fa9d-a2e4-4e33-82c8-0276bc236c95)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 42 "/Mem 1") (pintype "passive") (tstamp b2acbb9b-3a06-41dd-b171-b22eb6cacf11)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -923,7 +924,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 4018b7ee-c152-411d-a591-f341ea2d81ef)) (pad "1" smd roundrect (at -0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 97 "Net-(J16-D-)") (pintype "passive") (tstamp 78eae378-8029-469f-a41a-e6d21d15a518)) + (net 95 "Net-(J16-D-)") (pintype "passive") (tstamp 78eae378-8029-469f-a41a-e6d21d15a518)) (pad "2" smd roundrect (at 0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 14 "GNDA") (pintype "passive") (tstamp 188cdc25-0bd5-4ad8-b1bd-bf437709cdfb)) (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" @@ -1068,11 +1069,11 @@ (pad "1" smd rect (at -1.1 3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") (net 14 "GNDA") (pintype "passive") (tstamp 1751ed1a-816f-4593-bf38-3d6d846b2694)) (pad "2" smd rect (at 8.3 3.7 180) (size 2.8 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 52 "Net-(J13-Pin_4)") (pintype "passive") (tstamp fe8727f8-2d45-4083-b90f-aa3231a9b0f3)) + (net 50 "Net-(J13-Pin_4)") (pintype "passive") (tstamp fe8727f8-2d45-4083-b90f-aa3231a9b0f3)) (pad "3" smd rect (at 0.9 -3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 52 "Net-(J13-Pin_4)") (pintype "passive") (tstamp 91ff2afd-df26-4c09-8e37-2fc1df3968cd)) + (net 50 "Net-(J13-Pin_4)") (pintype "passive") (tstamp 91ff2afd-df26-4c09-8e37-2fc1df3968cd)) (pad "4" smd rect (at 12.3 -0.75 180) (size 2.6 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 85 "unconnected-(J15-Pad4)") (pintype "passive+no_connect") (tstamp 71f5f9a3-8b96-4f66-992f-17d613129bc2)) + (net 83 "unconnected-(J15-Pad4)") (pintype "passive+no_connect") (tstamp 71f5f9a3-8b96-4f66-992f-17d613129bc2)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_SJ-3524-SMT-TR.step" (offset (xyz -3.5 0 0)) (scale (xyz 1 1 1)) @@ -1234,9 +1235,9 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp dbc1ef80-7dd4-4f1c-9a73-a414860504fc)) (pad "1" smd roundrect (at -0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 99 "Net-(J16-VCC)") (pintype "passive") (tstamp 0ed40fac-99cb-46bf-a206-f6ad54793d52)) + (net 97 "Net-(J16-VCC)") (pintype "passive") (tstamp 0ed40fac-99cb-46bf-a206-f6ad54793d52)) (pad "2" smd roundrect (at 0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 69 "Net-(U3-CBUS3)") (pintype "passive") (tstamp 7e232bf4-c1b2-4a5b-8c0f-fcc46a211c2a)) + (net 67 "Net-(U3-CBUS3)") (pintype "passive") (tstamp 7e232bf4-c1b2-4a5b-8c0f-fcc46a211c2a)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -1288,9 +1289,9 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 1705de42-0269-47a4-9fa5-38e0cd1be584)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 91 "Net-(R3-Pad1)") (pintype "passive") (tstamp 937cf1cf-b291-4ba9-94cd-8490bb297e54)) + (net 89 "Net-(R3-Pad1)") (pintype "passive") (tstamp 937cf1cf-b291-4ba9-94cd-8490bb297e54)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 90 "/Mem 5") (pintype "passive") (tstamp 686e1c87-c6db-4634-a70e-c5638218690a)) + (net 88 "/Mem 5") (pintype "passive") (tstamp 686e1c87-c6db-4634-a70e-c5638218690a)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -1313,7 +1314,7 @@ (effects (font (size 1 1) (thickness 0.15))) (tstamp 22033fc9-59d4-49ff-8f4a-2d0031db680b) ) - (fp_text value "100nF" (at 0 1.68) (layer "F.Fab") + (fp_text value "300nF" (at 0 1.68) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) (tstamp e2f49abf-b2fb-4484-84a9-52d281346f30) ) @@ -1437,7 +1438,7 @@ (pad "3" smd rect (at 0.9 -3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") (net 6 "Net-(C7-Pad1)") (pintype "passive") (tstamp 45b70680-6820-4b51-8114-9fca9e19bf9e)) (pad "4" smd rect (at 12.3 -0.75 180) (size 2.6 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 79 "unconnected-(J4-Pad4)") (pintype "passive+no_connect") (tstamp d80586b5-685d-4a57-b031-b48118e0e1d1)) + (net 77 "unconnected-(J4-Pad4)") (pintype "passive+no_connect") (tstamp d80586b5-685d-4a57-b031-b48118e0e1d1)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_SJ-3524-SMT-TR-GR.step" (offset (xyz -3.5 0 0)) (scale (xyz 1 1 1)) @@ -1489,7 +1490,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp f86702a8-d399-460a-81cc-91abd5a3db49)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 91 "Net-(R3-Pad1)") (pintype "passive") (tstamp fe7b2c5a-46e6-4674-8be3-cfacaa6175d6)) + (net 89 "Net-(R3-Pad1)") (pintype "passive") (tstamp fe7b2c5a-46e6-4674-8be3-cfacaa6175d6)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 39 "/Mem 4") (pintype "passive") (tstamp 72ec8b3e-69aa-4056-8c84-c373983fa643)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -1616,11 +1617,11 @@ (fp_circle (center -0.15 0) (end -0.07 0) (stroke (width 0.16) (type solid)) (fill none) (layer "F.Fab") (tstamp 7d4a269a-4d07-425c-bc1e-cbd12aa05eaf)) (pad "1" smd rect (at 0 0 180) (size 1.2 0.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 99 "Net-(J16-VCC)") (pinfunction "VCC") (pintype "passive") (tstamp 7fe95bb5-d77a-421c-a698-eb17fb4b78df)) + (net 97 "Net-(J16-VCC)") (pinfunction "VCC") (pintype "passive") (tstamp 7fe95bb5-d77a-421c-a698-eb17fb4b78df)) (pad "2" smd rect (at 0 0.65 180) (size 1.2 0.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 97 "Net-(J16-D-)") (pinfunction "D-") (pintype "passive") (tstamp a36f3fd6-d0aa-41fe-b5fb-ea04eb5869a3)) + (net 95 "Net-(J16-D-)") (pinfunction "D-") (pintype "passive") (tstamp a36f3fd6-d0aa-41fe-b5fb-ea04eb5869a3)) (pad "3" smd rect (at 0 1.3 180) (size 1.2 0.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 98 "Net-(J16-D+)") (pinfunction "D+") (pintype "passive") (tstamp 98c89935-0dc9-425a-8d58-0d1821bae928)) + (net 96 "Net-(J16-D+)") (pinfunction "D+") (pintype "passive") (tstamp 98c89935-0dc9-425a-8d58-0d1821bae928)) (pad "4" smd rect (at 0 1.95 180) (size 1.2 0.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 14 "GNDA") (pinfunction "ID") (pintype "passive") (tstamp 33540919-c5f2-4723-9277-42d85ba77f0b)) (pad "5" smd rect (at 0 2.6 180) (size 1.2 0.4) (layers "F.Cu" "F.Paste" "F.Mask") @@ -1628,13 +1629,13 @@ (pad "SH1" thru_hole oval (at -1.55 -2.2 180) (size 2.4 1.2) (drill oval 1.4 0.6) (layers "*.Cu" "*.Mask") (net 14 "GNDA") (pinfunction "SHIELD") (pintype "passive") (tstamp e66a8f88-e42e-4bf8-a83d-c3b34489c271)) (pad "SH2" thru_hole oval (at 0.55 -0.925 180) (size 2.1 1.05) (drill 0.65) (layers "*.Cu" "*.Mask") - (net 100 "unconnected-(J16-SHIELD__1-PadSH2)") (pinfunction "SHIELD__1") (pintype "no_connect") (tstamp 2a062463-571d-4565-95c8-a4969e3e6d49)) + (net 98 "unconnected-(J16-SHIELD__1-PadSH2)") (pinfunction "SHIELD__1") (pintype "no_connect") (tstamp 2a062463-571d-4565-95c8-a4969e3e6d49)) (pad "SH3" smd rect (at -1.55 1.3 180) (size 0.9 3) (layers "F.Cu" "F.Paste" "F.Mask") (net 14 "GNDA") (pinfunction "SHIELD__2") (pintype "passive") (tstamp 276efacc-9b15-4073-9b1a-a3a8d3cd5760)) (pad "SH4" thru_hole oval (at -1.55 4.8 180) (size 2.4 1.2) (drill oval 1.4 0.6) (layers "*.Cu" "*.Mask") (net 14 "GNDA") (pinfunction "SHIELD__3") (pintype "passive") (tstamp bdff8e28-458c-4dab-a5e8-5c3814b1409c)) (pad "SH5" thru_hole oval (at 0.55 3.525 180) (size 2.1 1.05) (drill 0.65) (layers "*.Cu" "*.Mask") - (net 101 "unconnected-(J16-SHIELD__4-PadSH5)") (pinfunction "SHIELD__4") (pintype "no_connect") (tstamp 3415b66d-fa2d-41aa-893a-dbc53152c674)) + (net 99 "unconnected-(J16-SHIELD__4-PadSH5)") (pinfunction "SHIELD__4") (pintype "no_connect") (tstamp 3415b66d-fa2d-41aa-893a-dbc53152c674)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_UJ2-MIBH2-4-SMT.step" (offset (xyz -4.5 -5 2)) (scale (xyz 1 1 1)) @@ -1838,13 +1839,13 @@ (fp_line (start 5.72 10.18) (end -3.18 10.18) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 1b69cd59-d531-4b3a-9476-8c5f45677e45)) (pad "1" thru_hole roundrect (at 0 0 90) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") (roundrect_rratio 0.1470588235) - (net 58 "/~{AUDIO SD}") (pinfunction "MISO") (pintype "passive") (tstamp 34b822e7-93ee-4efb-b0a9-2bcb4b0236e6)) + (net 56 "/~{AUDIO SD}") (pinfunction "MISO") (pintype "passive") (tstamp 34b822e7-93ee-4efb-b0a9-2bcb4b0236e6)) (pad "2" thru_hole circle (at 2.54 0 90) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") (net 1 "+5V") (pinfunction "VCC") (pintype "passive") (tstamp 28ac797f-64f2-4c49-87b9-07f0dfc71097)) (pad "3" thru_hole circle (at 0 2.54 90) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 90 "/Mem 5") (pinfunction "SCK") (pintype "passive") (tstamp 7a866a36-9b6d-410d-93b0-76b9c5eb4f85)) + (net 88 "/Mem 5") (pinfunction "SCK") (pintype "passive") (tstamp 7a866a36-9b6d-410d-93b0-76b9c5eb4f85)) (pad "4" thru_hole circle (at 2.54 2.54 90) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 59 "/AUDIO") (pinfunction "MOSI") (pintype "passive") (tstamp a598d2ff-d965-46bb-a65d-e536cc2ca07f)) + (net 57 "/AUDIO") (pinfunction "MOSI") (pintype "passive") (tstamp a598d2ff-d965-46bb-a65d-e536cc2ca07f)) (pad "5" thru_hole circle (at 0 5.08 90) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") (net 9 "/~{RESET}") (pinfunction "~{RST}") (pintype "passive") (tstamp ebc4ca73-3f76-4e88-9d4d-b17d368e5c68)) (pad "6" thru_hole circle (at 2.54 5.08 90) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") @@ -2006,9 +2007,9 @@ (pad "" np_thru_hole circle (at -6.1 5.7 180) (size 1.7 1.7) (drill 1.7) (layers "*.Cu" "*.Mask") (tstamp 2d351f8b-cec1-4c65-9a5f-649e6f26e1a3)) (pad "" np_thru_hole circle (at -1.6 5.7 180) (size 1.8 1.8) (drill 1.8) (layers "*.Cu" "*.Mask") (tstamp 605c8d3f-a9d7-4afd-aea6-3f4d67959cf8)) (pad "1A" smd rect (at 0 0 180) (size 2.8 2.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 86 "/+7-15V") (pintype "passive") (tstamp 4aa5c3d2-fc28-4d33-b5ca-59b4c3b1d708)) + (net 84 "/+7-15V") (pintype "passive") (tstamp 4aa5c3d2-fc28-4d33-b5ca-59b4c3b1d708)) (pad "1B" smd rect (at -6.1 0 180) (size 2.8 2.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 86 "/+7-15V") (pintype "passive") (tstamp 58016ddf-1355-4056-90fe-80d6018c7474)) + (net 84 "/+7-15V") (pintype "passive") (tstamp 58016ddf-1355-4056-90fe-80d6018c7474)) (pad "2" smd rect (at -6.1 11.4 180) (size 2.8 2.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 2 "GND") (pintype "passive") (tstamp 428a10ac-8904-4910-9084-f6b4aa6a8fcb)) (pad "3" smd rect (at 0 11.4 180) (size 2.8 2.4) (layers "F.Cu" "F.Paste" "F.Mask") @@ -2064,7 +2065,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp e3794604-af3d-4616-b2dd-e48763e49b9d)) (pad "1" smd roundrect (at -0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 98 "Net-(J16-D+)") (pintype "passive") (tstamp ef4f5c6a-57dc-4969-b969-64a1797ade71)) + (net 96 "Net-(J16-D+)") (pintype "passive") (tstamp ef4f5c6a-57dc-4969-b969-64a1797ade71)) (pad "2" smd roundrect (at 0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 14 "GNDA") (pintype "passive") (tstamp 7a50b10a-acbe-4b49-ad70-6fb7a7ecb8ae)) (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" @@ -2228,7 +2229,7 @@ (fp_line (start 1.27 13.97) (end -1.27 13.97) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp a8f850d2-77d1-4b17-bf43-d85183ed0c4d)) (pad "1" thru_hole rect (at 0 0 180) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 90 "/Mem 5") (pinfunction "Pin_1") (pintype "passive") (tstamp dd7e2ae3-f491-462f-a443-25cba0fb7cb7)) + (net 88 "/Mem 5") (pinfunction "Pin_1") (pintype "passive") (tstamp dd7e2ae3-f491-462f-a443-25cba0fb7cb7)) (pad "2" thru_hole oval (at 0 2.54 180) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") (net 39 "/Mem 4") (pinfunction "Pin_2") (pintype "passive") (tstamp e3768d7b-492e-421f-a000-6123779a95d2)) (pad "3" thru_hole oval (at 0 5.08 180) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") @@ -2347,11 +2348,11 @@ (fp_circle (center -6.25 -2.25) (end -6.15 -2.25) (stroke (width 0.2) (type solid)) (fill none) (layer "F.Fab") (tstamp ed601a1c-fa56-4b6c-acd0-fe5c1425b3dc)) (pad "1" smd rect (at -4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 93 "Net-(S1-Pad3)") (pintype "passive") (tstamp fc3a39ce-3b05-4173-bd2b-503f421b821d)) + (net 91 "Net-(S1-Pad3)") (pintype "passive") (tstamp fc3a39ce-3b05-4173-bd2b-503f421b821d)) (pad "2" smd rect (at -4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 36 "Net-(J3-Pin_3)") (pintype "passive") (tstamp b12ed3f9-5ffc-4958-8373-ae7cec0128af)) (pad "3" smd rect (at 4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 94 "Net-(S2-Pad3)") (pinfunction "3") (pintype "passive") (tstamp 9b23294b-d779-4464-9fa0-8022d800a6c2)) + (net 92 "Net-(S2-Pad3)") (pinfunction "3") (pintype "passive") (tstamp 9b23294b-d779-4464-9fa0-8022d800a6c2)) (pad "4" smd rect (at 4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 36 "Net-(J3-Pin_3)") (pintype "passive") (tstamp ce6609e3-33f1-47f4-8ea5-e1cc94a4fe59)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_TS04-66-85-BK-160-SMT.step" @@ -2407,7 +2408,7 @@ (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 18 "Net-(C20-Pad1)") (pintype "passive") (tstamp 01c0197d-feeb-4a1b-8093-1da18118796e)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 92 "Net-(R22-Pad2)") (pintype "passive") (tstamp 4b58086d-3e69-4b4d-b8b9-5bb25fb70e1c)) + (net 90 "Net-(R22-Pad2)") (pintype "passive") (tstamp 4b58086d-3e69-4b4d-b8b9-5bb25fb70e1c)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -2440,13 +2441,13 @@ (pad "" thru_hole oval (at -5.8 0.3125 270) (size 2.4 3.825) (drill oval 1.9 3.425) (layers "*.Cu" "*.Mask") (tstamp e4e1dfc5-0261-4abd-a9f6-c204c0b985dc)) (pad "" thru_hole oval (at 5.8 0.3125 270) (size 2.4 3.825) (drill oval 1.9 3.425) (layers "*.Cu" "*.Mask") (tstamp 2296c937-0166-492e-b299-1ec49ad50f49)) (pad "A" thru_hole circle (at -2.5 1.25 270) (size 2 2) (drill 1) (layers "*.Cu" "*.Mask") - (net 72 "Net-(U2-PB0)") (pinfunction "A") (pintype "passive") (tstamp 3a5a7e86-4497-48b8-9c39-9156b2af3630)) + (net 70 "Net-(U2-PB0)") (pinfunction "A") (pintype "passive") (tstamp 3a5a7e86-4497-48b8-9c39-9156b2af3630)) (pad "B" thru_hole circle (at 2.5 1.25 270) (size 2 2) (drill 1) (layers "*.Cu" "*.Mask") - (net 73 "Net-(U2-PB1)") (pinfunction "B") (pintype "passive") (tstamp 77be4307-4150-4e7e-9581-5dd7728a632d)) + (net 71 "Net-(U2-PB1)") (pinfunction "B") (pintype "passive") (tstamp 77be4307-4150-4e7e-9581-5dd7728a632d)) (pad "C" thru_hole circle (at 0 1.25 270) (size 2 2) (drill 1) (layers "*.Cu" "*.Mask") (net 2 "GND") (pinfunction "C") (pintype "passive") (tstamp d2106e86-6a9c-4367-bfae-11e308d1f31f)) (pad "S1" thru_hole circle (at -2.5 -1.25 270) (size 2 2) (drill 1) (layers "*.Cu" "*.Mask") - (net 64 "Net-(U2-PB2)") (pinfunction "S1") (pintype "passive") (tstamp 328caeb8-6d6d-474b-b6a9-8aad99e4f6dd)) + (net 62 "Net-(U2-PB2)") (pinfunction "S1") (pintype "passive") (tstamp 328caeb8-6d6d-474b-b6a9-8aad99e4f6dd)) (pad "S2" thru_hole circle (at 2.5 -1.25 270) (size 2 2) (drill 1) (layers "*.Cu" "*.Mask") (net 2 "GND") (pinfunction "S2") (pintype "passive") (tstamp 75563297-bfc9-4084-abca-3cc36d53119e)) (model "${KIPRJMOD}/3D-Models/ec11b15242af.step" @@ -2537,11 +2538,11 @@ (pad "1" smd rect (at -1.1 3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") (net 14 "GNDA") (pintype "passive") (tstamp 7a5bd1a7-d222-42e5-b387-3610506f4a72)) (pad "2" smd rect (at 8.3 3.7 180) (size 2.8 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 87 "/Ext Left Paddle") (pintype "passive") (tstamp 0dd14a43-6425-4ec1-aa84-b56ec87c75c1)) + (net 85 "/Ext Left Paddle") (pintype "passive") (tstamp 0dd14a43-6425-4ec1-aa84-b56ec87c75c1)) (pad "3" smd rect (at 0.9 -3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 88 "/Ext Right Paddle") (pintype "passive") (tstamp a162bcda-dcaf-455f-a952-b29bd9377da9)) + (net 86 "/Ext Right Paddle") (pintype "passive") (tstamp a162bcda-dcaf-455f-a952-b29bd9377da9)) (pad "4" smd rect (at 12.3 -0.75 180) (size 2.6 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 82 "unconnected-(J9-Pad4)") (pintype "passive+no_connect") (tstamp 22334970-95f2-4149-8f45-3f75c3042b8a)) + (net 80 "unconnected-(J9-Pad4)") (pintype "passive+no_connect") (tstamp 22334970-95f2-4149-8f45-3f75c3042b8a)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_SJ-3524-SMT-TR-BE.step" (offset (xyz -3.5 0 0)) (scale (xyz 1 1 1)) @@ -2799,13 +2800,13 @@ (fp_line (start 0 7.92) (end 0 7.32) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp aba4971a-ab6c-48c8-af39-7a80865ac3fd)) (pad "1" thru_hole rect (at 0 0) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 2 "GND") (pinfunction "Pin_1") (pintype "passive") (tstamp 6bbb546e-c4e0-4357-978a-b6fde0ac9091)) + (net 100 "/SDA") (pinfunction "Pin_1") (pintype "passive") (tstamp 6bbb546e-c4e0-4357-978a-b6fde0ac9091)) (pad "2" thru_hole oval (at 0 2.54) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 1 "+5V") (pinfunction "Pin_2") (pintype "passive") (tstamp edcd3ab6-18b8-4421-835a-ad1c6c430d59)) + (net 101 "/SCL") (pinfunction "Pin_2") (pintype "passive") (tstamp edcd3ab6-18b8-4421-835a-ad1c6c430d59)) (pad "3" thru_hole oval (at 0 5.08) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 43 "/SCL Display") (pinfunction "Pin_3") (pintype "passive") (tstamp 03b9652d-0007-4fc0-93a0-d9a1a3bdbc1c)) + (net 1 "+5V") (pinfunction "Pin_3") (pintype "passive") (tstamp 03b9652d-0007-4fc0-93a0-d9a1a3bdbc1c)) (pad "4" thru_hole oval (at 0 7.62) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 44 "/SDA Display") (pinfunction "Pin_4") (pintype "passive") (tstamp 5499ae6c-f9da-43a0-be92-c1c78b712588)) + (net 2 "GND") (pinfunction "Pin_4") (pintype "passive") (tstamp 5499ae6c-f9da-43a0-be92-c1c78b712588)) (model "${KICAD6_3DMODEL_DIR}/Connector_PinSocket_2.54mm.3dshapes/PinSocket_1x04_P2.54mm_Horizontal.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -2846,7 +2847,7 @@ (fp_circle (center 0 0) (end 1.5 0) (stroke (width 0.05) (type solid)) (fill none) (layer "F.CrtYd") (tstamp cf3ede8c-4040-4c0f-88c1-9507e078ed82)) (pad "1" smd circle (at 0 0) (size 2 2) (layers "F.Cu" "F.Mask") - (net 92 "Net-(R22-Pad2)") (pinfunction "1") (pintype "passive") (tstamp 30d8911d-56b4-4dc8-aec5-e5e8b49981a1)) + (net 90 "Net-(R22-Pad2)") (pinfunction "1") (pintype "passive") (tstamp 30d8911d-56b4-4dc8-aec5-e5e8b49981a1)) ) (footprint "LED_SMD:LED_0805_2012Metric_Pad1.15x1.40mm_HandSolder" (layer "F.Cu") @@ -3124,11 +3125,11 @@ (pad "1" smd rect (at -1.1 3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") (net 2 "GND") (pintype "passive") (tstamp 9f4732e7-d7de-4a32-a907-63bf08646fd7)) (pad "2" smd rect (at 8.3 3.7 180) (size 2.8 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 47 "/Straight Key") (pintype "passive") (tstamp 90579c76-ab9a-4b74-a28a-8705856d2a00)) + (net 45 "/Straight Key") (pintype "passive") (tstamp 90579c76-ab9a-4b74-a28a-8705856d2a00)) (pad "3" smd rect (at 0.9 -3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 47 "/Straight Key") (pintype "passive") (tstamp c35b474f-b90b-4f1b-84c9-36b3ec367b04)) + (net 45 "/Straight Key") (pintype "passive") (tstamp c35b474f-b90b-4f1b-84c9-36b3ec367b04)) (pad "4" smd rect (at 12.3 -0.75 180) (size 2.6 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 80 "unconnected-(J8-Pad4)") (pintype "passive+no_connect") (tstamp 313b8e75-bf35-4447-9bb6-b9bff1b41e28)) + (net 78 "unconnected-(J8-Pad4)") (pintype "passive+no_connect") (tstamp 313b8e75-bf35-4447-9bb6-b9bff1b41e28)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_SJ-3524-SMT-TR.step" (offset (xyz -3.5 0 0)) (scale (xyz 1 1 1)) @@ -3180,9 +3181,9 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp b873d020-fc47-41a9-9617-afd9e100c7fa)) (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 66 "Net-(U3-USBDM)") (pintype "passive") (tstamp 0f2a6868-a50d-46de-a79b-44f9577cfc9f)) + (net 64 "Net-(U3-USBDM)") (pintype "passive") (tstamp 0f2a6868-a50d-46de-a79b-44f9577cfc9f)) (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 97 "Net-(J16-D-)") (pintype "passive") (tstamp 004980a8-5c99-44ea-baa1-76da2a60f155)) + (net 95 "Net-(J16-D-)") (pintype "passive") (tstamp 004980a8-5c99-44ea-baa1-76da2a60f155)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -3234,7 +3235,7 @@ (fp_line (start 1.6 1.25) (end -1.6 1.25) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp b1c00470-c204-4d0c-a029-6095d878c9fd)) (pad "1" smd roundrect (at -1.4 0 180) (size 1.25 2.65) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.2) - (net 86 "/+7-15V") (pintype "passive") (tstamp 1b5f9dd2-c50f-43d9-9768-01cf5f9b97b0)) + (net 84 "/+7-15V") (pintype "passive") (tstamp 1b5f9dd2-c50f-43d9-9768-01cf5f9b97b0)) (pad "2" smd roundrect (at 1.4 0 180) (size 1.25 2.65) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.2) (net 25 "Net-(D1-A)") (pintype "passive") (tstamp 33ce2dab-bb1c-41d4-af38-c6efb2afbf6f)) (model "${KICAD6_3DMODEL_DIR}/Fuse.3dshapes/Fuse_1210_3225Metric.wrl" @@ -3290,7 +3291,7 @@ (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 1 "+5V") (pintype "passive") (tstamp 1cbde572-24a5-433e-9262-158bd71189b9)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 47 "/Straight Key") (pintype "passive") (tstamp 881a2635-c08e-4e8c-92cb-21643a9dcdb5)) + (net 45 "/Straight Key") (pintype "passive") (tstamp 881a2635-c08e-4e8c-92cb-21643a9dcdb5)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -3379,11 +3380,11 @@ (pad "1" smd rect (at -1.1 3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") (net 14 "GNDA") (pintype "passive") (tstamp bc57fb0c-23ba-4631-9ca1-aeb40ade244e)) (pad "2" smd rect (at 8.3 3.7 180) (size 2.8 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 87 "/Ext Left Paddle") (pintype "passive") (tstamp 878bb7f7-bae2-42ee-8a66-0c48c1c843e3)) + (net 85 "/Ext Left Paddle") (pintype "passive") (tstamp 878bb7f7-bae2-42ee-8a66-0c48c1c843e3)) (pad "3" smd rect (at 0.9 -3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 88 "/Ext Right Paddle") (pintype "passive") (tstamp e64197da-7a8e-4147-b447-cbb74286a432)) + (net 86 "/Ext Right Paddle") (pintype "passive") (tstamp e64197da-7a8e-4147-b447-cbb74286a432)) (pad "4" smd rect (at 12.3 -0.75 180) (size 2.6 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 83 "unconnected-(J10-Pad4)") (pintype "passive+no_connect") (tstamp 313cd0d0-e7e6-4d81-aaa5-18772273020f)) + (net 81 "unconnected-(J10-Pad4)") (pintype "passive+no_connect") (tstamp 313cd0d0-e7e6-4d81-aaa5-18772273020f)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_SJ-3524-SMT-TR-BE.step" (offset (xyz -3.5 0 0)) (scale (xyz 1 1 1)) @@ -3472,11 +3473,11 @@ (pad "1" smd rect (at -1.1 3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") (net 14 "GNDA") (pintype "passive") (tstamp 50b9f6a6-ba39-4800-aac5-e6b2aee8ef3c)) (pad "2" smd rect (at 8.3 3.7 180) (size 2.8 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 52 "Net-(J13-Pin_4)") (pintype "passive") (tstamp f06da202-033b-4ddb-bdd8-d7f4c907d4c7)) + (net 50 "Net-(J13-Pin_4)") (pintype "passive") (tstamp f06da202-033b-4ddb-bdd8-d7f4c907d4c7)) (pad "3" smd rect (at 0.9 -3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 52 "Net-(J13-Pin_4)") (pintype "passive") (tstamp 289d2079-9408-45a2-bc66-70b0db4f94c8)) + (net 50 "Net-(J13-Pin_4)") (pintype "passive") (tstamp 289d2079-9408-45a2-bc66-70b0db4f94c8)) (pad "4" smd rect (at 12.3 -0.75 180) (size 2.6 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 84 "unconnected-(J11-Pad4)") (pintype "passive+no_connect") (tstamp 83a2c180-4611-40db-8392-e562c179184b)) + (net 82 "unconnected-(J11-Pad4)") (pintype "passive+no_connect") (tstamp 83a2c180-4611-40db-8392-e562c179184b)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_SJ-3524-SMT-TR.step" (offset (xyz -3.5 0 0)) (scale (xyz 1 1 1)) @@ -3618,11 +3619,11 @@ (fp_line (start 3.4 7.4) (end 3.4 -2.4) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 7f9474d8-9968-4199-a92d-f6cc503f9bcf)) (pad "1" thru_hole rect (at 0 0 180) (size 1.8 1.8) (drill 1) (layers "*.Cu" "*.Mask") - (net 92 "Net-(R22-Pad2)") (pinfunction "1") (pintype "passive") (tstamp d3b8911e-2837-440c-a88d-9a0fa57d843e)) + (net 102 "Net-(C22-Pad1)") (pinfunction "1") (pintype "passive") (tstamp d3b8911e-2837-440c-a88d-9a0fa57d843e)) (pad "2" thru_hole circle (at 0 2.5 180) (size 1.8 1.8) (drill 1) (layers "*.Cu" "*.Mask") (net 19 "Net-(C21-Pad1)") (pinfunction "2") (pintype "passive") (tstamp fb0aabc5-b0cd-4fa3-8661-c4de3e20b8ff)) (pad "3" thru_hole circle (at 0 5 180) (size 1.8 1.8) (drill 1) (layers "*.Cu" "*.Mask") - (net 2 "GND") (pinfunction "3") (pintype "passive") (tstamp 63b21e5c-c8ea-43e9-90aa-aa0476e92d2e)) + (net 90 "Net-(R22-Pad2)") (pinfunction "3") (pintype "passive") (tstamp 63b21e5c-c8ea-43e9-90aa-aa0476e92d2e)) (pad "MP" thru_hole roundrect (at 3.3 -2.5 180) (size 4 3) (drill oval 2.1 1.8) (layers "*.Cu" "*.Mask") (roundrect_rratio 0.25) (tstamp a2334b7d-1385-4baa-8d08-ab0e064ee077)) (pad "MP" thru_hole roundrect (at 3.3 7.5 180) (size 4 3) (drill oval 2.1 1.8) (layers "*.Cu" "*.Mask") (roundrect_rratio 0.25) (tstamp 9f66edbb-789a-4413-948c-611e451aac74)) (zone (net 0) (net_name "") (layer "F.Cu") (tstamp 25a16326-561f-4bad-98a2-65f963d4edd1) (name "Copper Keep Out") (hatch full 0.508) @@ -3704,7 +3705,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp bdbd4632-82ef-49f4-b10e-04c8e22f74eb)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 91 "Net-(R3-Pad1)") (pintype "passive") (tstamp 97461146-2d10-422b-b452-b631e3715527)) + (net 89 "Net-(R3-Pad1)") (pintype "passive") (tstamp 97461146-2d10-422b-b452-b631e3715527)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 41 "/Mem 2") (pintype "passive") (tstamp 57f44d51-e705-4159-854e-4af89c67d0df)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -4084,9 +4085,9 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 43f88bd8-6584-457e-9d93-3306e5f55bc1)) (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 63 "/TRX 2") (pintype "passive") (tstamp 1636ae73-6bc5-4316-a8df-187767774290)) + (net 61 "/TRX 2") (pintype "passive") (tstamp 1636ae73-6bc5-4316-a8df-187767774290)) (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 61 "Net-(OC1-Pad3)") (pintype "passive") (tstamp 650e95cb-b073-4a41-ba04-1b22370e9a03)) + (net 59 "Net-(OC1-Pad3)") (pintype "passive") (tstamp 650e95cb-b073-4a41-ba04-1b22370e9a03)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4141,11 +4142,11 @@ (fp_circle (center -6.25 -2.25) (end -6.15 -2.25) (stroke (width 0.2) (type solid)) (fill none) (layer "F.Fab") (tstamp a543081c-7248-4541-9bbc-ab65756ffeb9)) (pad "1" smd rect (at -4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 94 "Net-(S2-Pad3)") (pintype "passive") (tstamp b899bad4-aac8-4868-aeb2-7a60b91123f8)) + (net 92 "Net-(S2-Pad3)") (pintype "passive") (tstamp b899bad4-aac8-4868-aeb2-7a60b91123f8)) (pad "2" smd rect (at -4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 37 "Net-(J3-Pin_4)") (pintype "passive") (tstamp 279eeaf6-6d88-4285-9a5d-c6367572a60e)) (pad "3" smd rect (at 4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 95 "Net-(S3-Pad3)") (pinfunction "3") (pintype "passive") (tstamp 71fdeb8e-46c0-4742-9172-e96754f7ef98)) + (net 93 "Net-(S3-Pad3)") (pinfunction "3") (pintype "passive") (tstamp 71fdeb8e-46c0-4742-9172-e96754f7ef98)) (pad "4" smd rect (at 4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 37 "Net-(J3-Pin_4)") (pintype "passive") (tstamp 876dcb2d-7d28-440b-b15a-a75e04855f19)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_TS04-66-85-BK-160-SMT.step" @@ -4201,7 +4202,7 @@ (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 21 "Net-(C22-Pad2)") (pintype "passive") (tstamp 04ce025e-3468-4fd0-804a-69e94ae93e95)) (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 71 "Net-(U4-IN-)") (pintype "passive") (tstamp ca304186-3bb9-4000-9669-af366c04712f)) + (net 69 "Net-(U4-IN-)") (pintype "passive") (tstamp ca304186-3bb9-4000-9669-af366c04712f)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4256,13 +4257,13 @@ (fp_circle (center -6.25 -2.25) (end -6.15 -2.25) (stroke (width 0.2) (type solid)) (fill none) (layer "F.Fab") (tstamp cac6df34-88f2-40f8-8076-2ed4af52d34f)) (pad "1" smd rect (at -4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 95 "Net-(S3-Pad3)") (pintype "passive") (tstamp 569f0dd9-a328-42f8-9851-fcd73f9c692a)) + (net 93 "Net-(S3-Pad3)") (pintype "passive") (tstamp 569f0dd9-a328-42f8-9851-fcd73f9c692a)) (pad "2" smd rect (at -4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 68 "Net-(J3-Pin_5)") (pintype "passive") (tstamp b6b39a6e-d698-4dea-acab-920ece1c41c6)) + (net 66 "Net-(J3-Pin_5)") (pintype "passive") (tstamp b6b39a6e-d698-4dea-acab-920ece1c41c6)) (pad "3" smd rect (at 4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 96 "Net-(S4-Pad3)") (pinfunction "3") (pintype "passive") (tstamp bbf5bcf6-2217-4f2f-8428-907f0ff2d319)) + (net 94 "Net-(S4-Pad3)") (pinfunction "3") (pintype "passive") (tstamp bbf5bcf6-2217-4f2f-8428-907f0ff2d319)) (pad "4" smd rect (at 4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 68 "Net-(J3-Pin_5)") (pintype "passive") (tstamp 860b8d85-6c68-44bd-b036-acef3655bf22)) + (net 66 "Net-(J3-Pin_5)") (pintype "passive") (tstamp 860b8d85-6c68-44bd-b036-acef3655bf22)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_TS04-66-85-BK-160-SMT.step" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4351,11 +4352,11 @@ (pad "1" smd rect (at -1.1 3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") (net 2 "GND") (pintype "passive") (tstamp 906a5b6e-95c6-484e-b859-82848d15ba03)) (pad "2" smd rect (at 8.3 3.7 180) (size 2.8 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 45 "/Left Paddle") (pintype "passive") (tstamp 43d4d600-3c0d-48db-9b67-86c647c2ec76)) + (net 43 "/Left Paddle") (pintype "passive") (tstamp 43d4d600-3c0d-48db-9b67-86c647c2ec76)) (pad "3" smd rect (at 0.9 -3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 46 "/Right Paddle") (pintype "passive") (tstamp def2e3f9-99d0-4a97-a36d-40cb8d65de51)) + (net 44 "/Right Paddle") (pintype "passive") (tstamp def2e3f9-99d0-4a97-a36d-40cb8d65de51)) (pad "4" smd rect (at 12.3 -0.75 180) (size 2.6 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 81 "unconnected-(J7-Pad4)") (pintype "passive+no_connect") (tstamp 1f4ca8e8-2475-48fe-a03b-74bc66de106b)) + (net 79 "unconnected-(J7-Pad4)") (pintype "passive+no_connect") (tstamp 1f4ca8e8-2475-48fe-a03b-74bc66de106b)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_SJ-3524-SMT-TR-BE.step" (offset (xyz -3.5 0 0)) (scale (xyz 1 1 1)) @@ -4461,9 +4462,9 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp c060f5c3-db34-4f4d-bef7-77bb093668bf)) (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 62 "/TRX 1") (pintype "passive") (tstamp a98ba48c-1ce8-4c5a-89d3-a80f852b6482)) + (net 60 "/TRX 1") (pintype "passive") (tstamp a98ba48c-1ce8-4c5a-89d3-a80f852b6482)) (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 60 "Net-(OC1-Pad1)") (pintype "passive") (tstamp 966f5dc4-9073-4228-9e36-3b1f0ab7e61b)) + (net 58 "Net-(OC1-Pad1)") (pintype "passive") (tstamp 966f5dc4-9073-4228-9e36-3b1f0ab7e61b)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4600,11 +4601,11 @@ (fp_line (start 1.95 2.45) (end -1.95 2.45) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 66bac83f-7ee0-4947-bc69-591337b1c1a3)) (pad "1" smd roundrect (at -2.575 -1.905) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 60 "Net-(OC1-Pad1)") (pintype "passive") (tstamp d40d2ac2-7655-46b6-a888-71aafb58761a)) + (net 58 "Net-(OC1-Pad1)") (pintype "passive") (tstamp d40d2ac2-7655-46b6-a888-71aafb58761a)) (pad "2" smd roundrect (at -2.575 -0.635) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 2 "GND") (pintype "passive") (tstamp 47d65485-fbc4-4f9d-8a45-bc19365a2488)) (pad "3" smd roundrect (at -2.575 0.635) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 61 "Net-(OC1-Pad3)") (pintype "passive") (tstamp 8b04f1b3-b4b3-4df3-b209-420e21664e20)) + (net 59 "Net-(OC1-Pad3)") (pintype "passive") (tstamp 8b04f1b3-b4b3-4df3-b209-420e21664e20)) (pad "4" smd roundrect (at -2.575 1.905) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 2 "GND") (pintype "passive") (tstamp 61540f5d-2c43-4b81-a237-59eaaebc3899)) (pad "5" smd roundrect (at 2.575 1.905) (size 1.75 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) @@ -4666,7 +4667,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 70364ec3-b09f-4a87-b91a-28a32cc80856)) (pad "1" smd roundrect (at -0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 54 "Net-(J13-Pin_6)") (pintype "passive") (tstamp da35a9a4-d6b5-4ac3-a375-82531b75c8e6)) + (net 52 "Net-(J13-Pin_6)") (pintype "passive") (tstamp da35a9a4-d6b5-4ac3-a375-82531b75c8e6)) (pad "2" smd roundrect (at 0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 15 "Net-(U3-3V3OUT)") (pintype "passive") (tstamp 6d25c922-bd53-4931-883a-a06599bea261)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -4722,7 +4723,7 @@ (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 1 "+5V") (pintype "passive") (tstamp f3f2e5ef-8e58-4b61-82b1-35c6e975f297)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 45 "/Left Paddle") (pintype "passive") (tstamp f4f9c079-672b-44ba-8bc9-bae0c6546bab)) + (net 43 "/Left Paddle") (pintype "passive") (tstamp f4f9c079-672b-44ba-8bc9-bae0c6546bab)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -4828,7 +4829,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 96c6fb92-47c5-40a3-bda3-7abe219beb2c)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 65 "/Key") (pintype "passive") (tstamp 30581131-ae44-44a5-82bc-c3ef35c569ff)) + (net 63 "/Key") (pintype "passive") (tstamp 30581131-ae44-44a5-82bc-c3ef35c569ff)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 26 "Net-(D2-A)") (pintype "passive") (tstamp 33bb3304-3769-4cbc-a4f5-1a1d3d2832b6)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -4878,7 +4879,7 @@ (effects (font (size 1 1) (thickness 0.15))) (tstamp b4d7e252-a51d-4401-983f-ce3fa59f0d58) ) - (fp_text value "10nF" (at 0 1.68) (layer "F.Fab") + (fp_text value "7.5nF" (at 0 1.68) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) (tstamp 49adb2f7-e174-48ea-9046-793811eafb86) ) @@ -5076,7 +5077,7 @@ (pad "2" smd rect (at -4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 35 "Net-(J3-Pin_2)") (pintype "passive") (tstamp c0610a24-229d-42e7-a297-b7c66f46a98f)) (pad "3" smd rect (at 4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 93 "Net-(S1-Pad3)") (pinfunction "3") (pintype "passive") (tstamp 56c100a0-302c-4f8f-99cf-c2fab6ac39e5)) + (net 91 "Net-(S1-Pad3)") (pinfunction "3") (pintype "passive") (tstamp 56c100a0-302c-4f8f-99cf-c2fab6ac39e5)) (pad "4" smd rect (at 4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 35 "Net-(J3-Pin_2)") (pintype "passive") (tstamp e7f604a4-7a75-4704-a329-c8dda4b824c9)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_TS04-66-85-BK-160-SMT.step" @@ -5280,7 +5281,7 @@ (effects (font (size 1 1) (thickness 0.15))) (tstamp f58bc2d5-5618-452e-9d8e-796a56918ada) ) - (fp_text value "33mH" (at 0 2.28) (layer "F.Fab") + (fp_text value "68mH" (at 0 2.28) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) (tstamp 1237978c-58cb-44ab-a908-fe34ae845c5c) ) @@ -5366,13 +5367,13 @@ (fp_circle (center -6.25 -2.25) (end -6.15 -2.25) (stroke (width 0.2) (type solid)) (fill none) (layer "F.Fab") (tstamp 7f347f1c-3f0b-42e7-bbf4-f68f1153b863)) (pad "1" smd rect (at -4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 96 "Net-(S4-Pad3)") (pintype "passive") (tstamp b9a7c095-5335-4078-9c78-4b35c2ce1d03)) + (net 94 "Net-(S4-Pad3)") (pintype "passive") (tstamp b9a7c095-5335-4078-9c78-4b35c2ce1d03)) (pad "2" smd rect (at -4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 89 "Net-(J3-Pin_6)") (pintype "passive") (tstamp 534c3633-5fc6-4ff9-9eb7-a3a745f27e63)) + (net 87 "Net-(J3-Pin_6)") (pintype "passive") (tstamp 534c3633-5fc6-4ff9-9eb7-a3a745f27e63)) (pad "3" smd rect (at 4.55 -2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 34 "Net-(J3-Pin_1)") (pinfunction "3") (pintype "passive") (tstamp 631f5d62-8a00-4f91-8573-d0907c9cb150)) (pad "4" smd rect (at 4.55 2.25) (size 2.1 1.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 89 "Net-(J3-Pin_6)") (pintype "passive") (tstamp 423e4c2a-f864-42e8-8ae0-e82a67cde8fe)) + (net 87 "Net-(J3-Pin_6)") (pintype "passive") (tstamp 423e4c2a-f864-42e8-8ae0-e82a67cde8fe)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_TS04-66-85-BK-160-SMT.step" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -5494,21 +5495,21 @@ (pad "1" thru_hole rect (at 0 0) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") (net 1 "+5V") (pinfunction "Pin_1") (pintype "passive") (tstamp b7890dfe-a14b-403d-9c64-fe41954bf528)) (pad "2" thru_hole oval (at 0 2.54) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 45 "/Left Paddle") (pinfunction "Pin_2") (pintype "passive") (tstamp 22d00195-acc0-4d6d-bafb-c302b1229966)) + (net 43 "/Left Paddle") (pinfunction "Pin_2") (pintype "passive") (tstamp 22d00195-acc0-4d6d-bafb-c302b1229966)) (pad "3" thru_hole oval (at 0 5.08) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 46 "/Right Paddle") (pinfunction "Pin_3") (pintype "passive") (tstamp 264d75f9-7d13-4e9c-ac1b-7afcc39bb6f5)) + (net 44 "/Right Paddle") (pinfunction "Pin_3") (pintype "passive") (tstamp 264d75f9-7d13-4e9c-ac1b-7afcc39bb6f5)) (pad "4" thru_hole oval (at 0 7.62) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 47 "/Straight Key") (pinfunction "Pin_4") (pintype "passive") (tstamp 4f90458b-564f-4020-9de2-92bfd93dfde4)) + (net 45 "/Straight Key") (pinfunction "Pin_4") (pintype "passive") (tstamp 4f90458b-564f-4020-9de2-92bfd93dfde4)) (pad "5" thru_hole oval (at 0 10.16) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") (net 2 "GND") (pinfunction "Pin_5") (pintype "passive") (tstamp a24b80f7-335a-42bb-af5d-e995297a76bb)) (pad "6" thru_hole oval (at 0 12.7) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 49 "/RxD") (pinfunction "Pin_6") (pintype "passive") (tstamp 49d7de8b-45e9-4255-8dd7-9fb44b5b297b)) + (net 47 "/RxD") (pinfunction "Pin_6") (pintype "passive") (tstamp 49d7de8b-45e9-4255-8dd7-9fb44b5b297b)) (pad "7" thru_hole oval (at 0 15.24) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 48 "/TxD") (pinfunction "Pin_7") (pintype "passive") (tstamp fab5e483-c374-4e34-aa1d-5a6eea574ac6)) + (net 46 "/TxD") (pinfunction "Pin_7") (pintype "passive") (tstamp fab5e483-c374-4e34-aa1d-5a6eea574ac6)) (pad "8" thru_hole oval (at 0 17.78) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 50 "unconnected-(J12-Pin_8-Pad8)") (pinfunction "Pin_8") (pintype "passive+no_connect") (tstamp cba086ab-cb46-49c7-b5c3-83d167744020)) + (net 48 "unconnected-(J12-Pin_8-Pad8)") (pinfunction "Pin_8") (pintype "passive+no_connect") (tstamp cba086ab-cb46-49c7-b5c3-83d167744020)) (pad "9" thru_hole oval (at 0 20.32) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") - (net 51 "unconnected-(J12-Pin_9-Pad9)") (pinfunction "Pin_9") (pintype "passive+no_connect") (tstamp 8e207547-6e63-49cb-a96c-a59b8df07099)) + (net 49 "unconnected-(J12-Pin_9-Pad9)") (pinfunction "Pin_9") (pintype "passive+no_connect") (tstamp 8e207547-6e63-49cb-a96c-a59b8df07099)) (pad "10" thru_hole oval (at 0 22.86) (size 1.7 1.7) (drill 1) (layers "*.Cu" "*.Mask") (net 2 "GND") (pinfunction "Pin_10") (pintype "passive") (tstamp dc008a45-e945-4eee-8a3b-e5c17f2d18c8)) (model "${KICAD6_3DMODEL_DIR}/Connector_PinSocket_2.54mm.3dshapes/PinSocket_1x10_P2.54mm_Vertical.wrl" @@ -5959,7 +5960,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 66fb8a2e-427c-4ed0-a6d1-17c5d2525a24)) (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 91 "Net-(R3-Pad1)") (pintype "passive") (tstamp 742f9948-8ca5-4b73-b417-da59e930880d)) + (net 89 "Net-(R3-Pad1)") (pintype "passive") (tstamp 742f9948-8ca5-4b73-b417-da59e930880d)) (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 40 "/Mem 3") (pintype "passive") (tstamp fa1c7ce9-f634-47ef-a23c-6547b4687683)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -6067,7 +6068,7 @@ (fp_line (start 1 0.625) (end -1 0.625) (stroke (width 0.1) (type solid)) (layer "F.Fab") (tstamp 60c5877c-bb5c-4647-86bb-71e2e1446457)) (pad "1" smd roundrect (at -0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 55 "Net-(J13-Pin_7)") (pintype "passive") (tstamp f6c6713f-c167-4c86-a0d2-8f81c6e3b10c)) + (net 53 "Net-(J13-Pin_7)") (pintype "passive") (tstamp f6c6713f-c167-4c86-a0d2-8f81c6e3b10c)) (pad "2" smd roundrect (at 0.9125 0 90) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 15 "Net-(U3-3V3OUT)") (pintype "passive") (tstamp 7bb3fb38-3452-4ba7-931e-6809200ddbeb)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" @@ -6077,6 +6078,60 @@ ) ) + (footprint "Resistor_SMD:R_0805_2012Metric_Pad1.20x1.40mm_HandSolder" (layer "F.Cu") + (tstamp e7b1f317-76b9-47f5-8a9a-8d7944b60070) + (at 6.9596 50.2252 90) + (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal with elongated pad for handsoldering. (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") + (tags "resistor handsolder") + (property "Sheetfile" "BJ-Keyer.kicad_sch") + (property "Sheetname" "") + (property "ki_description" "Resistor, small symbol") + (property "ki_keywords" "R resistor") + (path "/50a4afad-d915-4f5b-9dfd-e26bea05862f") + (attr smd) + (fp_text reference "R28" (at 0 -1.65 90) (layer "F.SilkS") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp 5a06419d-0a5f-43ee-a97b-db74c5ff9c4a) + ) + (fp_text value "0R" (at 0 1.65 90) (layer "F.Fab") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp ac84e9f7-1acd-4aff-941d-3f8363468709) + ) + (fp_text user "${REFERENCE}" (at 0 0 90) (layer "F.Fab") + (effects (font (size 0.5 0.5) (thickness 0.08))) + (tstamp ef1af939-156f-4a05-9963-f218b9f529bf) + ) + (fp_line (start -0.227064 -0.735) (end 0.227064 -0.735) + (stroke (width 0.12) (type solid)) 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"F.Cu") (tstamp e833846a-bbae-4b27-af8d-245adcd2ac2d) (at 96.1185 12.192 180) @@ -6162,7 +6217,7 @@ (pad "3" smd rect (at 0.9 -3.7 180) (size 2.2 2.8) (layers "F.Cu" "F.Paste" "F.Mask") (net 4 "Net-(C6-Pad1)") (pintype "passive") (tstamp 88e5870d-5535-49dc-b044-e937aaea94cc)) (pad "4" smd rect (at 12.3 -0.75 180) (size 2.6 2.8) (layers "F.Cu" "F.Paste" "F.Mask") - (net 78 "unconnected-(J2-Pad4)") (pintype "passive+no_connect") (tstamp 16e2df6f-0fad-4a69-88ab-2804db19a642)) + (net 76 "unconnected-(J2-Pad4)") (pintype "passive+no_connect") (tstamp 16e2df6f-0fad-4a69-88ab-2804db19a642)) (model "${KIPRJMOD}/3D-Models/CUI_DEVICES_SJ-3524-SMT-TR-GR.step" (offset (xyz -3.5 0 0)) (scale (xyz 1 1 1)) @@ -6226,15 +6281,15 @@ (pad "1" thru_hole rect (at 0 0 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") (net 9 "/~{RESET}") (pinfunction "~{RESET}/PC6") (pintype "bidirectional") (tstamp 0dbb1a14-c7a1-46cd-9725-cd1239b152d1)) (pad "2" thru_hole oval (at 0 2.54 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") - (net 49 "/RxD") (pinfunction "PD0") (pintype "bidirectional") (tstamp 113b8276-35f7-4eeb-bd0e-ab9b38523d6b)) + (net 47 "/RxD") (pinfunction "PD0") (pintype "bidirectional") (tstamp 113b8276-35f7-4eeb-bd0e-ab9b38523d6b)) (pad "3" thru_hole oval (at 0 5.08 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") - (net 48 "/TxD") (pinfunction "PD1") (pintype "bidirectional") (tstamp 195c16e6-b6bc-45c9-9c73-fcf9f3bf2d19)) + (net 46 "/TxD") (pinfunction "PD1") (pintype "bidirectional") (tstamp 195c16e6-b6bc-45c9-9c73-fcf9f3bf2d19)) (pad "4" thru_hole oval (at 0 7.62 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") - (net 45 "/Left Paddle") (pinfunction "PD2") (pintype "bidirectional") (tstamp 5d78fbd9-c1dd-4255-8438-dd65b3a4020a)) + (net 43 "/Left Paddle") (pinfunction "PD2") (pintype "bidirectional") (tstamp 5d78fbd9-c1dd-4255-8438-dd65b3a4020a)) (pad "5" thru_hole oval (at 0 10.16 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") - (net 46 "/Right Paddle") (pinfunction "PD3") (pintype "bidirectional") (tstamp 05a27a90-17b9-4331-b227-b8c5e99229f3)) + (net 44 "/Right Paddle") (pinfunction "PD3") (pintype "bidirectional") (tstamp 05a27a90-17b9-4331-b227-b8c5e99229f3)) (pad "6" thru_hole oval (at 0 12.7 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") - (net 47 "/Straight Key") (pinfunction "PD4") (pintype "bidirectional") (tstamp 2f8c5e0e-f963-4469-893f-8a870ca50ccd)) + (net 45 "/Straight Key") (pinfunction "PD4") (pintype "bidirectional") (tstamp 2f8c5e0e-f963-4469-893f-8a870ca50ccd)) (pad "7" thru_hole oval (at 0 15.24 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") (net 1 "+5V") (pinfunction "VCC") (pintype "power_in") (tstamp d74d8ca5-41e5-4670-bc35-0c445eb3ce73)) (pad "8" thru_hole oval (at 0 17.78 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") @@ -6250,17 +6305,17 @@ (pad "13" thru_hole oval (at 0 30.48 270) (size 1.6 1.6) (drill 0.8) (layers "*.Cu" "*.Mask") (net 40 "/Mem 3") (pinfunction 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43 "/SCL Display") (pinfunction "PC5") (pintype "bidirectional") (tstamp 72adffe7-5d76-438f-ad2d-d54add73d9a5)) + (net 101 "/SCL") (pinfunction "PC5") (pintype "bidirectional") (tstamp 72adffe7-5d76-438f-ad2d-d54add73d9a5)) (model "${KICAD6_3DMODEL_DIR}/Package_DIP.3dshapes/DIP-28_W7.62mm.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -6386,7 +6441,7 @@ (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 1 "+5V") (pintype "passive") (tstamp 61db8706-2c93-4326-8c4e-afd92dd16828)) (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) - (net 46 "/Right Paddle") (pintype "passive") (tstamp a065f3f5-2c2f-46be-b9d6-b44a2578615b)) + (net 44 "/Right Paddle") (pintype "passive") (tstamp a065f3f5-2c2f-46be-b9d6-b44a2578615b)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -6494,23 +6549,23 @@ (fp_line (start 1.95 2.45) (end -1.95 2.45) (stroke (width 0.15) (type solid)) (layer "F.Fab") (tstamp 6fc763a1-80d3-4bc9-aec3-83be79e2058a)) (pad "1" smd rect (at -2.6 -2.2225 90) (size 1.2 0.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 54 "Net-(J13-Pin_6)") (pinfunction "TXD") (pintype "output") (tstamp 1916c65b-359f-4229-b998-12d2f9eba8b9)) + (net 52 "Net-(J13-Pin_6)") (pinfunction "TXD") (pintype "output") (tstamp 1916c65b-359f-4229-b998-12d2f9eba8b9)) (pad "2" smd rect (at -2.6 -1.5875 90) (size 1.2 0.4) (layers "F.Cu" "F.Paste" "F.Mask") - (net 74 "unconnected-(U3-~{RTS}-Pad2)") (pinfunction "~{RTS}") (pintype "output+no_connect") (tstamp 24e126a1-4131-458c-ae83-25e4c253feea)) + (net 72 "unconnected-(U3-~{RTS}-Pad2)") (pinfunction "~{RTS}") (pintype "output+no_connect") (tstamp 24e126a1-4131-458c-ae83-25e4c253feea)) (pad "3" smd rect (at -2.6 -0.9525 90) (size 1.2 0.4) (layers "F.Cu" "F.Paste" "F.Mask") (net 15 "Net-(U3-3V3OUT)") (pinfunction "VCCIO") 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https://ww1.microchip.com/downloads/en/DeviceDoc/Atmel-7810-Automotive-Microcontrollers-ATmega328P_Datasheet.pdf + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + Dual optocoupler, Transistor output, Generic symbol, Alternate KiCAD Library + https://www.vishay.com/docs/81956/vod205t.pdf + + DIP*W7.62mm* + + + OC1 + VOD205T + Package_SO:SO-8_3.9x4.9mm_P1.27mm + https://www.vishay.com/docs/81956/vod205t.pdf + + + + + + + + + + + + + + Rotary encoder, dual channel, incremental quadrate outputs, with switch + ~ + + RotaryEncoder*Switch* + + + SW4 + Setup + ~ + + + + + + + + + + + + J + SJ-3524-SMT + CUI_SJ-3524-SMT + 1.03 + CUI Inc + Manufacturer recommendations + + + + + + + + + + + LS + SMS-2008MS-R + SPKR_SMS-2008MS-R + 5/14/2020 + Manufacturer Recommendations + 4.80 mm + Pui Audio + + + + + + + + + S1 + ~ + SW_TS04-66-85-BK-160-SMT + 1.0 + CUI Devices + Manufacturer Recommendations + + + + + + + + + + https://www.cuidevices.com/product/resource/uj2-mibh2-4-smt.pdf + + J16 + USB + BJ-Keyer:CUI_UJ2-MIBH2-4-SMT + https://www.cuidevices.com/product/resource/uj2-mibh2-4-smt.pdf + 1.0 + CUI INC + MANUFACTURER RECOMMENDATIONS + + + + + + + + + + + + + + + + Atmel 6-pin ISP connector + ~ + + IDC?Header*2x03* + Pin?Header*2x03* + + + J + AVR-ISP-6 + ~ + + + + + + + + + + + + Generic connector, single row, 01x04, script generated (kicad-library-utils/schlib/autogen/connector/) + ~ + + Connector*:*_1x??_* + + + J + Conn_01x04_Female + ~ + + + + + + + + + + Generic connector, single row, 01x06, script generated (kicad-library-utils/schlib/autogen/connector/) + ~ + + Connector*:*_1x??_* + + + J + Conn_01x06_Male + ~ + + + + + + + + + + + + Generic connector, single row, 01x10, script generated (kicad-library-utils/schlib/autogen/connector/) + ~ + + Connector*:*_1x??_* + + + J + Conn_01x10_Female + ~ + + + + + + + + + + + + + + + + Generic connector, single row, 01x10, script generated (kicad-library-utils/schlib/autogen/connector/) + ~ + + Connector*:*_1x??_* + + + J + Conn_01x10_Male + ~ + + + + + + + + + + + + + + + + test point (alternative probe-style design) + ~ + + Pin* + Test* + + + TP + TestPoint_Probe + ~ + + + + + + + Unpolarized capacitor + ~ + + C_* + + + C + C + ~ + + + + + + + + Polarized capacitor + ~ + + CP_* + + + C + C_Polarized + ~ + + + + + + + + Polarized capacitor, small symbol + ~ + + CP_* + + + C + C_Polarized_Small + ~ + + + + + + + + Unpolarized capacitor, small symbol + ~ + + C_* + + + C + C_Small + ~ + + + + + + + + Two pin crystal, small symbol + ~ + + Crystal* + + + Y + Crystal_Small + ~ + + + + + + + + Ferrite bead, small symbol + ~ + + Inductor_* + L_* + *Ferrite* + + + FB + FerriteBead_Small + ~ + + + + + + + + Inductor + ~ + + Choke_* + *Coil* + Inductor_* + L_* + + + L + L + ~ + + + + + + + + Light emitting diode + ~ + + LED* + LED_SMD:* + LED_THT:* + + + D + LED + ~ + + + + + + + + Light emitting diode, small symbol + ~ + + LED* + LED_SMD:* + LED_THT:* + + + D + LED_Small + ~ + + + + + + + + Inductor, small symbol + ~ + + Choke_* + *Coil* + Inductor_* + L_* + + + L + L_Small + ~ + + + + + + + + + J + PJ-002BH-SMT-TR + CUI_PJ-002BH-SMT-TR + CUI INC + Manufacturer recommendations + + + + + + + + + + Resettable fuse, polymeric positive temperature coefficient, small symbol + ~ + + *polyfuse* + *PTC* + + + F + Polyfuse_Small + ~ + + + + + + + + Resistor + ~ + + R_* + + + R + R + ~ + + + + + + + + Resistor, small symbol + ~ + + R_* + + + R + R_Small + ~ + + + + + + + + 60V 2A Schottky Barrier Rectifier Diode, SMB + http://www.jameco.com/Jameco/Products/ProdDS/1538777.pdf + + D*SMB* + + + D + B260 + Diode_SMD:D_SMB + http://www.jameco.com/Jameco/Products/ProdDS/1538777.pdf + + + + + + + + Full Speed USB to Basic UART, SSOP-16 + https://www.ftdichip.com/Support/Documents/DataSheets/ICs/DS_FT230X.pdf + + SSOP*3.9x4.9*P0.635mm* + + + U + FT230XS + Package_SO:SSOP-16_3.9x4.9mm_P0.635mm + https://www.ftdichip.com/Support/Documents/DataSheets/ICs/DS_FT230X.pdf + + + + + + + + + + + + + + + + + + + + + + 1A Low drop-out regulator, Fixed Output 5.0V, TO-252 (DPAK) + http://www.onsemi.com/pub_link/Collateral/NCP1117-D.PDF + + TO?252* + + + U + NCP1117-5.0_TO252 + Package_TO_SOT_SMD:TO-252-2 + http://www.onsemi.com/pub_link/Collateral/NCP1117-D.PDF + + + + + + + + + + + /home/tom/projects/KiCad/libs/symbols/Amplifier_Audio.kicad_sym + + + /home/tom/projects/KiCad/libs/symbols/Connector.kicad_sym + + + /home/tom/projects/KiCad/libs/symbols/Device.kicad_sym + + + /home/tom/projects/KiCad/libs/symbols/Diode.kicad_sym + + + /home/tom/projects/KiCad/libs/symbols/Interface_USB.kicad_sym + + + /home/tom/projects/KiCad/libs/symbols/Regulator_Linear.kicad_sym + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + 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"show_silkscreen": true, "highlight_pin1": false, "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "fields": ["Value", "Footprint"]} /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) 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