From 868541283001e61af77c12739090d652352ebb94 Mon Sep 17 00:00:00 2001 From: TheStaticTurtle Date: Fri, 24 Oct 2025 22:38:41 +0200 Subject: [PATCH] Fixed audio leak through virtual ground --- .../HyperNet-2-DAC-2025-08-22_024623.zip | Bin 0 -> 196510 bytes .../HyperNet-2-DAC-2025-10-24_220048.zip | Bin 0 -> 205089 bytes .../HyperNet-2-DAC-2025-10-24_220611.zip | Bin 0 -> 206137 bytes .../HyperNet-2-DAC-2025-10-24_221528.zip | Bin 0 -> 203242 bytes .../HyperNet-2-DAC-2025-10-24_222910.zip | Bin 0 -> 203110 bytes .../HyperNet-2-DAC-2025-10-24_223445.zip | Bin 0 -> 202455 bytes .../v2/DAC/HyperNet-2-DAC.kicad_pcb | 5194 +++++---- .../v2/DAC/HyperNet-2-DAC.kicad_prl | 3 +- .../v2/DAC/HyperNet-2-DAC.kicad_pro | 20 +- .../v2/DAC/HyperNet-2-DAC.kicad_sch | 1319 ++- src/electrical/v2/DAC/bom/ibom.html | 4 +- .../v2/DAC/fabrication-toolkit-options.json | 1 + .../HyperNet-2-DAC-BoardOutLine.gbr | 36 - .../HyperNet-2-DAC-BottomLayer.gbr | 3182 ------ .../HyperNet-2-DAC-BottomPasteMaskLayer.gbr | 15 - .../HyperNet-2-DAC-BottomSilkLayer.gbr | 15 - .../HyperNet-2-DAC-BottomSolderMaskLayer.gbr | 98 - .../DAC/fabrication/HyperNet-2-DAC-NPTH.drl | 19 - .../v2/DAC/fabrication/HyperNet-2-DAC-PTH.drl | 116 - .../fabrication/HyperNet-2-DAC-TopLayer.gbr | 9827 ----------------- .../HyperNet-2-DAC-TopPasteMaskLayer.gbr | 338 - .../HyperNet-2-DAC-TopSilkLayer.gbr | 7296 ------------ .../HyperNet-2-DAC-TopSolderMaskLayer.gbr | 454 - .../fabrication/HyperNet-2-DAC-all-pos.csv | 54 - .../DAC/fabrication/HyperNet-2-DAC-job.gbrjob | 127 - .../v2/DAC/fabrication/bom_HyperNet-2-DAC.csv | 21 - .../v2/DAC/fabrication/fabrication.zip | Bin 110853 -> 0 bytes .../v2/DAC/production/HyperNet_2_DAC_V2.zip | Bin 0 -> 144832 bytes .../HyperNet_2_DAC_V2_2025-10-24_22-35-31.zip | Bin 0 -> 146148 bytes src/electrical/v2/DAC/production/bom.csv | 20 + .../v2/DAC/production/designators.csv | 68 + src/electrical/v2/DAC/production/netlist.ipc | 254 + .../v2/DAC/production/positions.csv | 57 + 33 files changed, 4444 insertions(+), 24094 deletions(-) create mode 100644 src/electrical/v2/DAC/HyperNet-2-DAC-backups/HyperNet-2-DAC-2025-08-22_024623.zip create mode 100644 src/electrical/v2/DAC/HyperNet-2-DAC-backups/HyperNet-2-DAC-2025-10-24_220048.zip create mode 100644 src/electrical/v2/DAC/HyperNet-2-DAC-backups/HyperNet-2-DAC-2025-10-24_220611.zip create mode 100644 src/electrical/v2/DAC/HyperNet-2-DAC-backups/HyperNet-2-DAC-2025-10-24_221528.zip create mode 100644 src/electrical/v2/DAC/HyperNet-2-DAC-backups/HyperNet-2-DAC-2025-10-24_222910.zip create mode 100644 src/electrical/v2/DAC/HyperNet-2-DAC-backups/HyperNet-2-DAC-2025-10-24_223445.zip create mode 100644 src/electrical/v2/DAC/fabrication-toolkit-options.json delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BoardOutLine.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomLayer.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomPasteMaskLayer.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomSilkLayer.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomSolderMaskLayer.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-NPTH.drl delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-PTH.drl delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-TopLayer.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-TopPasteMaskLayer.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-TopSilkLayer.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-TopSolderMaskLayer.gbr delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-all-pos.csv delete mode 100644 src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-job.gbrjob delete mode 100644 src/electrical/v2/DAC/fabrication/bom_HyperNet-2-DAC.csv delete mode 100644 src/electrical/v2/DAC/fabrication/fabrication.zip create mode 100644 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(plot_black_and_white yes) - (plotinvisibletext no) (sketchpadsonfab no) (plotpadnumbers no) (hidednponfab no) @@ -104,7 +107,7 @@ (net 22 "Net-(U3B--)") (net 23 "Net-(U3A--)") (net 24 "Net-(C49-Pad2)") - (net 25 "+2V5_BIAS") + (net 25 "+2V5_BIAS1") (net 26 "Net-(U3B-+)") (net 27 "Net-(U2-OUTR)") (net 28 "Net-(C49-Pad1)") @@ -130,6 +133,7 @@ (net 48 "I2C_SDA") (net 49 "unconnected-(J3-Pin_16-Pad16)") (net 50 "+5VA_RAW") + (net 51 "+2V5_BIAS2") (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "01d9c3dc-d7bf-43ae-a2c4-64b43906a175") @@ -138,6 +142,7 @@ (tags "capacitor") (property "Reference" "C15" (at 2.5146 0 0) + (unlocked yes) (layer "F.SilkS") (uuid "de56a500-2921-4d93-ae3d-9c5c290ad94b") (effects @@ -159,7 +164,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 180) (unlocked yes) (layer "F.Fab") @@ -351,7 +356,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 90) (layer "F.Fab") (hide yes) @@ -562,12 +567,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 180) + (unlocked yes) (layer "F.Fab") (uuid "fd0b2fa3-0ee6-465f-819f-6b838991c305") (effects (font (size 0.5 0.5) - (thickness 0.075) + (thickness 0.1) ) ) ) @@ -671,13 +677,14 @@ (descr "SOP, 8 Pin (http://www.macronix.com/Lists/Datasheet/Attachments/7534/MX25R3235F,%20Wide%20Range,%2032Mb,%20v1.6.pdf#page=79), generated with kicad-footprint-generator ipc_gullwing_generator.py") (tags "SOP SO") (property "Reference" "U3" - (at -2.921 -3.556 0) + (at -2.732 -3.302 0) + (unlocked yes) (layer "F.SilkS") - (uuid "58f3d377-6043-4baa-a718-9b66e62470f1") + (uuid "7e7ecd11-06bc-4b87-87cf-cbc0dc042f09") (effects (font - (size 1 1) - (thickness 0.15) + (size 0.7 0.7) + (thickness 0.1) ) ) ) @@ -685,7 +692,7 @@ (at 0 3.4 0) (layer "F.Fab") (hide yes) - (uuid "1058c091-6ca9-44cb-aaac-831a513b4125") + (uuid "d5121baa-b3c3-4abc-b67b-8f214b7c9bba") (effects (font (size 1 1) @@ -697,7 +704,7 @@ (at 0 0 0) (layer "F.Fab") (hide yes) - (uuid "f53b45d6-397f-4391-ba3c-bdb4d22e02f1") + (uuid "b652fc56-2095-4389-83eb-28c7073a7c40") (effects (font (size 1.27 1.27) @@ -709,7 +716,7 @@ (at 0 0 0) (layer "F.Fab") (hide yes) - (uuid "1b10d1ea-6df8-49d9-94ff-57e297076b37") + (uuid "cbf7ec40-3c8e-4689-a1d8-2583d654d10e") (effects (font (size 1.27 1.27) @@ -718,7 +725,7 @@ ) ) (property ki_fp_filters "SOIC*3.9x4.9mm*P1.27mm* DIP*W7.62mm* TO*99* OnSemi*Micro8* TSSOP*3x3mm*P0.65mm* TSSOP*4.4x3mm*P0.65mm* MSOP*3x3mm*P0.65mm* SSOP*3.9x4.9mm*P0.635mm* LFCSP*2x2mm*P0.5mm* *SIP* SOIC*5.3x6.2mm*P1.27mm*") - (path "/c821114f-71f3-4be6-8290-845440174540") + (path "/b44c22fe-1811-4dd3-94f4-bf4b51a1dfda") (sheetname "/") (sheetfile "HyperNet-2-DAC.kicad_sch") (attr smd) @@ -888,7 +895,7 @@ (size 1.65 0.6) (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) - (net 25 "+2V5_BIAS") + (net 51 "+2V5_BIAS2") (pinfunction "+") (pintype "input") (uuid "78faa7df-e2cd-47c2-9450-1a6e2d1def4e") @@ -958,13 +965,14 @@ (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "07d7701a-b9a5-47a9-8ff1-ec26b3c944f0") - (at 168.288 98.298 180) - (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") + (at 171.4 102.2 -90) + (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC-7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "capacitor") (property "Reference" "C12" - (at 0 -1.43 0) + (at 1.95 0.05 0) + (unlocked yes) (layer "F.SilkS") - (uuid "e9af276b-a5bf-4908-b783-6953c65969a7") + (uuid "774b7f3f-9e90-4faa-8d4c-3d55ebc4364d") (effects (font (size 0.7 0.7) @@ -972,11 +980,11 @@ ) ) ) - (property "Value" "10uF" - (at 0 1.43 0) + (property "Value" "1uF" + (at 0 1.43 90) (layer "F.Fab") (hide yes) - (uuid "b422d25f-e6dd-4a8f-9084-41ebdfa5b4da") + (uuid "6c31232e-976d-4f4c-bedc-9bed382c64ef") (effects (font (size 1 1) @@ -984,12 +992,12 @@ ) ) ) - (property "Datasheet" "" - (at 0 0 180) + (property "Datasheet" "~" + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "51ad6129-568c-4e75-a24f-97375c5ec4a4") + (uuid "a8f7f090-4039-4ac6-bb19-a26ad1c4951f") (effects (font (size 1.27 1.27) @@ -998,11 +1006,11 @@ ) ) (property "Description" "Unpolarized capacitor, small symbol" - (at 0 0 180) + (at 0 0 270) (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "2b3836b9-9c42-4489-8380-f534e66258a2") + (uuid "4696caaa-b4e8-4631-9939-1cb65b34a9e1") (effects (font (size 1.27 1.27) @@ -1023,7 +1031,7 @@ (type solid) ) (layer "F.SilkS") - (uuid "13e1664b-93d2-4438-be64-e34d29db454a") + (uuid "b14d2aa0-ec1b-4e76-bedd-94be9d715a95") ) (fp_line (start -0.14058 -0.51) @@ -1033,27 +1041,7 @@ (type solid) ) (layer "F.SilkS") - (uuid "59fc9c3c-2a48-49bb-9568-574d26e71cd7") - ) - (fp_line - (start 1.48 0.73) - (end -1.48 0.73) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "187ba24c-7e4a-4776-997c-ced0cff96306") - ) - (fp_line - (start 1.48 -0.73) - (end 1.48 0.73) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "9b4bc0d1-4128-498b-a1ea-84375699a55a") + (uuid "7ad3d6a8-4449-42ce-a72b-4abb561624d1") ) (fp_line (start -1.48 0.73) @@ -1063,7 +1051,17 @@ (type solid) ) (layer "F.CrtYd") - (uuid "157b0437-7c86-4278-a1e6-4f9a299f2570") + (uuid "6136a028-bc84-4604-ab94-420d29f02208") + ) + (fp_line + (start 1.48 0.73) + (end -1.48 0.73) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "d019b660-0b8e-4c43-b74b-212bdc48bd0b") ) (fp_line (start -1.48 -0.73) @@ -1073,27 +1071,17 @@ (type solid) ) (layer "F.CrtYd") - (uuid "85e8c0e3-db8f-4e06-9cf7-1e8058091320") + (uuid "a4f5a1e4-5027-4b59-b5cf-308ea95e1dae") ) (fp_line - (start 0.8 0.4) - (end -0.8 0.4) + (start 1.48 -0.73) + (end 1.48 0.73) (stroke - (width 0.1) + (width 0.05) (type solid) ) - (layer "F.Fab") - (uuid "7d9c4aa4-83d3-40d0-8418-4cb0586c8f72") - ) - (fp_line - (start 0.8 -0.4) - (end 0.8 0.4) - (stroke - (width 0.1) - (type solid) - ) - (layer "F.Fab") - (uuid "dbf7f780-87cc-4697-b9d7-4ee0c1d8b2f7") + (layer "F.CrtYd") + (uuid "5fa16ca0-2970-4d90-a9c3-6ff9acb6e9f2") ) (fp_line (start -0.8 0.4) @@ -1103,7 +1091,17 @@ (type solid) ) (layer "F.Fab") - (uuid "ff94dfac-0246-4a1e-8b36-88595dab4fe7") + (uuid "c090f9f3-c121-4f48-a11c-5979c27790c2") + ) + (fp_line + (start 0.8 0.4) + (end -0.8 0.4) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "75cf8f5a-1a14-4bee-a0e5-2dc01597dc1b") ) (fp_line (start -0.8 -0.4) @@ -1113,21 +1111,32 @@ (type solid) ) (layer "F.Fab") - (uuid "807d4ece-bd21-4ec6-85d9-1458206fbd7f") + (uuid "f6ca4057-80bd-4487-8b89-4ace7ea1cc6a") + ) + (fp_line + (start 0.8 -0.4) + (end 0.8 0.4) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "04dca2b7-62c8-4433-8843-d3e8d5be679f") ) (fp_text user "${REFERENCE}" - (at 0 0 180) + (at 0 0 270) + (unlocked yes) (layer "F.Fab") (uuid "1938a11a-3e6b-4f83-9b1b-38d1b13ccb7f") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) (pad "1" smd roundrect - (at -0.775 0 180) + (at -0.775 0 270) (size 0.9 0.95) (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) @@ -1136,16 +1145,16 @@ (uuid "6d0562d5-a2f3-4eb1-8acb-7cef52269a9d") ) (pad "2" smd roundrect - (at 0.775 0 180) + (at 0.775 0 270) (size 0.9 0.95) (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) - (net 25 "+2V5_BIAS") + (net 51 "+2V5_BIAS2") (pintype "passive") (uuid "8b8191a3-7bf8-48aa-bbf8-f1d311343081") ) (embedded_fonts no) - (model "${KICAD9_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" + (model "${KICAD9_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.step" (offset (xyz 0 0 0) ) @@ -1188,7 +1197,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 90) (unlocked yes) (layer "F.Fab") @@ -1445,7 +1454,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 180) (unlocked yes) (layer "F.Fab") @@ -1578,12 +1587,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 180) + (unlocked yes) (layer "F.Fab") (uuid "3be8828f-f849-427d-b26a-1a374d27518a") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -1628,7 +1638,7 @@ (at -1.975656 0 45) (unlocked yes) (layer "F.SilkS") - (uuid "64c420f1-0a80-4b87-bbfb-6a05e4ed659e") + (uuid "af1ce869-c133-4bca-984c-1d71f7ae29a8") (effects (font (size 0.7 0.7) @@ -1640,7 +1650,7 @@ (at 0 1.43 135) (layer "F.Fab") (hide yes) - (uuid "1298d98c-593f-4aaf-95d1-bb2e0719e251") + (uuid "884b395e-a90a-4463-a169-9c951d7a762a") (effects (font (size 1 1) @@ -1648,12 +1658,12 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 135) (unlocked yes) (layer "F.Fab") (hide yes) - (uuid 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-1850,12 +1862,12 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 45) (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "6d696ae2-1ea7-4d9e-a7b1-e05ce19c1d1f") + (uuid "867211c2-b89e-4463-9c01-2fb768554e76") (effects (font (size 1.27 1.27) @@ -1868,7 +1880,7 @@ (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "dca927f3-8c6c-40a9-9e8e-2ab1231133c2") + (uuid "0334d2e6-d190-49ae-a6c5-9efac554792f") (effects (font (size 1.27 1.27) @@ -1983,12 +1995,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 45) + (unlocked yes) (layer "F.Fab") (uuid "d46fc13e-a629-4d2b-9406-b4f7b05cf96a") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -2033,7 +2046,7 @@ (at -2.191774 -0.036513 45) (unlocked yes) (layer "F.SilkS") - (uuid "65e2f366-f291-4bae-9b58-91d87a889d1c") + (uuid "b88dbbcf-e323-49aa-9ab1-1958eea5e786") (effects (font (size 0.7 0.7) @@ -2045,7 +2058,7 @@ (at 0 1.43 135) (layer "F.Fab") (hide yes) - (uuid 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(rotate + (xyz 0 0 0) + ) + ) + ) (footprint "MountingHole:MountingHole_3.2mm_M3_DIN965_Pad_TopBottom" (layer "F.Cu") (uuid "55370cfa-2f9a-4cd5-a892-dfedfb14720a") @@ -5319,7 +5601,7 @@ (unlocked yes) (layer "F.SilkS") (hide yes) - (uuid "5989ee39-f900-44b3-b10a-2beaccb0b2c9") + (uuid "b3a95cf0-55c7-4535-bf7f-c590a6a42b98") (effects (font (size 0.7 0.7) @@ -5331,7 +5613,7 @@ (at 0 3.8 0) (layer "F.Fab") (hide yes) - (uuid "dde04ff9-58e8-4623-bb98-9b8118285d7d") + (uuid "b4e33fa3-c734-4745-9b2e-efae52e2261d") (effects (font (size 1 1) @@ -5339,12 +5621,12 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 0) (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "aae82f43-480e-44e4-94c7-b457b33b7139") + (uuid "ed6dd21a-4540-4a88-8a3d-ef6babec7252") (effects (font (size 1.27 1.27) @@ -5357,7 +5639,7 @@ (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "a20bf75d-74b7-40f5-8d7c-e8ab42abd625") + (uuid "822c9913-59f5-44b2-9545-bb17084e9796") (effects (font (size 1.27 1.27) @@ -5394,12 +5676,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 0) + (unlocked yes) (layer "F.Fab") (uuid "92e2f9cd-f450-4249-84d6-094d099eea3d") (effects (font - (size 1 1) - (thickness 0.15) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -5437,14 +5720,14 @@ (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "56ddaaf4-2894-45e2-b650-19b587e1b2a5") - (at 158.369 108.966 180) - (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") + (at 159.05 109 180) + (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC-7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "capacitor") (property "Reference" "C8" - (at 2.159 0 0) + (at 0 -1.1 0) (unlocked yes) (layer "F.SilkS") - (uuid "6922cf1c-0c58-4927-a7e0-712d569487f8") + (uuid "7f7d0bb0-d974-43e5-b455-25a17c1644e3") (effects (font (size 0.7 0.7) @@ -5453,10 +5736,10 @@ ) ) (property "Value" "10uF" - (at 0 1.43 0) + (at 0 1.43 180) (layer "F.Fab") (hide yes) - (uuid "1484e8c0-7219-44ce-a2e3-10178df0be8c") + (uuid "2ee5f489-1c70-4024-b624-5159c7a6d2e3") (effects (font (size 1 1) @@ -5464,12 +5747,11 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 180) - (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "55d0b304-6a7e-4bc8-b3f7-d09d00c79137") + (uuid "850baffc-61f1-4ec7-a6b6-51b481a1b442") (effects (font (size 1.27 1.27) @@ -5479,10 +5761,9 @@ ) (property "Description" "Unpolarized capacitor, small symbol" (at 0 0 180) - (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "f8a54b41-d265-4893-bcf3-d3f6d3d7e975") + (uuid "891226df-9730-470b-ae83-f4328f2d48b5") (effects (font (size 1.27 1.27) @@ -5491,7 +5772,7 @@ ) ) (property ki_fp_filters "C_*") - (path "/a51c83a6-cce2-470d-ae9a-102c52687046") + (path "/d591a941-f92a-49cb-bb30-ec21a304dbf6") (sheetname "/") (sheetfile "HyperNet-2-DAC.kicad_sch") (attr smd) @@ -5503,7 +5784,7 @@ (type solid) ) (layer "F.SilkS") - (uuid "7e1c78f9-cdf0-47e0-a434-ca15f837d605") + (uuid "7ac74fef-4bed-4269-bc86-78dcc14423ac") ) (fp_line (start -0.14058 -0.51) @@ -5513,7 +5794,7 @@ (type solid) ) (layer "F.SilkS") - (uuid "0523ed65-28da-4f1f-8446-7b07d5be2e02") + (uuid "0d09a597-6ed3-438d-8ad4-2a6083c8cacb") ) (fp_line (start 1.48 0.73) @@ -5523,7 +5804,7 @@ (type solid) ) (layer "F.CrtYd") - (uuid "c644c36b-b4ab-488f-883d-dd5ff3bfd50b") + (uuid "d13f0140-6bbf-4c9e-8b6a-e7f99e1f0cd6") ) (fp_line (start 1.48 -0.73) @@ -5533,7 +5814,7 @@ (type solid) ) (layer "F.CrtYd") - (uuid "3b5470f7-1d46-42e5-94ac-cc25c45f49dd") + (uuid "db85bb40-1502-4ee9-a4b9-7de634391645") ) (fp_line (start -1.48 0.73) @@ -5543,7 +5824,7 @@ (type solid) ) (layer "F.CrtYd") - (uuid "71a6fa8f-0b71-4506-9dd4-c440cc41d48c") + (uuid "070c0b07-47df-4152-b62e-f26939c3ab04") ) (fp_line (start -1.48 -0.73) @@ -5553,7 +5834,7 @@ (type solid) ) (layer "F.CrtYd") - (uuid "8270ce22-2257-4408-bd5e-b683e23b4b21") + (uuid "ff21aaff-79da-4fcd-94d1-05bb440d75c8") ) (fp_line (start 0.8 0.4) @@ -5563,7 +5844,7 @@ (type solid) ) (layer "F.Fab") - (uuid "56a75d33-a29e-4df5-bc5d-0bc73aa4838c") + (uuid "c8014fcd-9e70-4159-818e-43a6619bb2a6") ) (fp_line (start 0.8 -0.4) @@ -5573,7 +5854,7 @@ (type solid) ) (layer "F.Fab") - (uuid "40c63b66-2ea6-45ca-b3fc-5eabdfebaae3") + (uuid "dcc80dfc-9190-46aa-81e7-a983ac4442c8") ) (fp_line (start -0.8 0.4) @@ -5583,7 +5864,7 @@ (type solid) ) (layer "F.Fab") - (uuid "aef3f9e5-07e4-428b-ac13-2395a1f51807") + (uuid "d6fd31a2-4fbf-43fa-98fa-41f229e38eaa") ) (fp_line (start -0.8 -0.4) @@ -5593,16 +5874,17 @@ (type solid) ) (layer "F.Fab") - (uuid "f5c50d2f-a77f-412c-8ba7-a3f981216e69") + (uuid "594b3027-99a7-426f-8d10-b420caaf43c9") ) (fp_text user "${REFERENCE}" (at 0 0 180) + (unlocked yes) (layer "F.Fab") (uuid "37d7bd82-8740-4cb6-a82d-777ecb9a35fa") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -5625,7 +5907,7 @@ (uuid "e8645c10-39dc-4d32-a205-5b1baf08cddb") ) (embedded_fonts no) - (model "${KICAD9_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" + (model "${KICAD9_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.step" (offset (xyz 0 0 0) ) @@ -5640,14 +5922,14 @@ (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "578d0431-3024-45ff-85b9-c3203738271f") - (at 139.7 108.966) - (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") + (at 138.55 109.05) + (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC-7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "capacitor") (property "Reference" "C11" - (at 2.54 0 0) + (at 0 1.15 0) (unlocked yes) (layer "F.SilkS") - (uuid "60396705-202b-4357-8c68-aa9d44903b5e") + (uuid "b6a95752-5c96-4db4-afa1-cc3fb85fba76") (effects (font (size 0.7 0.7) @@ -5659,7 +5941,7 @@ (at 0 1.43 0) (layer "F.Fab") (hide yes) - (uuid "be6f3e70-9eb5-4c51-91d0-b89b77004eee") + (uuid "1f598d21-1f6f-41ab-87f9-2fdb67597254") (effects (font (size 1 1) @@ -5667,12 +5949,11 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 0) - (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "a2453ee6-03f7-4681-9d44-49741debab31") + (uuid "6d65c69d-e2ae-49f6-a16d-ade51ac1d4b4") (effects (font (size 1.27 1.27) @@ -5682,10 +5963,9 @@ ) (property "Description" "Unpolarized capacitor, small symbol" (at 0 0 0) - (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "3a5a6272-5d46-49a5-b8f1-507385be0fc3") + (uuid "710ced85-4646-469e-90a2-b58ac3402cef") (effects (font (size 1.27 1.27) @@ -5706,7 +5986,7 @@ (type solid) ) (layer "F.SilkS") - (uuid "fcdb3cff-66d5-49e9-be2b-be9e401f8c43") + (uuid "7c0b698d-dc3d-4b80-af30-09bcba9047f4") ) (fp_line (start -0.14058 0.51) @@ -5716,7 +5996,7 @@ (type solid) ) (layer "F.SilkS") - (uuid "b1893fe2-f58c-449d-91f2-d90cbdcb3c15") + (uuid "7b774dec-4c81-425e-a9e1-44089f01f3a5") ) (fp_line (start -1.48 -0.73) @@ -5726,7 +6006,7 @@ (type solid) ) (layer "F.CrtYd") - (uuid "0634275d-8869-4a85-affe-b6fe10f1095f") + (uuid "4ea8b799-8d50-4dde-ad94-6706ccb1f78b") ) (fp_line (start -1.48 0.73) @@ -5736,7 +6016,7 @@ (type solid) ) (layer "F.CrtYd") - (uuid "e850e11b-eceb-45df-aa8e-6326544ec6e5") + (uuid "b029013b-655f-4e76-864e-bb3d796b9a4c") ) (fp_line (start 1.48 -0.73) @@ -5746,7 +6026,7 @@ (type solid) ) (layer "F.CrtYd") - (uuid "bd7f9cb3-ac83-45ef-897c-e5987ccec304") + (uuid "295b9899-becb-46f9-8688-1e20d1995c36") ) (fp_line (start 1.48 0.73) @@ -5756,7 +6036,7 @@ (type solid) ) (layer "F.CrtYd") - (uuid "b7ce59b6-eaa4-4fad-a6eb-01620714b2af") + (uuid "fa1d3952-103f-4fc8-b793-7ad2c8af440f") ) (fp_line (start -0.8 -0.4) @@ -5766,7 +6046,7 @@ (type solid) ) (layer "F.Fab") - (uuid "687dce90-d675-489d-af64-a422f3f54f62") + (uuid "2e6d4f13-519d-4215-bec7-420e700e9163") ) (fp_line (start -0.8 0.4) @@ -5776,7 +6056,7 @@ (type solid) ) (layer "F.Fab") - (uuid "aecc4174-6919-40f2-997e-ede72189715e") + (uuid "ff7ce456-ed80-42c5-9c3a-32f606390516") ) (fp_line (start 0.8 -0.4) @@ -5786,7 +6066,7 @@ (type solid) ) (layer "F.Fab") - (uuid "fbda8d16-855f-4c8c-a409-1866737f91ee") + (uuid "474b8eb5-b9c3-41e2-9538-20cca590ffdb") ) (fp_line (start 0.8 0.4) @@ -5796,16 +6076,17 @@ (type solid) ) (layer "F.Fab") - (uuid "86d6370a-a583-445f-ad9c-3f9037ea5cfa") + (uuid "cbeb1df2-a0f8-4446-bea5-1f2c917d6b47") ) (fp_text user "${REFERENCE}" (at 0 0 0) + (unlocked yes) (layer "F.Fab") (uuid "3fa7524c-8501-41da-b59d-6abdd274b84e") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -5828,7 +6109,7 @@ (uuid "ab738027-408b-480b-8ab5-039f6207c6ff") ) (embedded_fonts no) - (model "${KICAD9_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.wrl" + (model "${KICAD9_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0603_1608Metric.step" (offset (xyz 0 0 0) ) @@ -5871,7 +6152,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 0) (unlocked yes) (layer "F.Fab") @@ -5926,12 +6207,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 0) + (unlocked yes) (layer "F.Fab") (uuid "a6b48cfe-fa4e-4da6-8c40-05609d64906c") (effects (font - (size 1 1) - (thickness 0.15) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -5976,7 +6258,7 @@ (at 2.032 0 0) (unlocked yes) (layer "F.SilkS") - (uuid "f4323669-e1c3-4af1-a1a7-92b9551c164c") + (uuid "15f997db-8e4b-4566-bd39-ec6010fe68c7") (effects (font (size 0.7 0.7) @@ -5988,7 +6270,7 @@ (at 0 1.43 90) (layer "F.Fab") (hide yes) - (uuid "7c5891b4-0ec7-4618-a9c2-838a522e4da3") + (uuid "98ee2cf4-9598-4829-a956-3ed3e3aac754") (effects (font (size 1 1) @@ -5996,11 +6278,11 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 90) (layer "F.Fab") (hide yes) - (uuid "d526337c-8a8b-4662-b16c-4ab0f95cfe8c") + (uuid "3b844edb-ac40-44eb-96c7-4e6086872ac1") (effects (font (size 1.27 1.27) @@ -6012,7 +6294,7 @@ (at 0 0 90) (layer "F.Fab") (hide yes) - (uuid "5f15e46c-5afa-4eeb-b85c-6aa993a5de0a") + (uuid "b430a240-4353-428f-abec-4e20c89ca046") (effects (font (size 1.27 1.27) @@ -6147,12 +6429,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 90) + (unlocked yes) (layer "F.Fab") (uuid "d1553a7b-79df-4f74-b1b3-7d00d02439c1") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -6195,6 +6478,7 @@ (tags "capacitor") (property "Reference" "C14" (at -2.54 -0.0254 0) + (unlocked yes) (layer "F.SilkS") (uuid "c05fbe2c-f69d-4603-9941-cd503af8674b") (effects @@ -6216,7 +6500,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 0) (unlocked yes) (layer "F.Fab") @@ -6408,7 +6692,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 270) (layer "F.Fab") (hide yes) @@ -6559,12 +6843,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 270) + (unlocked yes) (layer "F.Fab") (uuid "3bbd238a-8331-46bc-b0df-fc9def0f8ecd") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -6609,7 +6894,7 @@ (at 2.032 0 0) (unlocked yes) (layer "F.SilkS") - (uuid "2ea7db95-e2bf-40d3-9552-1de271532f9f") + (uuid "d9bd84ad-fa7d-4cc5-9d2c-4286131624be") (effects (font (size 0.7 0.7) @@ -6621,7 +6906,7 @@ (at 0 1.43 90) (layer "F.Fab") (hide yes) - (uuid "c8ce2549-7e35-44dc-81ef-ac1fed6cf8ed") + (uuid "3ac4869c-5573-4b8a-9f2c-bbbcea3145d6") (effects (font (size 1 1) @@ -6629,11 +6914,11 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 90) (layer "F.Fab") (hide yes) - (uuid "1070e378-02f9-4bb4-93a1-4fd7283cc016") + (uuid "cbd44e26-d34f-4869-bc38-ec772fafec7d") (effects (font (size 1.27 1.27) @@ -6645,7 +6930,7 @@ (at 0 0 90) (layer "F.Fab") (hide yes) - (uuid "612b4e13-f706-411a-8ef6-ed8f790021de") + (uuid "183cedf0-c8d7-4261-8610-70c1069ab7a5") (effects (font (size 1.27 1.27) @@ -6780,12 +7065,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 90) + (unlocked yes) (layer "F.Fab") (uuid "6d6e7c5b-dae1-4738-991a-313edbecb4a9") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -6850,7 +7136,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 0) (unlocked yes) (layer "F.Fab") @@ -6983,12 +7269,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 0) + (unlocked yes) (layer "F.Fab") (uuid "c000288e-1bc6-4550-975c-68d4b6c72c55") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -7030,10 +7317,10 @@ (descr "Resistor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), Alternate KiCad Library") (tags "resistor") (property "Reference" "R3" - (at -2.032 0 0) + (at -1.952 0 0) (unlocked yes) (layer "F.SilkS") - (uuid "a24d1390-5ee1-4c1d-8dbf-d6fca45e9ede") + (uuid "759a02ec-1ca6-46b9-bb97-cd05f8136aee") (effects (font (size 0.7 0.7) @@ -7041,11 +7328,11 @@ ) ) ) - (property "Value" "10k" + (property "Value" "0" (at 0 1.43 270) (layer "F.Fab") (hide yes) - (uuid "73748e32-4361-46a5-bc4c-ff8b22f4ea19") + (uuid "45f51f97-d244-427a-8602-7c3418a6c2bf") (effects (font (size 1 1) @@ -7053,11 +7340,11 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 270) (layer "F.Fab") (hide yes) - (uuid "a384aa6b-6474-4289-bf8a-5b754aef7563") + (uuid "a9052dd5-3618-49b8-8a14-23c64b37fe99") (effects (font (size 1.27 1.27) @@ -7069,7 +7356,7 @@ (at 0 0 270) (layer "F.Fab") (hide yes) - (uuid "fe0914c3-be16-47e7-96cd-deba55419cf3") + (uuid "5638d9fe-790d-4911-9f7e-04cf5e447bcd") (effects (font (size 1.27 1.27) @@ -7204,12 +7491,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 270) + (unlocked yes) (layer "F.Fab") (uuid "062cc772-2e44-443b-8ae5-be38d30633c1") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -7254,7 +7542,7 @@ (at -2.032 0 0) (unlocked yes) (layer "F.SilkS") - (uuid "d0f61443-e374-429f-b807-41b1cb476ca2") + (uuid "5985db54-f6e4-4fd5-a62c-c71f22c6dd5b") (effects (font (size 0.7 0.7) @@ -7266,7 +7554,7 @@ (at 0 1.43 90) (layer "F.Fab") (hide yes) - (uuid "abd72d18-0d2b-486b-ae77-7201f8db6f3c") + (uuid "2d45b898-d49b-40e2-bee7-89e63b074d19") (effects (font (size 1 1) @@ -7274,11 +7562,11 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 90) (layer "F.Fab") (hide yes) - (uuid "9f831fc4-1025-4990-aa5e-a10ca7f4f608") + (uuid "f16a1196-0877-40b5-b6b9-d0f6c6578c2f") (effects (font (size 1.27 1.27) @@ -7290,7 +7578,7 @@ (at 0 0 90) (layer "F.Fab") (hide yes) - (uuid "84df5cd0-dccc-4ad1-a294-a5f717d0382c") + (uuid "78ed07cb-f52e-493f-bce6-83d5cea86ad2") (effects (font (size 1.27 1.27) @@ -7425,12 +7713,13 @@ ) (fp_text user "${REFERENCE}" (at 0 0 270) + (unlocked yes) (layer "F.Fab") (uuid "5f904f59-99ea-42cc-99da-4bd81773a1eb") (effects (font - (size 0.4 0.4) - (thickness 0.06) + (size 0.5 0.5) + (thickness 0.1) ) ) ) @@ -7473,13 +7762,14 @@ (tags "kb_params=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") (property "Reference" "kibuzzard-68197FE8" (at 0 -4.639007 0) + (unlocked yes) (layer "F.SilkS") (hide yes) (uuid "2bcd7ec8-92c6-4df9-9703-ad1e7cb80b60") (effects (font - (size 0.001 0.001) - (thickness 0.15) + (size 0.7 0.7) + (thickness 0.1) ) ) ) @@ -7738,13 +8028,14 @@ (descr "SOP, 8 Pin (http://www.macronix.com/Lists/Datasheet/Attachments/7534/MX25R3235F,%20Wide%20Range,%2032Mb,%20v1.6.pdf#page=79), generated with kicad-footprint-generator ipc_gullwing_generator.py") (tags "SOP SO") (property "Reference" "U5" - (at -2.921 -3.556 0) + (at -2.7 -3.252 0) + (unlocked yes) (layer "F.SilkS") - (uuid "a017aef0-a6b3-4a0b-9aee-bdc81f036a74") + (uuid "108bba91-7696-4508-8995-7efef02a54fa") (effects (font - (size 1 1) - (thickness 0.15) + (size 0.7 0.7) + (thickness 0.1) ) ) ) @@ -7752,7 +8043,7 @@ (at 0 3.4 0) (layer "F.Fab") (hide yes) - (uuid "eb236764-7256-4690-86ad-526865bcc8ba") + (uuid "a27c6915-54eb-43b9-9b01-16f682620b21") (effects (font (size 1 1) @@ -7764,7 +8055,7 @@ (at 0 0 0) (layer "F.Fab") (hide yes) - (uuid "8ea08b6b-9889-42f7-87d0-d2f00f4bf8d6") + (uuid "fd83e8ac-596b-491d-ad9b-9a74d181765e") (effects (font (size 1.27 1.27) @@ -7776,7 +8067,7 @@ (at 0 0 0) (layer "F.Fab") (hide yes) - (uuid "00f836eb-99e3-4bd1-9400-71ca65629a63") + (uuid "22cd9b22-b93f-4227-a6cd-cc0180976a9e") (effects (font (size 1.27 1.27) @@ -7785,7 +8076,7 @@ ) ) (property ki_fp_filters "SOIC*3.9x4.9mm*P1.27mm* DIP*W7.62mm* TO*99* OnSemi*Micro8* TSSOP*3x3mm*P0.65mm* TSSOP*4.4x3mm*P0.65mm* MSOP*3x3mm*P0.65mm* SSOP*3.9x4.9mm*P0.635mm* LFCSP*2x2mm*P0.5mm* *SIP* SOIC*5.3x6.2mm*P1.27mm*") - (path "/ddc6b2bf-8ca9-447a-94b0-dc6574aca0b8") + (path "/ebbc688e-6f5a-4bc3-bf9d-8c183836f46f") (sheetname "/") (sheetfile "HyperNet-2-DAC.kicad_sch") (attr smd) @@ -7955,7 +8246,7 @@ (size 1.65 0.6) (layers "F.Cu" "F.Mask" "F.Paste") (roundrect_rratio 0.25) - (net 25 "+2V5_BIAS") + (net 25 "+2V5_BIAS1") (pinfunction "+") (pintype "input") (uuid "c77e6063-82a8-401e-a556-ab1539bb1fad") @@ -8025,14 +8316,14 @@ (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "84509ad8-8c6c-445c-a1f9-e55f49ad461d") - (at 130.683 108.966 180) - (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") + (at 131.6 109.05 180) + (descr "Capacitor SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC-7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "capacitor") (property "Reference" "C9" - (at 2.286 0 0) + (at 0 -1.1 0) (unlocked yes) (layer "F.SilkS") - (uuid "e0bcceda-64b3-4d32-848d-4140e04a5ad5") + (uuid "7312b5f3-a0ff-49d1-82bf-4ff781ca4757") (effects (font (size 0.7 0.7) @@ -8044,7 +8335,7 @@ (at 0 1.43 180) (layer "F.Fab") (hide yes) - (uuid "c5283c36-6c16-4cae-a0e1-3abc9890569d") + (uuid "72c76544-b354-4704-b25b-01af1f9d4d00") (effects (font (size 1 1) @@ -8052,12 +8343,11 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 180) - (unlocked yes) (layer "F.Fab") (hide yes) - 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"hidden_netclasses": [], "hidden_nets": [], @@ -43,7 +43,6 @@ "drawing_sheet", "bitmaps", "pads", - "zones", "drc_warnings", "locked_item_shadows", "conflict_shadows", diff --git a/src/electrical/v2/DAC/HyperNet-2-DAC.kicad_pro b/src/electrical/v2/DAC/HyperNet-2-DAC.kicad_pro index 5155857..fb55871 100644 --- a/src/electrical/v2/DAC/HyperNet-2-DAC.kicad_pro +++ b/src/electrical/v2/DAC/HyperNet-2-DAC.kicad_pro @@ -26,15 +26,15 @@ }, "fab_line_width": 0.1, "fab_text_italic": false, - "fab_text_size_h": 1.0, - "fab_text_size_v": 1.0, - "fab_text_thickness": 0.15, + "fab_text_size_h": 0.5, + "fab_text_size_v": 0.5, + "fab_text_thickness": 0.1, "fab_text_upright": false, "other_line_width": 0.1, "other_text_italic": false, - "other_text_size_h": 1.0, - "other_text_size_v": 1.0, - "other_text_thickness": 0.15, + "other_text_size_h": 0.5, + "other_text_size_v": 0.5, + "other_text_thickness": 0.1, "other_text_upright": false, "pads": { "drill": 0.8, @@ -43,8 +43,8 @@ }, "silk_line_width": 0.1, "silk_text_italic": false, - "silk_text_size_h": 1.0, - "silk_text_size_v": 1.0, + "silk_text_size_h": 0.7, + "silk_text_size_v": 0.7, "silk_text_thickness": 0.1, "silk_text_upright": false, "zones": { @@ -107,6 +107,7 @@ "solder_mask_bridge": "error", "starved_thermal": "error", "text_height": "warning", + "text_on_edge_cuts": "error", "text_thickness": "warning", "through_hole_pad_without_hole": "error", "too_many_vias": "error", @@ -138,7 +139,7 @@ "min_track_width": 0.0, "min_via_annular_width": 0.1, "min_via_diameter": 0.5, - "solder_mask_to_copper_clearance": 0.0, + "solder_mask_to_copper_clearance": 0.005, "use_height_for_length_calcs": true }, "teardrop_options": [ @@ -452,6 +453,7 @@ "single_global_label": "ignore", "unannotated": "error", "unconnected_wire_endpoint": "warning", + "undefined_netclass": "error", "unit_value_mismatch": "error", "unresolved_variable": "error", "wire_dangling": "error" diff --git a/src/electrical/v2/DAC/HyperNet-2-DAC.kicad_sch b/src/electrical/v2/DAC/HyperNet-2-DAC.kicad_sch index d18c0ee..de51122 100644 --- a/src/electrical/v2/DAC/HyperNet-2-DAC.kicad_sch +++ b/src/electrical/v2/DAC/HyperNet-2-DAC.kicad_sch @@ -6,8 +6,8 @@ (paper "User" 292.1 205.105) (title_block (title "HyperNet-V2-DAC") - (date "2025-06-26") - (rev "1") + (date "2025-10-24") + (rev "2") (company "TheStaticTurtle") ) (lib_symbols @@ -3831,6 +3831,12 @@ (color 0 0 0 0) (uuid "1524df6d-66dc-4552-8051-75d1cbe4119e") ) + (junction + (at 49.53 115.57) + (diameter 0) + (color 0 0 0 0) + (uuid "2b8ee8db-d787-4db4-be3d-365e5de5171a") + ) (junction (at 86.36 132.08) (diameter 0) @@ -3886,7 +3892,7 @@ (uuid "e2cb3253-fed0-439e-80cd-fa0437ba2628") ) (junction - (at 50.8 24.13) + (at 49.53 50.8) (diameter 0) (color 0 0 0 0) (uuid "ed9125a0-c6cc-40e5-8401-b762dc127b94") @@ -3985,6 +3991,16 @@ ) (uuid "0e609c89-a97d-4624-8290-e72360e6d8fc") ) + (wire + (pts + (xy 39.37 121.92) (xy 43.18 121.92) + ) + (stroke + (width 0) + (type default) + ) + (uuid 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"HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "#PWR08") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:+5VA") (at 105.41 140.97 90) @@ -6022,7 +6115,7 @@ ) (symbol (lib_id "power:+2V5") - (at 58.42 30.48 270) + (at 57.15 57.15 270) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -6031,7 +6124,7 @@ (fields_autoplaced yes) (uuid "088900f7-0288-403b-8ca1-004df77efafb") (property "Reference" "#PWR011" - (at 54.61 30.48 0) + (at 53.34 57.15 0) (effects (font (size 1.27 1.27) @@ -6039,8 +6132,8 @@ (hide yes) ) ) - (property "Value" "+2V5_BIAS" - (at 62.23 30.4799 90) + (property "Value" "+2V5_BIAS2" + (at 60.96 57.1499 90) (effects (font (size 1.27 1.27) @@ -6049,7 +6142,7 @@ ) ) (property "Footprint" "" - (at 58.42 30.48 0) + (at 57.15 57.15 0) (effects (font (size 1.27 1.27) @@ -6058,7 +6151,7 @@ ) ) (property "Datasheet" "" - (at 58.42 30.48 0) + (at 57.15 57.15 0) (effects (font (size 1.27 1.27) @@ -6067,7 +6160,7 @@ ) ) (property "Description" "Power symbol creates a global label with name \"+2V5\"" - (at 58.42 30.48 0) + (at 57.15 57.15 0) (effects (font (size 1.27 1.27) @@ -6104,7 +6197,7 @@ ) ) ) - (property "Value" "10k" + (property "Value" "0" (at 100.076 98.044 90) (effects (font @@ -6221,6 +6314,73 @@ ) ) ) + (symbol + (lib_id "Device:C_Small") + (at 60.96 82.55 90) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "0c661f14-8edc-4ebf-b806-5ac82d04b22d") + (property "Reference" "C7" + (at 58.166 81.28 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "10uF" + (at 64.77 81.28 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" + (at 60.96 82.55 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 60.96 82.55 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "Unpolarized capacitor, small symbol" + (at 60.96 82.55 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "2" + (uuid "2200cc5e-6483-490b-b1eb-0904e619f000") + ) + (pin "1" + (uuid "13746b8d-7af4-4410-9973-ef2dd8c12956") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "C7") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:+5VA") (at 128.27 21.59 90) @@ -6424,7 +6584,7 @@ ) (symbol (lib_id "PCM_Resistor_AKL:R_0603") - (at 55.88 24.13 90) + (at 54.61 50.8 90) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -6432,7 +6592,7 @@ (dnp no) (uuid "12eba470-1ace-4788-beff-f98e49ba345a") (property "Reference" "R11" - (at 55.88 24.13 90) + (at 54.61 50.8 90) (effects (font (size 1.27 1.27) @@ -6440,7 +6600,7 @@ ) ) (property "Value" "1k" - (at 60.452 23.114 90) + (at 59.182 49.784 90) (effects (font (size 1.27 1.27) @@ -6448,7 +6608,7 @@ ) ) (property "Footprint" "PCM_Resistor_SMD_AKL:R_0603_1608Metric" - (at 67.31 24.13 0) + (at 66.04 50.8 0) (effects (font (size 1.27 1.27) @@ -6457,7 +6617,7 @@ ) ) (property "Datasheet" "~" - (at 55.88 24.13 0) + (at 54.61 50.8 0) (effects (font (size 1.27 1.27) @@ -6466,7 +6626,7 @@ ) ) (property "Description" "SMD 0603 Chip Resistor, European Symbol, Alternate KiCad Library" - (at 55.88 24.13 0) + (at 54.61 50.8 0) (effects (font (size 1.27 1.27) @@ -6558,7 +6718,7 @@ ) (symbol (lib_id "power:GND") - (at 40.64 30.48 270) + (at 39.37 57.15 270) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -6567,7 +6727,7 @@ (fields_autoplaced yes) (uuid "14541b3b-5fb2-4f38-9e3e-b76c2768a8dc") (property "Reference" "#PWR013" - (at 34.29 30.48 0) + (at 33.02 57.15 0) (effects (font (size 1.27 1.27) @@ -6576,7 +6736,7 @@ ) ) (property "Value" "GNDA" - (at 36.83 30.4799 90) + (at 35.56 57.1499 90) (effects (font (size 1.27 1.27) @@ -6585,7 +6745,7 @@ ) ) (property "Footprint" "" - (at 40.64 30.48 0) + (at 39.37 57.15 0) (effects (font (size 1.27 1.27) @@ -6594,7 +6754,7 @@ ) ) (property "Datasheet" "" - (at 40.64 30.48 0) + (at 39.37 57.15 0) (effects (font (size 1.27 1.27) @@ -6603,7 +6763,7 @@ ) ) (property "Description" "Power symbol creates a global label with name \"GND\" , ground" - (at 40.64 30.48 0) + (at 39.37 57.15 0) (effects (font (size 1.27 1.27) @@ -6890,7 +7050,7 @@ ) (symbol (lib_id "power:PWR_FLAG") - (at 53.34 34.29 90) + (at 57.15 59.69 90) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -6899,7 +7059,7 @@ (fields_autoplaced yes) (uuid "242e4376-5b19-475c-bd43-d5e354e58240") (property "Reference" "#FLG03" - (at 51.435 34.29 0) + (at 55.245 59.69 0) (effects (font (size 1.27 1.27) @@ -6908,7 +7068,7 @@ ) ) (property "Value" "PWR_FLAG" - (at 49.53 34.2899 90) + (at 53.34 59.6899 90) (effects (font (size 1.27 1.27) @@ -6917,7 +7077,7 @@ ) ) (property "Footprint" "" - (at 53.34 34.29 0) + (at 57.15 59.69 0) (effects (font (size 1.27 1.27) @@ -6926,7 +7086,7 @@ ) ) (property "Datasheet" "~" - (at 53.34 34.29 0) + (at 57.15 59.69 0) (effects (font (size 1.27 1.27) @@ -6935,7 +7095,7 @@ ) ) (property "Description" "Special symbol for telling ERC where power comes from" - (at 53.34 34.29 0) + (at 57.15 59.69 0) (effects (font (size 1.27 1.27) @@ -7415,7 +7575,7 @@ ) (symbol (lib_id "power:+5VA") - (at 53.34 34.29 270) + (at 57.15 59.69 270) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -7424,7 +7584,7 @@ (fields_autoplaced yes) (uuid "2ea48713-9fb1-4215-bded-2017afe8adbc") (property "Reference" "#PWR081" - (at 49.53 34.29 0) + (at 53.34 59.69 0) (effects (font (size 1.27 1.27) @@ -7432,8 +7592,8 @@ (hide yes) ) ) - (property "Value" "+2V5_BIAS" - (at 57.15 34.2899 90) + (property "Value" "+2V5_BIAS2" + (at 60.96 59.6899 90) (effects (font (size 1.27 1.27) @@ -7442,7 +7602,7 @@ ) ) (property "Footprint" "" - (at 53.34 34.29 0) + (at 57.15 59.69 0) (effects (font (size 1.27 1.27) @@ -7451,7 +7611,7 @@ ) ) (property "Datasheet" "" - (at 53.34 34.29 0) + (at 57.15 59.69 0) (effects (font (size 1.27 1.27) @@ -7460,7 +7620,7 @@ ) ) (property "Description" "Power symbol creates a global label with name \"+5VA\"" - (at 53.34 34.29 0) + (at 57.15 59.69 0) (effects (font (size 1.27 1.27) @@ -7614,73 +7774,6 @@ ) ) ) - (symbol - (lib_id "Device:C_Small") - (at 62.23 82.55 90) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "36d83954-5e50-4817-9530-d38519d07ddf") - (property "Reference" "C7" - (at 59.436 81.28 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "10uF" - (at 66.04 81.28 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 62.23 82.55 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 62.23 82.55 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "Unpolarized capacitor, small symbol" - (at 62.23 82.55 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "2" - (uuid "38dab800-9f41-486a-ba33-95c29254597b") - ) - (pin "1" - (uuid 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"Power symbol creates a global label with name \"+5VA\"" + (at 38.1 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "228d27da-436d-4a34-bb15-035ba14647bd") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "#PWR01") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:GND") (at 252.73 45.72 0) @@ -8432,6 +8659,73 @@ ) ) ) + (symbol + (lib_id "power:GND") + (at 60.96 115.57 90) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (fields_autoplaced yes) + (uuid "4c5668c2-48ab-41b9-8109-dd56f63b92b7") + (property "Reference" "#PWR061" + (at 67.31 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Value" "GNDA" + (at 64.77 115.5699 90) + (effects + (font + (size 1.27 1.27) + ) + (justify right) + ) + ) + (property "Footprint" "" + (at 60.96 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "" + (at 60.96 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "Power symbol creates a global label with name \"GND\" , ground" + (at 60.96 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "4d5368a3-322e-49ef-81a9-0d710e4939f9") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "#PWR061") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "PCM_Resistor_AKL:R_0603") (at 95.25 71.12 90) @@ -8651,7 +8945,7 @@ (hide yes) ) ) - (property "Value" "+2V5_BIAS" + (property "Value" "+2V5_BIAS1" (at 121.92 160.0199 90) (effects (font @@ -9269,7 +9563,7 @@ ) (symbol (lib_id "Device:C_Small") - (at 46.99 30.48 90) + (at 45.72 57.15 90) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -9277,15 +9571,15 @@ (dnp no) (uuid "5919ee97-8bfc-4d72-8ac3-33959d21e163") (property "Reference" "C12" - (at 44.196 29.21 90) + (at 42.926 55.88 90) (effects (font (size 1.27 1.27) ) ) ) - (property "Value" "10uF" - (at 50.8 29.21 90) + (property "Value" "1uF" + (at 49.53 55.88 90) (effects (font (size 1.27 1.27) @@ -9293,7 +9587,7 @@ ) ) (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 46.99 30.48 0) + (at 45.72 57.15 0) (effects (font (size 1.27 1.27) @@ -9302,7 +9596,7 @@ ) ) (property "Datasheet" "~" - (at 46.99 30.48 0) + (at 45.72 57.15 0) (effects (font (size 1.27 1.27) @@ -9311,7 +9605,7 @@ ) ) (property "Description" "Unpolarized capacitor, small symbol" - (at 46.99 30.48 0) + (at 45.72 57.15 0) (effects (font (size 1.27 1.27) @@ -9418,7 +9712,7 @@ ) ) ) - (property "Value" "10k" + (property "Value" "0" (at 100.076 159.004 90) (effects (font @@ -9801,7 +10095,7 @@ ) (symbol (lib_id "Connector_Audio:NC3MAAH-1") - (at 46.99 140.97 90) + (at 38.1 140.97 90) (mirror x) (unit 1) (exclude_from_sim no) @@ -9810,7 +10104,7 @@ (dnp no) (uuid "6ca9fb2a-958c-46b9-b00c-d127517bcb1e") (property "Reference" "J2" - (at 36.83 140.97 0) + 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"72e75cea-460f-4d95-b887-7674bc8a03e4") + (property "Reference" "#PWR02" + (at 33.02 121.92 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Value" "GNDA" + (at 35.56 121.9199 90) + (effects + (font + (size 1.27 1.27) + ) + (justify right) + ) + ) + (property "Footprint" "" + (at 39.37 121.92 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "" + (at 39.37 121.92 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "Power symbol creates a global label with name \"GND\" , ground" + (at 39.37 121.92 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "6c0822c9-1fe4-4d36-93d5-5fdb366e064f") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "#PWR02") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Device:C_Small") (at 252.73 43.18 0) @@ -10335,6 +10696,73 @@ ) ) ) + (symbol + (lib_id "power:PWR_FLAG") + (at 57.15 124.46 90) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (fields_autoplaced yes) + (uuid "77876e25-5bed-4f7b-9d2c-74a1d3a0dcfb") + (property "Reference" "#FLG06" + (at 55.245 124.46 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Value" "PWR_FLAG" + (at 53.34 124.4599 90) + (effects + (font + (size 1.27 1.27) + ) + (justify left) + ) + ) + (property "Footprint" "" + (at 57.15 124.46 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 57.15 124.46 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "Special symbol for telling ERC where power comes from" + (at 57.15 124.46 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "c8116ed5-9314-4846-9fcb-e740e02624b4") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "#FLG06") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "PCM_Resistor_AKL:R_0603") (at 165.1 107.95 90) @@ -10402,6 +10830,73 @@ ) ) ) + (symbol + (lib_id "PCM_Resistor_AKL:R_0603") + (at 41.91 115.57 90) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "7d7db42c-f230-49e3-9d07-a7a634c9064f") + (property "Reference" "R20" + (at 41.91 115.57 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "1k" + (at 46.482 114.554 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "PCM_Resistor_SMD_AKL:R_0603_1608Metric" + (at 53.34 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 41.91 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "SMD 0603 Chip Resistor, European Symbol, Alternate KiCad Library" + (at 41.91 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "2" + (uuid "6b015aa0-cc83-4f08-a299-105ad3b19673") + ) + (pin "1" + (uuid "90f753ec-bc04-4a6c-bae2-a1123be3e7be") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "R20") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Device:C_Small") (at 220.98 73.66 90) @@ -10471,7 +10966,7 @@ ) (symbol (lib_id "power:GND") - (at 59.69 137.16 90) + (at 40.64 132.08 90) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -10480,7 +10975,7 @@ (fields_autoplaced yes) (uuid "8290de69-c40d-4818-b174-8ac1f6528a70") (property "Reference" "#PWR014" - (at 66.04 137.16 0) + (at 46.99 132.08 0) (effects (font (size 1.27 1.27) @@ -10489,7 +10984,7 @@ ) ) (property "Value" "GNDA" - (at 63.5 137.1599 90) + (at 44.45 132.0799 90) (effects (font (size 1.27 1.27) @@ -10498,7 +10993,7 @@ ) ) (property "Footprint" "" - (at 59.69 137.16 0) + (at 40.64 132.08 0) (effects (font (size 1.27 1.27) @@ -10507,7 +11002,7 @@ ) ) (property "Datasheet" "" - (at 59.69 137.16 0) + (at 40.64 132.08 0) (effects (font (size 1.27 1.27) @@ -10516,7 +11011,7 @@ ) ) (property "Description" "Power symbol creates a global label with name \"GND\" , ground" - (at 59.69 137.16 0) + (at 40.64 132.08 0) (effects (font (size 1.27 1.27) @@ -10605,7 +11100,7 @@ ) (symbol (lib_id "power:GND") - (at 62.23 24.13 90) + (at 60.96 50.8 90) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -10614,7 +11109,7 @@ (fields_autoplaced yes) (uuid "83c01561-f6f8-415a-9bc2-bb8139ae861c") (property "Reference" "#PWR034" - (at 68.58 24.13 0) + (at 67.31 50.8 0) (effects (font (size 1.27 1.27) @@ -10623,7 +11118,7 @@ ) ) (property "Value" "GNDA" - (at 66.04 24.1299 90) + (at 64.77 50.7999 90) (effects (font (size 1.27 1.27) @@ -10632,7 +11127,7 @@ ) ) (property "Footprint" "" - (at 62.23 24.13 0) + (at 60.96 50.8 0) (effects (font (size 1.27 1.27) @@ -10641,7 +11136,7 @@ ) ) (property "Datasheet" "" - (at 62.23 24.13 0) + (at 60.96 50.8 0) (effects (font (size 1.27 1.27) @@ -10650,7 +11145,7 @@ ) ) (property "Description" "Power symbol creates a global label with name \"GND\" , ground" - (at 62.23 24.13 0) + (at 60.96 50.8 0) (effects (font (size 1.27 1.27) @@ -11480,7 +11975,7 @@ ) (symbol (lib_id "PCM_Resistor_AKL:R_0603") - (at 43.18 24.13 90) + (at 41.91 50.8 90) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -11488,7 +11983,7 @@ (dnp no) (uuid "9620efa7-8551-455b-8ece-b08f86188fb0") (property "Reference" "R10" - (at 43.18 24.13 90) + (at 41.91 50.8 90) (effects (font (size 1.27 1.27) @@ -11496,7 +11991,7 @@ ) ) (property "Value" "1k" - (at 47.752 23.114 90) + (at 46.482 49.784 90) (effects (font (size 1.27 1.27) @@ -11504,7 +11999,7 @@ ) ) (property "Footprint" "PCM_Resistor_SMD_AKL:R_0603_1608Metric" - (at 54.61 24.13 0) + (at 53.34 50.8 0) (effects (font (size 1.27 1.27) @@ -11513,7 +12008,7 @@ ) ) (property "Datasheet" "~" - (at 43.18 24.13 0) + (at 41.91 50.8 0) (effects (font (size 1.27 1.27) @@ -11522,7 +12017,7 @@ ) ) (property "Description" "SMD 0603 Chip Resistor, European Symbol, Alternate KiCad Library" - (at 43.18 24.13 0) + (at 41.91 50.8 0) (effects (font (size 1.27 1.27) @@ -11681,7 +12176,7 @@ ) (symbol (lib_id "power:GND") - (at 59.69 76.2 90) + (at 40.64 71.12 90) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -11690,7 +12185,7 @@ (fields_autoplaced yes) (uuid "995be085-9897-4e6c-bb8d-d931f472123e") (property "Reference" "#PWR012" - (at 66.04 76.2 0) + (at 46.99 71.12 0) (effects (font (size 1.27 1.27) @@ -11699,7 +12194,7 @@ ) ) (property "Value" "GNDA" - (at 63.5 76.1999 90) + (at 44.45 71.1199 90) (effects (font (size 1.27 1.27) @@ -11708,7 +12203,7 @@ ) ) (property "Footprint" "" - (at 59.69 76.2 0) + (at 40.64 71.12 0) (effects (font (size 1.27 1.27) @@ -11717,7 +12212,7 @@ ) ) (property "Datasheet" "" - (at 59.69 76.2 0) + (at 40.64 71.12 0) (effects (font (size 1.27 1.27) @@ -11726,7 +12221,7 @@ ) ) (property "Description" "Power symbol creates a global label with name \"GND\" , ground" - (at 59.69 76.2 0) + (at 40.64 71.12 0) (effects (font (size 1.27 1.27) @@ -11947,6 +12442,72 @@ ) ) ) + (symbol + (lib_id "power:+2V5") + (at 49.53 114.3 0) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "9dbfdf63-7cc3-4f36-a252-ed37f013afdd") + (property "Reference" "#PWR03" + (at 49.53 118.11 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Value" "+2V5_BIAS1" + (at 44.45 109.982 0) + (effects + (font + (size 1.27 1.27) + ) + (justify left) + ) + ) + (property "Footprint" "" + (at 49.53 114.3 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "" + (at 49.53 114.3 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "Power symbol creates a global label with name \"+2V5\"" + (at 49.53 114.3 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "1" + (uuid "6be236d5-3054-4b82-b586-4242fa4a4a44") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "#PWR03") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Device:C_Small") (at 220.98 83.82 90) @@ -12081,73 +12642,6 @@ ) ) ) - (symbol - (lib_id "Device:C_Small") - (at 62.23 80.01 90) - (unit 1) - (exclude_from_sim no) - (in_bom yes) - (on_board yes) - (dnp no) - (uuid "a51c83a6-cce2-470d-ae9a-102c52687046") - (property "Reference" "C8" - (at 59.436 78.74 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Value" "10uF" - (at 66.04 78.74 90) - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" - (at 62.23 80.01 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Datasheet" "~" - (at 62.23 80.01 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (property "Description" "Unpolarized capacitor, small symbol" - (at 62.23 80.01 0) - (effects - (font - (size 1.27 1.27) - ) - (hide yes) - ) - ) - (pin "2" - (uuid "72d70242-6a58-4227-8e32-0d8194ccf9cc") - ) - (pin "1" - (uuid "d29e0111-e297-40ac-8384-466da0c3b18f") - ) - (instances - (project "HyperNet-2-DAC" - (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" - (reference "C8") - (unit 1) - ) - ) - ) - ) (symbol (lib_id "power:+3.3VA") (at 194.31 40.64 270) @@ -13458,7 +13952,7 @@ ) (symbol (lib_id "Connector_Audio:NC3MAAH-1") - (at 46.99 80.01 90) + (at 38.1 80.01 90) (mirror x) (unit 1) (exclude_from_sim no) @@ -13467,7 +13961,7 @@ (dnp no) (uuid "be0cd036-c8e2-45e5-96a8-0c682b6de2ec") (property "Reference" "J1" - (at 36.83 80.01 0) + (at 27.94 80.01 0) (effects (font (size 1.27 1.27) @@ -13475,7 +13969,7 @@ ) ) (property "Value" "NC3MAAH-1" - (at 39.37 80.01 0) + (at 30.48 80.01 0) (effects (font (size 1.27 1.27) @@ -13483,7 +13977,7 @@ ) ) (property "Footprint" "Connector_Audio:Jack_XLR_Neutrik_NC3MAAH-1_Horizontal" - (at 46.99 80.01 0) + (at 38.1 80.01 0) (effects (font (size 1.27 1.27) @@ -13492,7 +13986,7 @@ ) ) (property "Datasheet" "https://www.neutrik.com/en/product/nc3maah-1" - (at 46.99 80.01 0) + (at 38.1 80.01 0) (effects (font (size 1.27 1.27) @@ -13501,7 +13995,7 @@ ) ) (property "Description" "AA Series, 3 pole male XLR receptacle, grounding: mating connector shell to pin1 and front panel, horizontal PCB mount" - (at 46.99 80.01 0) + (at 38.1 80.01 0) (effects (font (size 1.27 1.27) @@ -13665,6 +14159,73 @@ ) ) ) + (symbol + (lib_id "PCM_Resistor_AKL:R_0603") + (at 54.61 115.57 90) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "c1ec6140-e30f-4814-8f4d-9e03943b4c49") + (property "Reference" "R21" + (at 54.61 115.57 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "1k" + (at 59.182 114.554 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "PCM_Resistor_SMD_AKL:R_0603_1608Metric" + (at 66.04 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 54.61 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "SMD 0603 Chip Resistor, European Symbol, Alternate KiCad Library" + (at 54.61 115.57 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "2" + (uuid "e9821c67-d7c0-449d-8875-922bef95fa02") + ) + (pin "1" + (uuid "a2f2bf36-ceca-4c67-9bea-28426d646739") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "R21") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "Device:C_Small") (at 149.86 110.49 90) @@ -14021,16 +14582,15 @@ ) (symbol (lib_id "power:+2V5") - (at 50.8 22.86 0) + (at 49.53 49.53 0) (unit 1) (exclude_from_sim no) (in_bom yes) (on_board yes) (dnp no) - (fields_autoplaced yes) (uuid "cd3e13d1-fbb4-4f9e-8016-ef227d2bc1ea") (property "Reference" "#PWR010" - (at 50.8 26.67 0) + (at 49.53 53.34 0) (effects (font (size 1.27 1.27) @@ -14038,16 +14598,17 @@ (hide yes) ) ) - (property "Value" "+2V5_BIAS" - (at 50.8 17.78 0) + (property "Value" "+2V5_BIAS2" + (at 44.45 45.212 0) (effects (font (size 1.27 1.27) ) + (justify left) ) ) (property "Footprint" "" - (at 50.8 22.86 0) + (at 49.53 49.53 0) (effects (font (size 1.27 1.27) @@ -14056,7 +14617,7 @@ ) ) (property "Datasheet" "" - (at 50.8 22.86 0) + (at 49.53 49.53 0) (effects (font (size 1.27 1.27) @@ -14065,7 +14626,7 @@ ) ) (property "Description" "Power symbol creates a global label with name \"+2V5\"" - (at 50.8 22.86 0) + (at 49.53 49.53 0) (effects (font (size 1.27 1.27) @@ -14372,7 +14933,7 @@ (hide yes) ) ) - (property "Value" "+2V5_BIAS" + (property "Value" "+2V5_BIAS1" (at 109.22 121.9199 90) (effects (font @@ -14420,6 +14981,73 @@ ) ) ) + (symbol + (lib_id "Device:C_Small") + (at 60.96 80.01 90) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "d591a941-f92a-49cb-bb30-ec21a304dbf6") + (property "Reference" "C8" + (at 58.166 78.74 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "10uF" + (at 64.77 78.74 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" + (at 60.96 80.01 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 60.96 80.01 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "Unpolarized capacitor, small symbol" + (at 60.96 80.01 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "2" + (uuid "075f3a40-ac95-400b-8787-c26731deb986") + ) + (pin "1" + (uuid "ecf77f58-1555-4c8f-9b4e-50b858a437b1") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "C8") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:+2V5") (at 105.41 60.96 270) @@ -14439,7 +15067,7 @@ (hide yes) ) ) - (property "Value" "+2V5_BIAS" + (property "Value" "+2V5_BIAS2" (at 109.22 60.9599 90) (effects (font @@ -14663,7 +15291,7 @@ (hide yes) ) ) - (property "Value" "+2V5_BIAS" + (property "Value" "+2V5_BIAS2" (at 121.92 99.0599 90) (effects (font @@ -15065,6 +15693,73 @@ ) ) ) + (symbol + (lib_id "Device:C_Small") + (at 45.72 121.92 90) + (unit 1) + (exclude_from_sim no) + (in_bom yes) + (on_board yes) + (dnp no) + (uuid "f1941994-3e10-4606-a142-44f9e9fb86f8") + (property "Reference" "C5" + (at 42.926 120.65 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "1uF" + (at 49.53 120.65 90) + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "Capacitor_SMD:C_0603_1608Metric" + (at 45.72 121.92 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Datasheet" "~" + (at 45.72 121.92 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (property "Description" "Unpolarized capacitor, small symbol" + (at 45.72 121.92 0) + (effects + (font + (size 1.27 1.27) + ) + (hide yes) + ) + ) + (pin "2" + (uuid "1088465d-bea3-48c6-b8eb-8c9829855c4e") + ) + (pin "1" + (uuid "bb2dab0f-8c2e-4f35-b905-dea0ad1c7fb4") + ) + (instances + (project "HyperNet-2-DAC" + (path "/557d7afe-dd8f-46d0-915d-529de9cc9e69" + (reference "C5") + (unit 1) + ) + ) + ) + ) (symbol (lib_id "power:+5VA") (at 179.07 35.56 90) @@ -15668,7 +16363,7 @@ ) (symbol (lib_id "power:+5VA") - (at 39.37 24.13 90) + (at 38.1 50.8 90) (unit 1) (exclude_from_sim no) (in_bom yes) @@ -15677,7 +16372,7 @@ (fields_autoplaced yes) (uuid "ffce9cfa-abc4-41bc-8e20-d62cb25c698b") (property "Reference" "#PWR06" - (at 43.18 24.13 0) + (at 41.91 50.8 0) (effects (font (size 1.27 1.27) @@ -15686,7 +16381,7 @@ ) ) (property "Value" "+5VA" - (at 35.56 24.1299 90) + (at 34.29 50.7999 90) (effects (font (size 1.27 1.27) @@ -15695,7 +16390,7 @@ ) ) (property "Footprint" "" - (at 39.37 24.13 0) + (at 38.1 50.8 0) (effects (font (size 1.27 1.27) @@ -15704,7 +16399,7 @@ ) ) (property "Datasheet" "" - (at 39.37 24.13 0) + (at 38.1 50.8 0) (effects (font (size 1.27 1.27) @@ -15713,7 +16408,7 @@ ) ) (property "Description" "Power symbol creates a global label with name \"+5VA\"" - (at 39.37 24.13 0) + (at 38.1 50.8 0) (effects (font (size 1.27 1.27) diff --git a/src/electrical/v2/DAC/bom/ibom.html b/src/electrical/v2/DAC/bom/ibom.html index f2bd3eb..1ea30da 100644 --- a/src/electrical/v2/DAC/bom/ibom.html +++ b/src/electrical/v2/DAC/bom/ibom.html @@ -968,11 +968,11 @@ var d={x:c.clientX,y:c.clientY};b.push(d);var e=function(a,b){var c=a.indexOf(b) /////////////////////////////////////////////// /////////////////////////////////////////////// -var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "F", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]} +var config = {"dark_mode": true, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "F", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]} /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/src/electrical/v2/DAC/fabrication-toolkit-options.json b/src/electrical/v2/DAC/fabrication-toolkit-options.json new file mode 100644 index 0000000..5ce5e02 --- /dev/null +++ b/src/electrical/v2/DAC/fabrication-toolkit-options.json @@ -0,0 +1 @@ +{"ARCHIVE_NAME": "HyperNet_2_DAC_V2", "EXTRA_LAYERS": "", "ALL_ACTIVE_LAYERS": false, "EXTEND_EDGE_CUT": false, "ALTERNATIVE_EDGE_CUT": false, "AUTO TRANSLATE": true, "AUTO FILL": true, "EXCLUDE DNP": false} \ No newline at end of file diff --git a/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BoardOutLine.gbr b/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BoardOutLine.gbr deleted file mode 100644 index 0010d8b..0000000 --- a/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BoardOutLine.gbr +++ /dev/null @@ -1,36 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-06-26T22:51:00+02:00*% -%TF.ProjectId,HyperNet-2-DAC,48797065-724e-4657-942d-322d4441432e,rev?*% -%TF.SameCoordinates,Original*% -%TF.FileFunction,Profile,NP*% -%FSLAX46Y46*% -G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-26 22:51:00* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -%TA.AperFunction,Profile*% -%ADD10C,0.254000*% -%TD*% -G04 APERTURE END LIST* -D10* -X173467000Y-130579000D02* -X120508000Y-130579000D01* -X120508000Y-130579000D02* -X120508000Y-72825695D01* -X170333483Y-70000000D02* -G75* -G02* -X173467017Y-73524245I174317J-3000200D01* -G01* -X120508000Y-72825695D02* -G75* -G02* -X123332980Y-69999947I3000100J-174305D01* -G01* -X170333483Y-70000000D02* -X123332983Y-70000000D01* -X173467000Y-73524242D02* -X173467000Y-130579000D01* -M02* diff --git a/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomLayer.gbr b/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomLayer.gbr deleted file mode 100644 index 721ed08..0000000 --- a/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomLayer.gbr +++ /dev/null @@ -1,3182 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-06-26T22:51:00+02:00*% -%TF.ProjectId,HyperNet-2-DAC,48797065-724e-4657-942d-322d4441432e,rev?*% -%TF.SameCoordinates,Original*% -%TF.FileFunction,Copper,L2,Bot*% -%TF.FilePolarity,Positive*% -%FSLAX46Y46*% -G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-26 22:51:00* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -G04 Aperture macros list* -%AMRoundRect* -0 Rectangle with rounded corners* -0 $1 Rounding radius* -0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners* -0 Add a 4 corners polygon primitive as box body* -4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0* -0 Add four circle primitives for the rounded corners* -1,1,$1+$1,$2,$3* -1,1,$1+$1,$4,$5* -1,1,$1+$1,$6,$7* -1,1,$1+$1,$8,$9* -0 Add four rect primitives between the rounded corners* -20,1,$1+$1,$2,$3,$4,$5,0* -20,1,$1+$1,$4,$5,$6,$7,0* -20,1,$1+$1,$6,$7,$8,$9,0* -20,1,$1+$1,$8,$9,$2,$3,0*% -G04 Aperture macros list end* -%TA.AperFunction,ComponentPad*% -%ADD10C,3.600000*% -%TD*% -%TA.AperFunction,ConnectorPad*% -%ADD11C,5.600000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD12C,3.400000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD13C,2.900000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD14RoundRect,0.250000X-0.600000X0.600000X-0.600000X-0.600000X0.600000X-0.600000X0.600000X0.600000X0*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD15C,1.700000*% -%TD*% -%TA.AperFunction,ViaPad*% -%ADD16C,0.600000*% -%TD*% -%TA.AperFunction,ViaPad*% -%ADD17C,0.620000*% -%TD*% -%TA.AperFunction,Conductor*% -%ADD18C,0.365000*% -%TD*% -%TA.AperFunction,Conductor*% -%ADD19C,0.350000*% -%TD*% -%TA.AperFunction,Conductor*% -%ADD20C,0.200000*% -%TD*% -G04 APERTURE END LIST* -D10* -%TO.P,J6,1,Pin_1*% -%TO.N,GND*% -X123571000Y-73025000D03* -D11* -X123571000Y-73025000D03* -%TD*% -D12* -%TO.P,J1,1*% -%TO.N,GND*% 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zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-26 22:51:00* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -G04 APERTURE END LIST* -M02* diff --git a/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomSilkLayer.gbr b/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomSilkLayer.gbr deleted file mode 100644 index 0988883..0000000 --- a/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomSilkLayer.gbr +++ /dev/null @@ -1,15 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-06-26T22:51:00+02:00*% -%TF.ProjectId,HyperNet-2-DAC,48797065-724e-4657-942d-322d4441432e,rev?*% -%TF.SameCoordinates,Original*% -%TF.FileFunction,Legend,Bot*% -%TF.FilePolarity,Positive*% -%FSLAX46Y46*% -G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-26 22:51:00* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -G04 APERTURE END LIST* -M02* diff --git a/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomSolderMaskLayer.gbr b/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomSolderMaskLayer.gbr deleted file mode 100644 index 6c7a17b..0000000 --- a/src/electrical/v2/DAC/fabrication/HyperNet-2-DAC-BottomSolderMaskLayer.gbr +++ /dev/null @@ -1,98 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-06-26T22:51:00+02:00*% -%TF.ProjectId,HyperNet-2-DAC,48797065-724e-4657-942d-322d4441432e,rev?*% -%TF.SameCoordinates,Original*% -%TF.FileFunction,Soldermask,Bot*% -%TF.FilePolarity,Negative*% -%FSLAX46Y46*% -G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-26 22:51:00* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -G04 Aperture macros list* -%AMRoundRect* -0 Rectangle with rounded corners* -0 $1 Rounding radius* -0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners* -0 Add a 4 corners polygon primitive as box body* -4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0* 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LIST* -G04 Aperture macros list* -%AMRoundRect* -0 Rectangle with rounded corners* -0 $1 Rounding radius* -0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners* -0 Add a 4 corners polygon primitive as box body* -4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0* -0 Add four circle primitives for the rounded corners* -1,1,$1+$1,$2,$3* -1,1,$1+$1,$4,$5* -1,1,$1+$1,$6,$7* -1,1,$1+$1,$8,$9* -0 Add four rect primitives between the rounded corners* -20,1,$1+$1,$2,$3,$4,$5,0* -20,1,$1+$1,$4,$5,$6,$7,0* -20,1,$1+$1,$6,$7,$8,$9,0* -20,1,$1+$1,$8,$9,$2,$3,0*% -G04 Aperture macros list end* -%ADD10RoundRect,0.225000X0.225000X0.250000X-0.225000X0.250000X-0.225000X-0.250000X0.225000X-0.250000X0*% -%ADD11RoundRect,0.100000X0.100000X-0.350000X0.100000X0.350000X-0.100000X0.350000X-0.100000X-0.350000X0*% -%ADD12RoundRect,0.150000X-0.675000X-0.150000X0.675000X-0.150000X0.675000X0.150000X-0.675000X0.150000X0*% -%ADD13RoundRect,0.225000X0.335876X0.017678X0.017678X0.335876X-0.335876X-0.017678X-0.017678X-0.335876X0*% 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-%ADD23RoundRect,0.200000X-0.200000X-0.275000X0.200000X-0.275000X0.200000X0.275000X-0.200000X0.275000X0*% -%ADD24RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*% -%ADD25RoundRect,0.200000X0.053033X-0.335876X0.335876X-0.053033X-0.053033X0.335876X-0.335876X0.053033X0*% -%ADD26RoundRect,0.375000X-0.375000X0.625000X-0.375000X-0.625000X0.375000X-0.625000X0.375000X0.625000X0*% -%ADD27RoundRect,0.500000X-1.400000X0.500000X-1.400000X-0.500000X1.400000X-0.500000X1.400000X0.500000X0*% -G04 APERTURE END LIST* -D10* -%TO.C,C15*% -X155816600Y-83693000D03* -X154266600Y-83693000D03* -%TD*% -D11* -%TO.C,RN6*% -X146063000Y-83527000D03* -X146863000Y-83527000D03* -X147663000Y-83527000D03* -X148463000Y-83527000D03* -X148463000Y-81827000D03* -X147663000Y-81827000D03* -X146863000Y-81827000D03* -X146063000Y-81827000D03* -%TD*% -D12* -%TO.C,U3*% -X158157000Y-102997000D03* -X158157000Y-104267000D03* -X158157000Y-105537000D03* -X158157000Y-106807000D03* 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-%TF.SameCoordinates,Original*% -%TF.FileFunction,Legend,Top*% -%TF.FilePolarity,Positive*% -%FSLAX46Y46*% -G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 9.0.0) date 2025-06-26 22:51:00* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -%ADD10C,0.000000*% -%ADD11C,0.203200*% -%ADD12C,0.100000*% -%ADD13C,0.150000*% -%ADD14C,0.120000*% -G04 APERTURE END LIST* -D10* -G36* -X165872400Y-70993900D02* -G01* -X165873800Y-70998200D01* -X165910800Y-71001800D01* -X165947700Y-71005400D01* -X165971200Y-71009200D01* -X165994600Y-71013100D01* -X166018100Y-71017100D01* -X166041500Y-71021100D01* -X166078600Y-71029000D01* -X166115700Y-71037000D01* -X166129400Y-71040100D01* -X166143100Y-71043200D01* -X166162600Y-71048100D01* -X166182100Y-71053000D01* -X166207500Y-71060300D01* -X166232900Y-71067800D01* -X166260300Y-71076000D01* -X166287600Y-71084300D01* -X166305200Y-71091100D01* -X166322700Y-71097900D01* -X166336400Y-71102700D01* -X166350100Y-71107600D01* 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"Path": "HyperNet-2-DAC-BottomSolderMaskLayer.gbr", - "FileFunction": "SolderMask,Bot", - "FilePolarity": "Negative" - }, - { - "Path": "HyperNet-2-DAC-BoardOutLine.gbr", - "FileFunction": "Profile", - "FilePolarity": "Positive" - } - ], - "MaterialStackup": [ - { - "Type": "Legend", - "Name": "Top Silk Screen" - }, - { - "Type": "SolderPaste", - "Name": "Top Solder Paste" - }, - { - "Type": "SolderMask", - "Thickness": 0.01, - "Name": "Top Solder Mask" - }, - { - "Type": "Copper", - "Thickness": 0.035, - "Name": "TopLayer" - }, - { - "Type": "Dielectric", - "Thickness": 1.51, - "Material": "FR4", - "Name": "TopLayer/BottomLayer", - "Notes": "Type: dielectric layer 1 (from TopLayer to BottomLayer)" - }, - { - "Type": "Copper", - "Thickness": 0.035, - "Name": "BottomLayer" - }, - { - "Type": "SolderMask", - "Thickness": 0.01, - "Name": "Bottom Solder Mask" - }, - { - "Type": "SolderPaste", - "Name": "Bottom Solder Paste" - }, - { - "Type": "Legend", - "Name": "Bottom Silk Screen" - } - 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+Designator,Footprint,Quantity,Value,LCSC Part # +"C1, C3, C39, C40, C48",0603,5,0.1uF, +"C10, C11, C13, C2, C37, C38, C4, C7, C8, C9",0603,10,10uF, +"C12, C14, C15, C49, C5, C50",0603,6,1uF, +"C42, C43",0603,2,2.2uF, +"C51, C52",0603,2,2.2nF, +"J1, J2",Jack_XLR_Neutrik_NC3MAAH-1_Horizontal,2,NC3MAAH-1, +J3,IDC-Header_2x08_P2.54mm_Vertical,1,Conn_02x08_Odd_Even, +"J4, J5, J6",MountingHole_3.2mm_M3_DIN965_Pad_TopBottom,3,Conn_01x01, +L3,0603,1,FerriteBead_0603_1.5A, +LED2,0805,1,LED_0805_Red, +"R1, R12, R13, R2",0603,4,100, +"R10, R11, R20, R21",0603,4,1k, +"R14, R16, R18, R19, R4, R5, R6",0603,7,10k, +"R15, R17, R3, R7",0603,4,0, +"R8, R9",0603,2,470, +RN6,R_Array_Concave_4x0603,1,22, +U1,SOT-223-3_TabPin2,1,AMS1117-3.3, +U2,TSSOP-20_4.4x6.5mm_P0.65mm,1,PCM5100A, +"U3, U5",SOP-8_3.9x4.9mm_P1.27mm,2,NE5532, diff --git a/src/electrical/v2/DAC/production/designators.csv b/src/electrical/v2/DAC/production/designators.csv new file mode 100644 index 0000000..8784b3a --- /dev/null +++ b/src/electrical/v2/DAC/production/designators.csv @@ -0,0 +1,68 @@ +C1:1 +C10:1 +C11:1 +C12:1 +C13:1 +C14:1 +C15:1 +C2:1 +C3:1 +C37:1 +C38:1 +C39:1 +C4:1 +C40:1 +C42:1 +C43:1 +C48:1 +C49:1 +C5:1 +C50:1 +C51:1 +C52:1 +C7:1 +C8:1 +C9:1 +J1:1 +J2:1 +J3:1 +J4:1 +J5:1 +J6:1 +JP1:1 +JP2:1 +JP3:1 +KIBUZZARD-68197FC4:1 +KIBUZZARD-68197FD0:1 +KIBUZZARD-68197FE8:1 +KIBUZZARD-681A8FEE:1 +KIBUZZARD-681A9005:1 +KIBUZZARD-681A900E:1 +L3:1 +LED2:1 +R1:1 +R10:1 +R11:1 +R12:1 +R13:1 +R14:1 +R15:1 +R16:1 +R17:1 +R18:1 +R19:1 +R2:1 +R20:1 +R21:1 +R3:1 +R4:1 +R5:1 +R6:1 +R7:1 +R8:1 +R9:1 +RN6:1 +U1:1 +U2:1 +U3:1 +U5:1 diff --git a/src/electrical/v2/DAC/production/netlist.ipc b/src/electrical/v2/DAC/production/netlist.ipc new file mode 100644 index 0000000..43f7fce --- /dev/null +++ b/src/electrical/v2/DAC/production/netlist.ipc @@ -0,0 +1,254 @@ +P CODE 00 +P UNITS CUST 0 +P arrayDim N +317GND VIA MD0118PA00X+020709Y-012382X0236Y0000R000S-508409597 +317GND VIA 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MD0118PA00X+018706Y-013116X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+006791Y-011909X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+009156Y-010741X0236Y0000R000S-508409597 +317+3.3VA VIA MD0122PA00X+011055Y-009605X0244Y0000R000S-508409597 +317GND VIA MD0118PA00X+011206Y-009241X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+009606Y-009241X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+011756Y-010741X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+012206Y-010341X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+012806Y-010291X0236Y0000R000S-508409597 +317+3.3V VIA MD0118PA00X+008406Y-006437X0236Y0000R000S-508409597 +317+3.3V VIA MD0118PA00X+003587Y-001191X0236Y0000R000S-508409597 +317+3.3V VIA MD0118PA00X+001306Y-009141X0236Y0000R000S-508409597 +317+3.3V VIA MD0118PA00X+001306Y-006641X0236Y0000R000S-508409597 +317+3.3V VIA MD0118PA00X+001306Y-004141X0236Y0000R000S-508409597 +317+3.3VA VIA MD0122PA00X+008406Y-008691X0244Y0000R000S-508409597 +317+3.3VA VIA MD0118PA00X+015059Y-008694X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+002006Y-005661X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+016551Y-006771X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+002006Y-008211X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+000606Y-005691X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+006756Y-005641X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+006756Y-006761X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+010756Y-008141X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+009356Y-006841X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+013066Y-005971X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+009256Y-005941X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+006806Y-008691X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+009556Y-008091X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+010306Y-008141X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+014526Y-004241X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+011856Y-007741X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+006806Y-009341X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+015951Y-006121X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+015951Y-007471X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+013066Y-005411X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+016101Y-010071X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+000606Y-010741X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+002006Y-010711X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+000606Y-008241X0236Y0000R000S-508409597 +317GND VIA MD0118PA00X+004306Y-003241X0236Y0000R000S-508409597 +317NET-(JP1-C) VIA MD0118PA00X+010126Y-006920X0236Y0000R000S-508409597 +317NET-(JP1-C) VIA MD0118PA00X+005756Y-007091X0236Y0000R000S-508409597 +317NET-(JP2-C) VIA MD0118PA00X+005486Y-007327X0236Y0000R000S-508409597 +317NET-(JP2-C) VIA MD0118PA00X+011406Y-006891X0236Y0000R000S-508409597 +317NET-(JP3-C) VIA MD0118PA00X+011426Y-008391X0236Y0000R000S-508409597 +317NET-(JP3-C) VIA MD0118PA00X+005756Y-007577X0236Y0000R000S-508409597 +327+5VA C10 -1 A01X+017205Y-012313X0354Y0374R270S2 +327GND C10 -2 A01X+017205Y-011703X0354Y0374R270S2 +327GND C12 -1 A01X+020236Y-012372X0354Y0374R090S2 +327+2V5_BIAS2 C12 -2 A01X+020236Y-012982X0354Y0374R090S2 +327+5VA C13 -1 A01X+006339Y-012323X0354Y0374R270S2 +327GND C13 -2 A01X+006339Y-011713X0354Y0374R270S2 +327GND C5 -1 A01X+009488Y-012362X0354Y0374R090S2 +327+2V5_BIAS1 C5 -2 A01X+009488Y-012972X0354Y0374R090S2 +327+3.3VA U2 -1 A01X+009103Y-008691X0581Y0157R270S2 +327NET-(U2-CAPP) U2 -2 A01X+009359Y-008691X0581Y0157R270S2 +327GND U2 -3 A01X+009615Y-008691X0581Y0157R270S2 +327NET-(U2-CAPM) U2 -4 A01X+009870Y-008691X0581Y0157R270S2 +327NET-(U2-VNEG) U2 -5 A01X+010126Y-008691X0581Y0157R270S2 +327NET-(U2-OUTL) U2 -6 A01X+010382Y-008691X0581Y0157R270S2 +327NET-(U2-OUTR) U2 -7 A01X+010638Y-008691X0581Y0157R270S2 +327+3.3VA U2 -8 A01X+010894Y-008691X0581Y0157R270S2 +327GND U2 -9 A01X+011150Y-008691X0581Y0157R270S2 +327NET-(JP3-C) U2 -10 A01X+011406Y-008691X0581Y0157R270S2 +327NET-(JP2-C) U2 -11 A01X+011406Y-006437X0581Y0157R270S2 +327NET-(RN6-R4.1) U2 -12 A01X+011150Y-006437X0581Y0157R270S2 +327NET-(RN6-R3.1) U2 -13 A01X+010894Y-006437X0581Y0157R270S2 +327NET-(RN6-R2.1) U2 -14 A01X+010638Y-006437X0581Y0157R270S2 +327NET-(RN6-R1.1) U2 -15 A01X+010382Y-006437X0581Y0157R270S2 +327NET-(JP1-C) U2 -16 A01X+010126Y-006437X0581Y0157R270S2 +327DAC_MUTE U2 -17 A01X+009870Y-006437X0581Y0157R270S2 +327NET-(U2-LDOO) U2 -18 A01X+009615Y-006437X0581Y0157R270S2 +327GND U2 -19 A01X+009359Y-006437X0581Y0157R270S2 +327+3.3V U2 -20 A01X+009103Y-006437X0581Y0157R270S2 +317GND J3 -1 D0394PA00X+014506Y-001491X0669Y0669R090S0 +317GND J3 -2 D0394PA00X+014506Y-002491X0669Y0000R090S0 +317+5VA_RAW J3 -3 D0394PA00X+013506Y-001491X0669Y0000R090S0 +317+5VA_RAW J3 -4 D0394PA00X+013506Y-002491X0669Y0000R090S0 +317GND J3 -5 D0394PA00X+012506Y-001491X0669Y0000R090S0 +317GND J3 -6 D0394PA00X+012506Y-002491X0669Y0000R090S0 +317+3.3V J3 -7 D0394PA00X+011506Y-001491X0669Y0000R090S0 +317+3.3V J3 -8 D0394PA00X+011506Y-002491X0669Y0000R090S0 +317DAC_BCK J3 -9 D0394PA00X+010506Y-001491X0669Y0000R090S0 +317DAC_SCKI J3 -10 D0394PA00X+010506Y-002491X0669Y0000R090S0 +317DAC_LRCK J3 -11 D0394PA00X+009506Y-001491X0669Y0000R090S0 +317DAC_DATA_12 J3 -12 D0394PA00X+009506Y-002491X0669Y0000R090S0 +317I2C_SDA J3 -13 D0394PA00X+008506Y-001491X0669Y0000R090S0 +317DAC_MUTE J3 -14 D0394PA00X+008506Y-002491X0669Y0000R090S0 +317I2C_SCL J3 -15 D0394PA00X+007506Y-001491X0669Y0000R090S0 +317-PIN_16-PAD16) J3 -16 D0394PA00X+007506Y-002491X0669Y0000R090S0 +327NET-(C9-PAD2) C9 -2 A01X+004262Y-015374X0354Y0374R180S2 +327NET-(C9-PAD1) C9 -1 A01X+004872Y-015374X0354Y0374R180S2 +327NET-(C11-PAD1) C11 -1 A01X+006998Y-015374X0354Y0374R000S2 +327NET-(C11-PAD2) C11 -2 A01X+007608Y-015374X0354Y0374R000S2 +327NET-(C8-PAD1) C8 -1 A01X+015679Y-015354X0354Y0374R180S2 +327NET-(C8-PAD2) C8 -2 A01X+015069Y-015354X0354Y0374R180S2 +327NET-(C7-PAD1) C7 -1 A01X+017884Y-015374X0354Y0374R000S2 +327NET-(C7-PAD2) C7 -2 A01X+018494Y-015374X0354Y0374R000S2 +327NET-(C49-PAD1) R5 -2 A01X+015656Y-011366X0315Y0374R270S2 +327NET-(U3A--) R5 -1 A01X+015656Y-012016X0315Y0374R270S2 +327NET-(C49-PAD1) R7 -2 A01X+016456Y-011366X0315Y0374R270S2 +327NET-(U3B-+) R7 -1 A01X+016456Y-012016X0315Y0374R270S2 +327+2V5_BIAS2 R6 -2 A01X+018706Y-013116X0315Y0374R270S2 +327NET-(U3B--) R6 -1 A01X+018706Y-013766X0315Y0374R270S2 +327NET-(R13-PAD2) R13 -2 A01X+008706Y-013416X0315Y0374R270S2 +327NET-(C11-PAD2) R13 -1 A01X+008706Y-014066X0315Y0374R270S2 +327+2V5_BIAS2 R10 -2 A01X+018425Y-012520X0315Y0374R000S2 +327+5VA R10 -1 A01X+017776Y-012520X0315Y0374R000S2 +327NET-(C50-PAD2) C50 -2 A01X+007561Y-011341X0354Y0374R000S2 +327NET-(C50-PAD1) C50 -1 A01X+006951Y-011341X0354Y0374R000S2 +327NET-(R12-PAD2) R12 -2 A01X+002556Y-012916X0315Y0374R270S2 +327NET-(C9-PAD2) R12 -1 A01X+002556Y-013566X0315Y0374R270S2 +327NET-(C50-PAD2) C52 -2 A01X+008206Y-011346X0354Y0374R090S2 +327GND C52 -1 A01X+008206Y-010736X0354Y0374R090S2 +327GND R11 -2 A01X+019636Y-012520X0315Y0374R000S2 +327+2V5_BIAS2 R11 -1 A01X+018986Y-012520X0315Y0374R000S2 +327NET-(U3A--) R4 -2 A01X+014156Y-013566X0315Y0374R090S2 +327NET-(R2-PAD2) R4 -1 A01X+014156Y-012916X0315Y0374R090S2 +327NET-(U5B--) R15 -2 A01X+007206Y-014066X0315Y0374R090S2 +327NET-(R13-PAD2) R15 -1 A01X+007206Y-013416X0315Y0374R090S2 +327NET-(C50-PAD1) R16 -2 A01X+004856Y-011366X0315Y0374R270S2 +327NET-(U5A--) R16 -1 A01X+004856Y-012016X0315Y0374R270S2 +327NET-(R1-PAD2) R1 -2 A01X+019456Y-013416X0315Y0374R270S2 +327NET-(C7-PAD2) R1 -1 A01X+019456Y-014066X0315Y0374R270S2 +327NET-(C50-PAD1) R17 -2 A01X+005656Y-011366X0315Y0374R270S2 +327NET-(U5B-+) R17 -1 A01X+005656Y-012016X0315Y0374R270S2 +327+2V5_BIAS1 R18 -2 A01X+007956Y-013116X0315Y0374R270S2 +327NET-(U5B--) R18 -1 A01X+007956Y-013766X0315Y0374R270S2 +327NET-(R2-PAD2) R2 -2 A01X+013406Y-012916X0315Y0374R270S2 +327NET-(C8-PAD2) R2 -1 A01X+013406Y-013566X0315Y0374R270S2 +327NET-(U3B--) R3 -2 A01X+017956Y-014066X0315Y0374R090S2 +327NET-(R1-PAD2) R3 -1 A01X+017956Y-013416X0315Y0374R090S2 +327+5VA U5 -8 A01X+006289Y-012991X0650Y0236R000S2 +327NET-(R13-PAD2) U5 -7 A01X+006289Y-013491X0650Y0236R000S2 +327NET-(U5B--) U5 -6 A01X+006289Y-013991X0650Y0236R000S2 +327NET-(U5B-+) U5 -5 A01X+006289Y-014491X0650Y0236R000S2 +327GND U5 -4 A01X+004222Y-014491X0650Y0236R000S2 +327+2V5_BIAS1 U5 -3 A01X+004222Y-013991X0650Y0236R000S2 +327NET-(U5A--) U5 -2 A01X+004222Y-013491X0650Y0236R000S2 +327NET-(R12-PAD2) U5 -1 A01X+004222Y-012991X0650Y0236R000S2 +327NET-(U5A--) R14 -2 A01X+003306Y-013566X0315Y0374R090S2 +327NET-(R12-PAD2) R14 -1 A01X+003306Y-012916X0315Y0374R090S2 +327+2V5_BIAS1 R20 -2 A01X+007677Y-012500X0315Y0374R000S2 +327+5VA R20 -1 A01X+007028Y-012500X0315Y0374R000S2 +327GND R21 -2 A01X+008888Y-012500X0315Y0374R000S2 +327+2V5_BIAS1 R21 -1 A01X+008238Y-012500X0315Y0374R000S2 +327+5VA U3 -8 A01X+017089Y-012991X0650Y0236R000S2 +327NET-(R1-PAD2) U3 -7 A01X+017089Y-013491X0650Y0236R000S2 +327NET-(U3B--) U3 -6 A01X+017089Y-013991X0650Y0236R000S2 +327NET-(U3B-+) U3 -5 A01X+017089Y-014491X0650Y0236R000S2 +327GND U3 -4 A01X+015022Y-014491X0650Y0236R000S2 +327+2V5_BIAS2 U3 -3 A01X+015022Y-013991X0650Y0236R000S2 +327NET-(U3A--) U3 -2 A01X+015022Y-013491X0650Y0236R000S2 +327NET-(R2-PAD2) U3 -1 A01X+015022Y-012991X0650Y0236R000S2 +327NET-(U2-VNEG) C42 -2 A01X+009917Y-009984X0354Y0374R315S2 +327GND C42 -1 A01X+009485Y-010416X0354Y0374R315S2 +327+3.3VA C2 -2 A01X+010990Y-010009X0354Y0374R225S2 +327GND C2 -1 A01X+011422Y-010441X0354Y0374R225S2 +327+3.3VA C1 -2 A01X+011440Y-009575X0354Y0374R225S2 +327GND C1 -1 A01X+011872Y-010007X0354Y0374R225S2 +327NET-(U2-OUTL) R9 -2 A01X+010115Y-010891X0315Y0374R315S2 +327NET-(C50-PAD2) R9 -1 A01X+009656Y-011350X0315Y0374R315S2 +327NET-(U2-OUTR) R8 -2 A01X+010926Y-010891X0315Y0374R225S2 +327NET-(C49-PAD2) R8 -1 A01X+011386Y-011350X0315Y0374R225S2 +327NET-(C49-PAD2) C49 -2 A01X+013451Y-011341X0354Y0374R180S2 +327NET-(C49-PAD1) C49 -1 A01X+014061Y-011341X0354Y0374R180S2 +327NET-(C49-PAD2) C51 -2 A01X+012806Y-011346X0354Y0374R090S2 +327GND C51 -1 A01X+012806Y-010736X0354Y0374R090S2 +327GND J5 -1 A02X+010606Y-014691X2205Y0000R000S1 +327GND J5 -1 A01X+010606Y-014691X2205Y0000R000S2 +317GND J5 -1 D1260PA00X+010606Y-014691X1417Y0000R000S0 +327+5VA C15 -1 A01X+014101Y-005391X0354Y0374R180S2 +327GND C15 -2 A01X+013491Y-005391X0354Y0374R180S2 +327NET-(RN6-R1.1) RN6 -1 A01X+010261Y-005326X0354Y0157R270S2 +327NET-(RN6-R2.1) RN6 -2 A01X+010576Y-005326X0354Y0157R270S2 +327NET-(RN6-R3.1) RN6 -3 A01X+010891Y-005326X0354Y0157R270S2 +327NET-(RN6-R4.1) RN6 -4 A01X+011206Y-005326X0354Y0157R270S2 +327DAC_SCKI RN6 -5 A01X+011206Y-004656X0354Y0157R270S2 +327DAC_BCK RN6 -6 A01X+010891Y-004656X0354Y0157R270S2 +327DAC_DATA_12 RN6 -7 A01X+010576Y-004656X0354Y0157R270S2 +327DAC_LRCK RN6 -8 A01X+010261Y-004656X0354Y0157R270S2 +327GND JP2 -1 A01X+001306Y-008216X0118Y0118R270S2 +327NET-(JP2-C) JP2 -2 A01X+001306Y-007428X0118Y0118R270S3 +327+3.3V JP2 -3 A01X+001306Y-006641X0118Y0118R090S2 +327GND C3 -1 A01X+015656Y-010071X0354Y0374R180S2 +327+3.3VA C3 -2 A01X+015046Y-010071X0354Y0374R180S2 +317GND J6 -1 D1260PA00X+001406Y-001191X1417Y0000R000S0 +327GND J6 -1 A01X+001406Y-001191X2205Y0000R000S2 +327GND J6 -1 A02X+001406Y-001191X2205Y0000R000S1 +327NET-(LED2-K) LED2 -1 A01X+004325Y-001191X0384Y0551R180S2 +327+3.3V LED2 -2 A01X+003587Y-001191X0384Y0551R180S2 +327+5VA_RAW L3 -1 A01X+013486Y-004811X0344Y0374R000S2 +327+5VA L3 -2 A01X+014106Y-004811X0344Y0374R000S2 +327NET-(U2-CAPP) C43 -1 A01X+008456Y-008096X0354Y0374R270S2 +327NET-(U2-CAPM) C43 -2 A01X+008456Y-007486X0354Y0374R270S2 +327GND C48 -1 A01X+007201Y-005641X0354Y0374R000S2 +327NET-(U2-LDOO) C48 -2 A01X+007811Y-005641X0354Y0374R000S2 +327GND JP3 -1 A01X+001306Y-010716X0118Y0118R270S2 +327NET-(JP3-C) JP3 -2 A01X+001306Y-009928X0118Y0118R270S3 +327+3.3V JP3 -3 A01X+001306Y-009141X0118Y0118R090S2 +327GND C38 -1 A01X+007201Y-009341X0354Y0374R000S2 +327+3.3VA C38 -2 A01X+007811Y-009341X0354Y0374R000S2 +317GND J4 -1 D1260PA00X+019856Y-001191X1417Y0000R000S0 +327GND J4 -1 A01X+019856Y-001191X2205Y0000R000S2 +327GND J4 -1 A02X+019856Y-001191X2205Y0000R000S1 +327+5VA_RAW C14 -1 A01X+013491Y-004231X0354Y0374R000S2 +327GND C14 -2 A01X+014101Y-004231X0354Y0374R000S2 +327NET-(LED2-K) R19 -1 A01X+004300Y-002125X0315Y0374R090S2 +327GND R19 -2 A01X+004300Y-002775X0315Y0374R090S2 +327GND C39 -1 A01X+007201Y-006441X0354Y0374R000S2 +327+3.3V C39 -2 A01X+007811Y-006441X0354Y0374R000S2 +327GND C4 -1 A01X+013491Y-005971X0354Y0374R000S2 +327+5VA C4 -2 A01X+014101Y-005971X0354Y0374R000S2 +327GND C40 -1 A01X+007201Y-008691X0354Y0374R000S2 +327+3.3VA C40 -2 A01X+007811Y-008691X0354Y0374R000S2 +367N/C J2 D0630UA00X+003756Y-020291X0630Y0000R000S0 +367N/C J2 D0630UA00X+006756Y-022291X0630Y0000R000S0 +317GND J2 -1 D0630PA00X+003756Y-016791X1339Y0000R000S0 +317NET-(C11-PAD1) J2 -2 D0630PA00X+006756Y-016791X1339Y0000R000S0 +317NET-(C9-PAD1) J2 -3 D0472PA00X+005256Y-016791X1142Y0000R000S0 +327GND U1 -1 A01X+015957Y-006781X0787Y0591R090S2 +327+3.3VA U1 -2 A01X+015051Y-006781X0787Y0591R090S2 +327+3.3VA U1 -2 A01X+015051Y-009261X0787Y1496R090S2 +327+5VA U1 -3 A01X+014146Y-006781X0787Y0591R090S2 +327GND C37 -1 A01X+007201Y-007091X0354Y0374R000S2 +327+3.3V C37 -2 A01X+007811Y-007091X0354Y0374R000S2 +327GND JP1 -1 A01X+001306Y-005716X0118Y0118R270S2 +327NET-(JP1-C) JP1 -2 A01X+001306Y-004928X0118Y0118R270S3 +327+3.3V JP1 -3 A01X+001306Y-004141X0118Y0118R090S2 +367N/C J1 D0630UA00X+014565Y-020294X0630Y0000R000S0 +367N/C J1 D0630UA00X+017565Y-022294X0630Y0000R000S0 +317GND J1 -1 D0630PA00X+014565Y-016794X1339Y0000R000S0 +317NET-(C7-PAD1) J1 -2 D0630PA00X+017565Y-016794X1339Y0000R000S0 +317NET-(C8-PAD1) J1 -3 D0472PA00X+016065Y-016794X1142Y0000R000S0 +999 diff --git a/src/electrical/v2/DAC/production/positions.csv b/src/electrical/v2/DAC/production/positions.csv new file 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