diff --git a/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-05-07_010048.zip b/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-05-07_010048.zip deleted file mode 100644 index a3d9857..0000000 Binary files a/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-05-07_010048.zip and /dev/null differ diff --git a/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-06-26_213321.zip b/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-06-26_213321.zip deleted file mode 100644 index cc36c2d..0000000 Binary files a/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-06-26_213321.zip and /dev/null differ diff --git a/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-09-06_023103.zip b/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-09-06_023103.zip new file mode 100644 index 0000000..799d39a Binary files /dev/null and b/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-09-06_023103.zip differ diff --git a/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-10-06_005620.zip b/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-10-06_005620.zip new file mode 100644 index 0000000..df16357 Binary files /dev/null and b/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-10-06_005620.zip differ diff --git a/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-10-25_012108.zip b/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-10-25_012108.zip new file mode 100644 index 0000000..d94bdb9 Binary files /dev/null and b/src/electrical/v2/ADC/HyperNet-2-ADC-backups/HyperNet-2-ADC-2025-10-25_012108.zip differ diff --git a/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_pcb b/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_pcb index d67eaa6..2351cba 100644 --- a/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_pcb +++ b/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_pcb @@ -9,8 +9,8 @@ (paper "A4") (title_block (title "HyperNet-V2-ADC") - (date "2025-08-24") - (rev "2") + (date "2025-10-25") + (rev "3") (company "TheStaticTurtle") ) (layers @@ -71,7 +71,6 @@ (psnegative no) (psa4output no) (plot_black_and_white yes) - (plotinvisibletext no) (sketchpadsonfab no) (plotpadnumbers no) (hidednponfab no) @@ -172,7 +171,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 0) (layer "F.Fab") (hide yes) @@ -394,7 +393,7 @@ ) ) ) - (property "Datasheet" "" + (property "Datasheet" "~" (at 0 0 0) (unlocked yes) (layer "F.Fab") @@ -477,7 +476,7 @@ (net 3 "GND") (pinfunction "Pin_1") (pintype "passive") - (uuid "6f0afa8f-1eef-418b-a2e2-2d8fc033d411") + (uuid "9758019f-f4b0-49a5-a73d-51bd023a756a") ) (pad "1" connect circle (at 0 0) @@ -486,7 +485,7 @@ (net 3 "GND") (pinfunction "Pin_1") (pintype "passive") - (uuid "6f0afa8f-1eef-418b-a2e2-2d8fc033d411") + (uuid 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107.85436) (xy 160.637196 107.992449) (xy 160.63479 107.99329) (xy 160.646155 108.049208) (xy 160.620436 108.115382) (xy 160.563024 108.157147) (xy 160.520611 108.1645) (xy 160.027961 108.1645) (xy 159.95984 108.144498) (xy 159.913347 108.090842) (xy 159.903243 108.020568) (xy 159.912204 107.993019) (xy 159.911251 107.992686) (xy 159.95962 107.854454) diff --git a/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_prl b/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_prl index b0c5aa1..c5ec055 100644 --- a/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_prl +++ b/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_prl @@ -1,6 +1,6 @@ { "board": { - "active_layer": 2, + "active_layer": 0, "active_layer_preset": "", "auto_track_width": true, "hidden_netclasses": [], diff --git a/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_pro b/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_pro index 90f2eae..c41b7d4 100644 --- a/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_pro +++ b/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_pro @@ -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/ADC/HyperNet-2-ADC.kicad_sch b/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_sch index 181229a..e0ecbc9 100644 --- a/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_sch +++ b/src/electrical/v2/ADC/HyperNet-2-ADC.kicad_sch @@ -6,8 +6,8 @@ (paper "User" 304.8 205.105) (title_block (title "HyperNet-V2-ADC") - (date "2025-08-24") - (rev "2") + (date "2025-10-25") + (rev "3") (company "TheStaticTurtle") ) (lib_symbols @@ -6904,7 +6904,7 @@ (exclude_from_sim no) (in_bom yes) (on_board yes) - (dnp no) + (dnp yes) (uuid "0000bc27-63df-4533-8f2f-abfde8c6c8c1") (property "Reference" "D2" (at 64.77 122.936 0) @@ -10085,7 +10085,7 @@ (exclude_from_sim no) (in_bom yes) (on_board yes) - (dnp no) + (dnp yes) (uuid "4cc1b68f-eb36-4a5f-8397-556c232d05a0") (property "Reference" "D1" (at 80.518 146.05 0) @@ -11131,7 +11131,7 @@ (exclude_from_sim no) (in_bom yes) (on_board yes) - (dnp no) + (dnp yes) (uuid "73ec8b5d-88b4-443c-8bcf-c9597eed84e9") (property "Reference" "D4" (at 80.518 86.36 0) @@ -13597,7 +13597,7 @@ ) ) ) - (property "Value" "10k" + (property "Value" "0" (at 115.062 63.754 90) (effects (font @@ -14870,7 +14870,7 @@ (exclude_from_sim no) (in_bom yes) (on_board yes) - (dnp no) + (dnp yes) (uuid "bb3389a2-bb04-41a0-93a4-d11c2201ae12") (property 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"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 = 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/src/electrical/v2/ADC/fabrication-toolkit-options.json b/src/electrical/v2/ADC/fabrication-toolkit-options.json new file mode 100644 index 0000000..efde6f4 --- /dev/null +++ b/src/electrical/v2/ADC/fabrication-toolkit-options.json @@ -0,0 +1 @@ +{"ARCHIVE_NAME": "HyperNet2-ADC-V3", "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/ADC/fabrication/HyperNet-2-ADC-BoardOutLine.gbr b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BoardOutLine.gbr deleted file mode 100644 index 30e1fb4..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BoardOutLine.gbr +++ /dev/null @@ -1,36 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-08-24T23:27:19+02:00*% -%TF.ProjectId,HyperNet-2-ADC,48797065-724e-4657-942d-322d4144432e,2*% -%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 2025-08-24 23:27:19* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -%TA.AperFunction,Profile*% -%ADD10C,0.254000*% -%TD*% -G04 APERTURE END LIST* -D10* -X173467000Y-130579000D02* -X120508000Y-130579000D01* -X170333483Y-70000000D02* -G75* -G02* -X173467017Y-73524245I174317J-3000200D01* -G01* -X170333483Y-70000000D02* -X123332983Y-70000000D01* -X120508000Y-72825695D02* -G75* -G02* -X123332980Y-69999947I3000100J-174305D01* -G01* -X173467000Y-73524242D02* -X173467000Y-130579000D01* -X120508000Y-130579000D02* -X120508000Y-72825695D01* -M02* diff --git a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomLayer.gbr b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomLayer.gbr deleted file mode 100644 index 2d3b4ac..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomLayer.gbr +++ /dev/null @@ -1,3938 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-08-24T23:27:19+02:00*% -%TF.ProjectId,HyperNet-2-ADC,48797065-724e-4657-942d-322d4144432e,2*% -%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 2025-08-24 23:27:19* -%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,Conductor*% -%ADD10C,0.350000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD11C,3.400000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD12C,2.900000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD13C,3.600000*% -%TD*% -%TA.AperFunction,ConnectorPad*% -%ADD14C,5.600000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD15RoundRect,0.250000X-0.725000X0.600000X-0.725000X-0.600000X0.725000X-0.600000X0.725000X0.600000X0*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD16O,1.950000X1.700000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD17RoundRect,0.250000X-0.600000X0.600000X-0.600000X-0.600000X0.600000X-0.600000X0.600000X0.600000X0*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD18C,1.700000*% -%TD*% -%TA.AperFunction,ViaPad*% -%ADD19C,0.600000*% -%TD*% -G04 APERTURE END LIST* -D10* -%TO.N,+48V_CH1*% -X130600000Y-113300000D02* -G75* -G02* 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100644 index d9e80b9..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomPasteMaskLayer.gbr +++ /dev/null @@ -1,15 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-08-24T23:27:19+02:00*% -%TF.ProjectId,HyperNet-2-ADC,48797065-724e-4657-942d-322d4144432e,2*% -%TF.SameCoordinates,Original*% -%TF.FileFunction,Paste,Bot*% -%TF.FilePolarity,Positive*% -%FSLAX46Y46*% -G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 9.0.0) date 2025-08-24 23:27:19* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -G04 APERTURE END LIST* -M02* diff --git a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomSilkLayer.gbr b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomSilkLayer.gbr deleted file mode 100644 index 458e3d5..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomSilkLayer.gbr +++ /dev/null @@ -1,15 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-08-24T23:27:19+02:00*% -%TF.ProjectId,HyperNet-2-ADC,48797065-724e-4657-942d-322d4144432e,2*% -%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 2025-08-24 23:27:19* -%MOMM*% -%LPD*% -G01* -G04 APERTURE LIST* -G04 APERTURE END LIST* -M02* diff --git a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomSolderMaskLayer.gbr b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomSolderMaskLayer.gbr deleted file mode 100644 index d1c3a05..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-BottomSolderMaskLayer.gbr +++ /dev/null @@ -1,109 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-08-24T23:27:19+02:00*% -%TF.ProjectId,HyperNet-2-ADC,48797065-724e-4657-942d-322d4144432e,2*% -%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 2025-08-24 23:27:19* -%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* -%ADD10C,1.600000*% -%ADD11C,3.400000*% -%ADD12C,2.900000*% -%ADD13C,3.600000*% -%ADD14C,5.600000*% -%ADD15RoundRect,0.250000X-0.725000X0.600000X-0.725000X-0.600000X0.725000X-0.600000X0.725000X0.600000X0*% -%ADD16O,1.950000X1.700000*% -%ADD17RoundRect,0.250000X-0.600000X0.600000X-0.600000X-0.600000X0.600000X-0.600000X0.600000X0.600000X0*% -%ADD18C,1.700000*% -G04 APERTURE END LIST* -D10* -%TO.C,PS2*% -X156972000Y-121557000D03* -X164592000Y-126637000D03* -D11* -X164592000Y-117747000D03* -X156972000Y-117112000D03* -D12* -X160782000Y-113297000D03* -X169032000Y-123467000D03* -%TD*% -D10* -%TO.C,PS1*% -X129413000Y-121534000D03* -X137033000Y-126614000D03* -D11* -X137033000Y-117724000D03* -X129413000Y-117089000D03* -D12* -X133223000Y-113274000D03* -X141473000Y-123444000D03* -%TD*% -D13* -%TO.C,J5*% -X146939000Y-107315000D03* -D14* -X146939000Y-107315000D03* -%TD*% -D13* -%TO.C,J4*% -X170434000Y-73025000D03* -D14* -X170434000Y-73025000D03* -%TD*% -D15* -%TO.C,J1*% -X163200000Y-84200000D03* -D16* -X163200000Y-86700000D03* -X163200000Y-89200000D03* -%TD*% -D13* -%TO.C,J6*% -X123571000Y-73025000D03* -D14* -X123571000Y-73025000D03* -%TD*% -D17* -%TO.C,J3*% -X156845000Y-73787000D03* -D18* -X156845000Y-76327000D03* -X154305000Y-73787000D03* -X154305000Y-76327000D03* -X151765000Y-73787000D03* -X151765000Y-76327000D03* -X149225000Y-73787000D03* -X149225000Y-76327000D03* -X146685000Y-73787000D03* -X146685000Y-76327000D03* -X144145000Y-73787000D03* -X144145000Y-76327000D03* -X141605000Y-73787000D03* -X141605000Y-76327000D03* -X139065000Y-73787000D03* -X139065000Y-76327000D03* -%TD*% -M02* diff --git a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-NPTH.drl b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-NPTH.drl deleted file mode 100644 index e69645e..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-NPTH.drl +++ /dev/null @@ -1,19 +0,0 @@ -M48 -; DRILL file {KiCad 9.0.0} date 2025-08-24T23:27:24+0200 -; FORMAT={-:-/ absolute / metric / decimal} -; #@! TF.CreationDate,2025-08-24T23:27:24+02:00 -; #@! TF.GenerationSoftware,Kicad,Pcbnew,9.0.0 -; #@! TF.FileFunction,NonPlated,1,2,NPTH -FMAT,2 -METRIC -; #@! TA.AperFunction,NonPlated,NPTH,ComponentDrill -T1C1.600 -% -G90 -G05 -T1 -X129.413Y-121.534 -X137.033Y-126.614 -X156.972Y-121.557 -X164.592Y-126.637 -M30 diff --git a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-PTH.drl b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-PTH.drl deleted file mode 100644 index 6da4858..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-PTH.drl +++ /dev/null @@ -1,166 +0,0 @@ -M48 -; DRILL file {KiCad 9.0.0} date 2025-08-24T23:27:24+0200 -; FORMAT={-:-/ absolute / metric / decimal} -; #@! TF.CreationDate,2025-08-24T23:27:24+02:00 -; #@! TF.GenerationSoftware,Kicad,Pcbnew,9.0.0 -; #@! TF.FileFunction,Plated,1,2,PTH -FMAT,2 -METRIC -; #@! TA.AperFunction,Plated,PTH,ViaDrill -T1C0.300 -; #@! TA.AperFunction,Plated,PTH,ComponentDrill -T2C0.950 -; #@! TA.AperFunction,Plated,PTH,ComponentDrill -T3C1.000 -; #@! TA.AperFunction,Plated,PTH,ComponentDrill -T4C1.200 -; #@! TA.AperFunction,Plated,PTH,ComponentDrill -T5C1.600 -; #@! TA.AperFunction,Plated,PTH,ComponentDrill -T6C3.200 -% -G90 -G05 -T1 -X121.7Y-100.0 -X121.7Y-106.0 -X121.7Y-113.3 -X121.793Y-84.582 -X121.92Y-90.551 -X121.92Y-96.774 -X122.682Y-101.473 -X123.0Y-109.0 -X123.0Y-111.4 -X123.0Y-114.2 -X123.825Y-80.518 -X123.825Y-86.551 -X123.825Y-92.742 -X125.5Y-106.3 -X125.654Y-84.582 -X125.781Y-90.551 -X125.781Y-96.774 -X125.8Y-98.8 -X128.1Y-95.2 -X128.5Y-96.4 -X129.237Y-73.025 -X129.4Y-112.2 -X129.4Y-114.0 -X130.175Y-98.806 -X130.302Y-93.472 -X130.556Y-107.508 -X130.937Y-94.6 -X131.191Y-78.359 -X132.08Y-95.123 -X132.715Y-103.759 -X134.62Y-98.806 -X134.62Y-103.378 -X134.874Y-107.508 -X135.3Y-93.4 -X135.3Y-94.4 -X135.3Y-114.0 -X137.033Y-97.155 -X137.1Y-99.2 -X139.192Y-99.949 -X139.4Y-113.0 -X139.573Y-94.488 -X139.8Y-106.3 -X140.259Y-93.599 -X141.1Y-96.0 -X141.986Y-79.858 -X142.24Y-97.155 -X142.545Y-94.031 -X142.621Y-85.852 -X142.621Y-101.473 -X143.7Y-111.6 -X143.7Y-115.7 -X143.891Y-100.711 -X145.161Y-100.965 -X146.177Y-85.852 -X146.304Y-90.17 -X146.507Y-79.807 -X146.8Y-113.6 -X146.8Y-115.7 -X146.939Y-100.711 -X146.964Y-93.269 -X147.574Y-97.409 -X148.209Y-90.17 -X148.539Y-93.37 -X149.479Y-85.217 -X149.479Y-87.63 -X149.606Y-100.711 -X149.8Y-113.9 -X149.835Y-81.788 -X149.835Y-83.312 -X149.987Y-94.869 -X150.241Y-101.473 -X150.495Y-97.282 -X150.6Y-111.4 -X150.6Y-115.7 -X151.13Y-85.217 -X151.13Y-87.63 -X152.782Y-94.3 -X153.162Y-88.9 -X153.416Y-96.52 -X153.9Y-115.7 -X154.3Y-94.3 -X156.845Y-96.393 -X157.1Y-94.3 -X158.115Y-107.569 -X158.496Y-99.187 -X158.9Y-114.0 -X160.274Y-103.632 -X160.274Y-105.537 -X160.8Y-111.2 -X160.86Y-94.3 -X162.179Y-103.378 -X162.433Y-98.806 -X162.433Y-107.569 -X162.8Y-113.7 -X164.084Y-96.647 -X164.3Y-110.1 -X164.719Y-103.378 -X165.1Y-98.806 -X166.116Y-100.711 -X167.005Y-98.806 -X167.386Y-106.299 -X167.4Y-113.4 -X170.18Y-101.473 -X170.561Y-98.044 -X170.9Y-111.6 -X171.1Y-106.3 -T2 -X163.2Y-84.2 -X163.2Y-86.7 -X163.2Y-89.2 -T3 -X139.065Y-73.787 -X139.065Y-76.327 -X141.605Y-73.787 -X141.605Y-76.327 -X144.145Y-73.787 -X144.145Y-76.327 -X146.685Y-73.787 -X146.685Y-76.327 -X149.225Y-73.787 -X149.225Y-76.327 -X151.765Y-73.787 -X151.765Y-76.327 -X154.305Y-73.787 -X154.305Y-76.327 -X156.845Y-73.787 -X156.845Y-76.327 -T4 -X133.223Y-113.274 -X141.473Y-123.444 -X160.782Y-113.297 -X169.032Y-123.467 -T5 -X129.413Y-117.089 -X137.033Y-117.724 -X156.972Y-117.112 -X164.592Y-117.747 -T6 -X123.571Y-73.025 -X146.939Y-107.315 -X170.434Y-73.025 -M30 diff --git a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-TopLayer.gbr b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-TopLayer.gbr deleted file mode 100644 index 05fd09d..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-TopLayer.gbr +++ /dev/null @@ -1,10622 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-08-24T23:27:18+02:00*% -%TF.ProjectId,HyperNet-2-ADC,48797065-724e-4657-942d-322d4144432e,2*% -%TF.SameCoordinates,Original*% -%TF.FileFunction,Copper,L1,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 2025-08-24 23:27:18* -%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*% -%AMFreePoly0* -4,1,6,1.000000,0.000000,0.500000,-0.750000,-0.500000,-0.750000,-0.500000,0.750000,0.500000,0.750000,1.000000,0.000000,1.000000,0.000000,$1*% -%AMFreePoly1* -4,1,7,0.700000,0.000000,1.200000,-0.750000,-1.200000,-0.750000,-0.700000,0.000000,-1.200000,0.750000,1.200000,0.750000,0.700000,0.000000,0.700000,0.000000,$1*% -G04 Aperture macros list end* -%TA.AperFunction,ComponentPad*% -%ADD10C,3.400000*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD11C,2.900000*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD12RoundRect,0.200000X-0.200000X-0.275000X0.200000X-0.275000X0.200000X0.275000X-0.200000X0.275000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD13RoundRect,0.250000X0.375000X0.625000X-0.375000X0.625000X-0.375000X-0.625000X0.375000X-0.625000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD14RoundRect,0.225000X0.225000X0.250000X-0.225000X0.250000X-0.225000X-0.250000X0.225000X-0.250000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD15RoundRect,0.200000X-0.250000X-0.200000X0.250000X-0.200000X0.250000X0.200000X-0.250000X0.200000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD16RoundRect,0.200000X0.250000X0.200000X-0.250000X0.200000X-0.250000X-0.200000X0.250000X-0.200000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD17RoundRect,0.250000X0.550000X-1.250000X0.550000X1.250000X-0.550000X1.250000X-0.550000X-1.250000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD18RoundRect,0.200000X0.200000X0.275000X-0.200000X0.275000X-0.200000X-0.275000X0.200000X-0.275000X0*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD19C,3.600000*% -%TD*% -%TA.AperFunction,ConnectorPad*% -%ADD20C,5.600000*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD21RoundRect,0.150000X0.150000X-0.825000X0.150000X0.825000X-0.150000X0.825000X-0.150000X-0.825000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD22RoundRect,0.200000X0.275000X-0.200000X0.275000X0.200000X-0.275000X0.200000X-0.275000X-0.200000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD23FreePoly0,90.000000*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD24FreePoly1,90.000000*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD25FreePoly0,270.000000*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD26RoundRect,0.218750X-0.256250X0.218750X-0.256250X-0.218750X0.256250X-0.218750X0.256250X0.218750X0*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD27RoundRect,0.250000X-0.725000X0.600000X-0.725000X-0.600000X0.725000X-0.600000X0.725000X0.600000X0*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD28O,1.950000X1.700000*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD29RoundRect,0.100000X0.100000X-0.350000X0.100000X0.350000X-0.100000X0.350000X-0.100000X-0.350000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD30RoundRect,0.243750X0.243750X0.456250X-0.243750X0.456250X-0.243750X-0.456250X0.243750X-0.456250X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD31RoundRect,0.225000X0.250000X-0.225000X0.250000X0.225000X-0.250000X0.225000X-0.250000X-0.225000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD32RoundRect,0.225000X-0.250000X0.225000X-0.250000X-0.225000X0.250000X-0.225000X0.250000X0.225000X0*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD33RoundRect,0.250000X-0.600000X0.600000X-0.600000X-0.600000X0.600000X-0.600000X0.600000X0.600000X0*% -%TD*% -%TA.AperFunction,ComponentPad*% -%ADD34C,1.700000*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD35RoundRect,0.200000X-0.275000X0.200000X-0.275000X-0.200000X0.275000X-0.200000X0.275000X0.200000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD36RoundRect,0.225000X-0.225000X-0.250000X0.225000X-0.250000X0.225000X0.250000X-0.225000X0.250000X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD37RoundRect,0.100000X-0.100000X0.637500X-0.100000X-0.637500X0.100000X-0.637500X0.100000X0.637500X0*% -%TD*% -%TA.AperFunction,SMDPad,CuDef*% -%ADD38RoundRect,0.225000X-0.335876X-0.017678X-0.017678X-0.335876X0.335876X0.017678X0.017678X0.335876X0*% -%TD*% -%TA.AperFunction,ViaPad*% -%ADD39C,0.600000*% -%TD*% -%TA.AperFunction,Conductor*% -%ADD40C,0.350000*% -%TD*% -%TA.AperFunction,Conductor*% -%ADD41C,0.200000*% -%TD*% -G04 APERTURE END LIST* -D10* -%TO.P,PS2,1*% -%TO.N,GND*% -X164592000Y-117747000D03* -%TO.P,PS2,2*% -%TO.N,Net-(C17-Pad1)*% -X156972000Y-117112000D03* -D11* -%TO.P,PS2,3*% -%TO.N,Net-(C16-Pad1)*% -X160782000Y-113297000D03* -%TO.P,PS2,G*% -%TO.N,GND*% -X169032000Y-123467000D03* -%TD*% -D10* -%TO.P,PS1,1*% -%TO.N,GND*% -X137033000Y-117724000D03* -%TO.P,PS1,2*% -%TO.N,Net-(C15-Pad1)*% -X129413000Y-117089000D03* -D11* -%TO.P,PS1,3*% -%TO.N,Net-(C14-Pad1)*% -X133223000Y-113274000D03* -%TO.P,PS1,G*% -%TO.N,GND*% -X141473000Y-123444000D03* -%TD*% -D12* -%TO.P,R21,1*% -%TO.N,+48V_CH1*% -X122175000Y-110600000D03* -%TO.P,R21,2*% -%TO.N,Net-(C14-Pad1)*% -X123825000Y-110600000D03* -%TD*% -D13* -%TO.P,LED1,1,K*% -%TO.N,GND*% -X145100000Y-111600000D03* -%TO.P,LED1,2,A*% -%TO.N,Net-(LED1-A)*% -X142300000Y-111600000D03* -%TD*% -D14* -%TO.P,C13,1*% -%TO.N,+48V_CH2*% -X148350000Y-112200000D03* -%TO.P,C13,2*% -%TO.N,GND*% -X146800000Y-112200000D03* -%TD*% -D15* -%TO.P,D4,1,A2*% -%TO.N,Net-(D3-A1)*% -X129356000Y-106557999D03* -%TO.P,D4,2,A1*% -%TO.N,Net-(D3-A2)*% -X129356000Y-108457999D03* -%TO.P,D4,3,K*% -%TO.N,GND*% -X131756000Y-107507999D03* -%TD*% -D16* -%TO.P,D3,1,A2*% -%TO.N,Net-(D3-A2)*% -X136074000Y-108457999D03* -%TO.P,D3,2,A1*% -%TO.N,Net-(D3-A1)*% -X136074000Y-106557999D03* -%TO.P,D3,3,K*% -%TO.N,+5VA*% -X133674000Y-107507999D03* -%TD*% -D17* -%TO.P,C17,1*% -%TO.N,Net-(C17-Pad1)*% -X167386000Y-108499000D03* -%TO.P,C17,2*% -%TO.N,Net-(C17-Pad2)*% -X167386000Y-104099000D03* -%TD*% -D15* -%TO.P,D2,1,A2*% -%TO.N,Net-(D1-A1)*% -X156858000Y-106619000D03* -%TO.P,D2,2,A1*% -%TO.N,Net-(D1-A2)*% -X156858000Y-108519000D03* -%TO.P,D2,3,K*% -%TO.N,+5VA*% -X159258000Y-107569000D03* -%TD*% -D16* -%TO.P,D1,1,A2*% -%TO.N,Net-(D1-A2)*% -X163690000Y-108519000D03* -%TO.P,D1,2,A1*% -%TO.N,Net-(D1-A1)*% -X163690000Y-106619000D03* -%TO.P,D1,3,K*% -%TO.N,GND*% -X161290000Y-107569000D03* -%TD*% -D12* -%TO.P,R18,1*% -%TO.N,Net-(D1-A1)*% -X157735001Y-104648000D03* -%TO.P,R18,2*% -%TO.N,Net-(U2--)*% -X159385001Y-104648000D03* -%TD*% -D18* -%TO.P,R17,1*% -%TO.N,Net-(D1-A2)*% -X162812999Y-104648000D03* -%TO.P,R17,2*% -%TO.N,Net-(U2-+)*% -X161162999Y-104648000D03* -%TD*% -D19* -%TO.P,J5,1,Pin_1*% -%TO.N,GND*% -X146939000Y-107315000D03* -D20* -X146939000Y-107315000D03* -%TD*% -D21* -%TO.P,U2,1,NC*% -%TO.N,unconnected-(U2-NC-Pad1)*% -X158369000Y-101662000D03* -%TO.P,U2,2,-*% -%TO.N,Net-(U2--)*% -X159639000Y-101662000D03* -%TO.P,U2,3,+*% -%TO.N,Net-(U2-+)*% -X160909000Y-101662000D03* -%TO.P,U2,4,V-*% -%TO.N,GND*% -X162179000Y-101662000D03* -%TO.P,U2,5,NC*% -%TO.N,unconnected-(U2-NC-Pad5)*% -X162179000Y-96712000D03* -%TO.P,U2,6*% -%TO.N,Net-(R13-Pad1)*% -X160909000Y-96712000D03* -%TO.P,U2,7,V+*% -%TO.N,+5VA*% -X159639000Y-96712000D03* -%TO.P,U2,8,NC*% -%TO.N,unconnected-(U2-NC-Pad8)*% -X158369000Y-96712000D03* -%TD*% -D22* -%TO.P,R14,1*% -%TO.N,Net-(U2--)*% -X164084000Y-99631000D03* -%TO.P,R14,2*% -%TO.N,Net-(R13-Pad1)*% -X164084000Y-97981000D03* -%TD*% -D19* -%TO.P,J4,1,Pin_1*% -%TO.N,GND*% -X170434000Y-73025000D03* -D20* -X170434000Y-73025000D03* -%TD*% -D23* -%TO.P,JP3,1,A*% -%TO.N,GND*% -X123825000Y-90550999D03* -D24* -%TO.P,JP3,2,C*% -%TO.N,Net-(JP3-C)*% -X123825000Y-88550999D03* -D25* -%TO.P,JP3,3,B*% -%TO.N,+3.3V*% -X123825000Y-86550999D03* -%TD*% -D26* -%TO.P,L3,1,1*% -%TO.N,+5VA_RAW*% -X154330400Y-82524500D03* -%TO.P,L3,2,2*% -%TO.N,+5VA*% -X154330400Y-84099500D03* -%TD*% -D17* -%TO.P,C15,1*% -%TO.N,Net-(C15-Pad1)*% -X139827000Y-108499000D03* -%TO.P,C15,2*% -%TO.N,Net-(C15-Pad2)*% -X139827000Y-104099000D03* -%TD*% -D27* -%TO.P,J1,1,Pin_1*% -%TO.N,+48V_CH1*% -X163200000Y-84200000D03* -D28* -%TO.P,J1,2,Pin_2*% -%TO.N,GND*% -X163200000Y-86700000D03* -%TO.P,J1,3,Pin_3*% -%TO.N,+48V_CH2*% -X163200000Y-89200000D03* -%TD*% -D29* -%TO.P,RN6,1,R1.1*% -%TO.N,Net-(RN6-R1.1)*% -X143269000Y-86741000D03* -%TO.P,RN6,2,R2.1*% -%TO.N,Net-(RN6-R2.1)*% -X144069000Y-86741000D03* -%TO.P,RN6,3,R3.1*% -%TO.N,Net-(RN6-R3.1)*% -X144869000Y-86741000D03* -%TO.P,RN6,4,R4.1*% -%TO.N,Net-(RN6-R4.1)*% -X145669000Y-86741000D03* -%TO.P,RN6,5,R4.2*% -%TO.N,ADC_SCKI*% -X145669000Y-85041000D03* -%TO.P,RN6,6,R3.2*% -%TO.N,ADC_LRCK*% -X144869000Y-85041000D03* -%TO.P,RN6,7,R2.2*% -%TO.N,ADC_BCK*% -X144069000Y-85041000D03* -%TO.P,RN6,8,R1.2*% -%TO.N,ADC_DATA_12*% -X143269000Y-85041000D03* -%TD*% -D30* -%TO.P,LED2,1,K*% -%TO.N,Net-(LED2-K)*% -X131112500Y-73025000D03* -%TO.P,LED2,2,A*% -%TO.N,+3.3V*% -X129237500Y-73025000D03* -%TD*% -D22* -%TO.P,R6,1*% -%TO.N,+2V5_BIAS*% -X148717000Y-103251001D03* -%TO.P,R6,2*% -%TO.N,GND*% -X148717000Y-101601001D03* -%TD*% -%TO.P,R23,1*% -%TO.N,+48V_CH1*% -X140500000Y-113025000D03* -%TO.P,R23,2*% -%TO.N,Net-(LED1-A)*% -X140500000Y-111375000D03* -%TD*% -D12* -%TO.P,R27,1*% -%TO.N,Net-(D1-A2)*% -X163894000Y-102489000D03* -%TO.P,R27,2*% -%TO.N,Net-(C17-Pad2)*% -X165544000Y-102489000D03* -%TD*% -D17* -%TO.P,C14,1*% -%TO.N,Net-(C14-Pad1)*% -X125603000Y-108499000D03* -%TO.P,C14,2*% -%TO.N,Net-(C14-Pad2)*% -X125603000Y-104099000D03* -%TD*% -D31* -%TO.P,C6,1*% -%TO.N,Net-(U1-+)*% -X136271000Y-99962000D03* -%TO.P,C6,2*% -%TO.N,Net-(C6-Pad2)*% -X136271000Y-98412000D03* -%TD*% -D12* -%TO.P,R12,1*% -%TO.N,Net-(C5-Pad2)*% -X167766999Y-98044000D03* -%TO.P,R12,2*% -%TO.N,GND*% -X169416999Y-98044000D03* -%TD*% -D19* -%TO.P,J6,1,Pin_1*% -%TO.N,GND*% -X123571000Y-73025000D03* -D20* -X123571000Y-73025000D03* -%TD*% -D31* -%TO.P,C11,1*% -%TO.N,+48V_CH1*% -X121700000Y-108850000D03* -%TO.P,C11,2*% -%TO.N,GND*% -X121700000Y-107300000D03* -%TD*% -D32* -%TO.P,C12,1*% -%TO.N,GND*% -X146939000Y-101701000D03* -%TO.P,C12,2*% -%TO.N,+2V5_BIAS*% -X146939000Y-103251000D03* -%TD*% -D12* -%TO.P,R28,1*% -%TO.N,Net-(D3-A1)*% -X136335000Y-102489000D03* -%TO.P,R28,2*% -%TO.N,Net-(C15-Pad2)*% -X137985000Y-102489000D03* -%TD*% -D18* -%TO.P,R1,1*% -%TO.N,Net-(D3-A1)*% -X135253999Y-104648000D03* -%TO.P,R1,2*% -%TO.N,Net-(U1-+)*% -X133603999Y-104648000D03* -%TD*% -D32* -%TO.P,C37,1*% -%TO.N,GND*% -X150241000Y-85204000D03* -%TO.P,C37,2*% -%TO.N,+5VA*% -X150241000Y-86754000D03* -%TD*% -D33* -%TO.P,J3,1,Pin_1*% -%TO.N,GND*% -X156845000Y-73787000D03* -D34* -%TO.P,J3,2,Pin_2*% -X156845000Y-76327000D03* -%TO.P,J3,3,Pin_3*% -%TO.N,+5VA_RAW*% -X154305000Y-73787000D03* -%TO.P,J3,4,Pin_4*% -X154305000Y-76327000D03* -%TO.P,J3,5,Pin_5*% -%TO.N,GND*% -X151765000Y-73787000D03* -%TO.P,J3,6,Pin_6*% -X151765000Y-76327000D03* -%TO.P,J3,7,Pin_7*% -%TO.N,+3.3V*% -X149225000Y-73787000D03* -%TO.P,J3,8,Pin_8*% -X149225000Y-76327000D03* -%TO.P,J3,9,Pin_9*% -%TO.N,ADC_LRCK*% -X146685000Y-73787000D03* -%TO.P,J3,10,Pin_10*% -%TO.N,ADC_SCKI*% -X146685000Y-76327000D03* -%TO.P,J3,11,Pin_11*% -%TO.N,ADC_DATA_12*% -X144145000Y-73787000D03* -%TO.P,J3,12,Pin_12*% -%TO.N,ADC_BCK*% -X144145000Y-76327000D03* -%TO.P,J3,13,Pin_13*% -%TO.N,I2C_SDA*% -X141605000Y-73787000D03* -%TO.P,J3,14,Pin_14*% -%TO.N,unconnected-(J3-Pin_14-Pad14)*% -X141605000Y-76327000D03* -%TO.P,J3,15,Pin_15*% -%TO.N,I2C_SCL*% -X139065000Y-73787000D03* -%TO.P,J3,16,Pin_16*% -%TO.N,unconnected-(J3-Pin_16-Pad16)*% -X139065000Y-76327000D03* -%TD*% -D18* -%TO.P,R26,1*% -%TO.N,Net-(D1-A1)*% -X156654000Y-102489000D03* -%TO.P,R26,2*% -%TO.N,Net-(C16-Pad2)*% -X155004000Y-102489000D03* -%TD*% -D14* -%TO.P,C4,1*% -%TO.N,Net-(C4-Pad1)*% -X152908000Y-98448000D03* -%TO.P,C4,2*% -%TO.N,Net-(U5-VINR)*% -X151358000Y-98448000D03* -%TD*% -D32* -%TO.P,C39,1*% -%TO.N,GND*% -X148717000Y-85204000D03* -%TO.P,C39,2*% -%TO.N,+5VA*% -X148717000Y-86754000D03* -%TD*% -D35* -%TO.P,R7,1*% -%TO.N,Net-(C6-Pad2)*% -X137922000Y-98362000D03* -%TO.P,R7,2*% -%TO.N,GND*% -X137922000Y-100012000D03* -%TD*% -D12* -%TO.P,R2,1*% -%TO.N,Net-(D3-A2)*% -X130174999Y-104648000D03* -%TO.P,R2,2*% -%TO.N,Net-(U1--)*% -X131824999Y-104648000D03* -%TD*% -D18* -%TO.P,R29,1*% -%TO.N,Net-(D3-A2)*% -X129095000Y-102489000D03* -%TO.P,R29,2*% -%TO.N,Net-(C14-Pad2)*% -X127445000Y-102489000D03* -%TD*% -D36* -%TO.P,C10,1*% -%TO.N,+5VA*% -X154317400Y-85547200D03* -%TO.P,C10,2*% -%TO.N,GND*% -X155867400Y-85547200D03* 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diff --git a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-TopSolderMaskLayer.gbr b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-TopSolderMaskLayer.gbr deleted file mode 100644 index abd6c99..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-TopSolderMaskLayer.gbr +++ /dev/null @@ -1,504 +0,0 @@ -%TF.GenerationSoftware,KiCad,Pcbnew,9.0.0*% -%TF.CreationDate,2025-08-24T23:27:19+02:00*% -%TF.ProjectId,HyperNet-2-ADC,48797065-724e-4657-942d-322d4144432e,2*% -%TF.SameCoordinates,Original*% -%TF.FileFunction,Soldermask,Top*% -%TF.FilePolarity,Negative*% -%FSLAX46Y46*% -G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 9.0.0) date 2025-08-24 23:27:19* -%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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a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-job.gbrjob b/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-job.gbrjob deleted file mode 100644 index 994ea0f..0000000 --- a/src/electrical/v2/ADC/fabrication/HyperNet-2-ADC-job.gbrjob +++ /dev/null @@ -1,127 +0,0 @@ -{ - "Header": { - "GenerationSoftware": { - "Vendor": "KiCad", - "Application": "Pcbnew", - "Version": "9.0.0" - }, - "CreationDate": "2025-08-24T23:27:19+02:00" - }, - "GeneralSpecs": { - "ProjectId": { - "Name": "HyperNet-2-ADC", - "GUID": "48797065-724e-4657-942d-322d4144432e", - "Revision": "2" - }, - "Size": { - "X": 53.2591, - "Y": 60.8381 - }, - "LayerNumber": 2, - "BoardThickness": 1.6, - "Finish": "None" - }, - "DesignRules": [ - { - "Layers": "Outer", - "PadToPad": 0.2, - "PadToTrack": 0.2, - "TrackToTrack": -0.0, - "MinLineWidth": 0.2, - "TrackToRegion": 0.254, - "RegionToRegion": 0.254 - } - ], - "FilesAttributes": [ - { - "Path": "HyperNet-2-ADC-TopLayer.gbr", - "FileFunction": "Copper,L1,Top", - 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b/src/electrical/v2/ADC/production/backups/HyperNet2-ADC-V3_2025-10-25_01-26-33.zip new file mode 100644 index 0000000..550c69c Binary files /dev/null and b/src/electrical/v2/ADC/production/backups/HyperNet2-ADC-V3_2025-10-25_01-26-33.zip differ diff --git a/src/electrical/v2/ADC/production/bom.csv b/src/electrical/v2/ADC/production/bom.csv new file mode 100644 index 0000000..64776c1 --- /dev/null +++ b/src/electrical/v2/ADC/production/bom.csv @@ -0,0 +1,22 @@ +Designator,Footprint,Quantity,Value,LCSC Part # +"C10, C9",0603,2,1uF, +"C11, C12, C13, C3, C37, C38, C4, C5, C6",0603,9,10uF, +"C14, C15, C16, C17",CP_Elec_5x5.7,4,47u, +"C39, C40, C48",0603,3,0.1uF, +"D1, D2, D3, D4",SC-59,4,1PS59SB15, +J1,JST_XH_B3B-XH-A_1x03_P2.50mm_Vertical,1,Conn_01x03_Pin, +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, +"LED1, LED3",1206,2,LED_1206_Red, +LED2,0805,1,LED_0805_Red, +"PS1, PS2",Jack_XLR_Neutrik_NC3FAAH2_Horizontal,2,NC3FAAH2, +"R1, R12, R13, R17, R18, R19, R2, R23, R25, R7, R8",0603,11,10k, +"R10, R11, R15, R16, R3, R4",0603,6,100k, +"R14, R9",0603,2,0, +"R20, R21, R22, R24",0603,4,6.8k, +"R26, R27, R28, R29",0603,4,10, +"R5, R6",0603,2,1k, +RN6,R_Array_Concave_4x0603,1,22, +"U1, U2",SOIC-8_3.9x4.9mm_P1.27mm,2,OPA1677DR, +U5,TSSOP-14_4.4x5mm_P0.65mm,1,PCM1808, diff --git a/src/electrical/v2/ADC/production/designators.csv b/src/electrical/v2/ADC/production/designators.csv new file mode 100644 index 0000000..08544e5 --- /dev/null +++ b/src/electrical/v2/ADC/production/designators.csv @@ -0,0 +1,76 @@ +C10:1 +C11:1 +C12:1 +C13:1 +C14:1 +C15:1 +C16:1 +C17:1 +C3:1 +C37:1 +C38:1 +C39:1 +C4:1 +C40:1 +C48:1 +C5:1 +C6:1 +C9:1 +D1:1 +D2:1 +D3:1 +D4:1 +J1:1 +J3:1 +J4:1 +J5:1 +J6:1 +JP1:1 +JP2:1 +JP3:1 +KIBUZZARD-681A8634:1 +KIBUZZARD-681A8662:1 +KIBUZZARD-681A871A:1 +KIBUZZARD-681A8731:1 +KIBUZZARD-681A873B:1 +KIBUZZARD-68A61E98:1 +KIBUZZARD-68A61EB1:1 +L3:1 +LED1:1 +LED2:1 +LED3:1 +PS1:1 +PS2:1 +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 +R22:1 +R23:1 +R24:1 +R25:1 +R26:1 +R27:1 +R28:1 +R29:1 +R3:1 +R4:1 +R5:1 +R6:1 +R7:1 +R8:1 +R9:1 +RN6:1 +U1:1 +U2:1 +U5:1 diff --git a/src/electrical/v2/ADC/production/netlist.ipc b/src/electrical/v2/ADC/production/netlist.ipc new file mode 100644 index 0000000..b6816ae --- /dev/null +++ b/src/electrical/v2/ADC/production/netlist.ipc @@ -0,0 +1,311 @@ +P CODE 00 +P UNITS CUST 0 +P arrayDim N +317+3.3V VIA MD0118PA00X+003637Y-001191X0236Y0000R000S-580685789 +317+3.3V VIA MD0118PA00X+001506Y-006516X0236Y0000R000S-580685789 +317+3.3V VIA MD0118PA00X+001506Y-004141X0236Y0000R000S-580685789 +317+3.3V VIA MD0118PA00X+001506Y-008954X0236Y0000R000S-580685789 +317+5VA VIA MD0118PA00X+013504Y-009567X0236Y0000R000S-580685789 +317+5VA VIA MD0118PA00X+005856Y-014767X0236Y0000R000S-580685789 +317+5VA VIA MD0118PA00X+009906Y-012191X0236Y0000R000S-580685789 +317+5VA VIA MD0118PA00X+015006Y-014791X0236Y0000R000S-580685789 +317+5VA VIA MD0118PA00X+004756Y-009891X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+002226Y-005741X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+010551Y-017992X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+017441Y-015787X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+012047Y-016299X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+010606Y-012091X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+015315Y-017323X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+010356Y-007941X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+013156Y-010441X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+012906Y-009567X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+011656Y-012091X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+006024Y-017323X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+008307Y-010236X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+007795Y-014291X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+007556Y-011791X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+016606Y-013141X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+007976Y-009291X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+008876Y-009461X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+013346Y-017992X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+006024Y-009606X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+008656Y-003881X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+017606Y-013141X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+009331Y-016378X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+015856Y-013241X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+001181Y-016299X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+011746Y-004641X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+010856Y-010791X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+000756Y-008091X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+010436Y-003861X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+007706Y-009641X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+004156Y-014767X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+002276Y-010541X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+002276Y-008091X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+005756Y-013141X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+015156Y-011491X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+014606Y-009567X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+012256Y-005991X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+008906Y-006241X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+004306Y-009685X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+015856Y-013991X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+009331Y-017992X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+020039Y-016378X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+009406Y-012091X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+011106Y-007941X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+011806Y-009791X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+011236Y-009201X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+012006Y-010741X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+006732Y-011496X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+018156Y-012091X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+002165Y-014291X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+001181Y-015354X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+004006Y-011341X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+016850Y-017205X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+006024Y-009213X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+018506Y-011341X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+019906Y-011041X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+008756Y-010691X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+013056Y-007441X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+016063Y-016220X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+006706Y-010691X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+011606Y-006941X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+018656Y-014291X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+001181Y-017402X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+003701Y-016614X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+017756Y-011341X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+010306Y-006241X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+014506Y-010391X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+000669Y-014173X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+016706Y-014791X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+011606Y-005991X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+005006Y-013291X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+020118Y-014291X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+003346Y-010394X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+004056Y-009241X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+005756Y-011341X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+011746Y-005241X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+016087Y-009567X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+000756Y-010541X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+010616Y-009161X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+010551Y-017165X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+000706Y-005741X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+012256Y-006941X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+003701Y-017323X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+012047Y-017992X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+004406Y-003291X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+017356Y-010491X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+000669Y-011811X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+016706Y-011341X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+003189Y-009921X0236Y0000R000S-580685789 +317GND VIA MD0118PA00X+002283Y-011339X0236Y0000R000S-580685789 +317+2V5_BIAS VIA MD0118PA00X+001056Y-012391X0236Y0000R000S-580685789 +317+2V5_BIAS VIA MD0118PA00X+019756Y-012391X0236Y0000R000S-580685789 +317+2V5_BIAS VIA MD0118PA00X+011906Y-012391X0236Y0000R000S-580685789 +317+2V5_BIAS VIA MD0118PA00X+008906Y-012391X0236Y0000R000S-580685789 +317+48V_CH1 VIA MD0118PA00X+007638Y-016929X0236Y0000R000S-580685789 +317+48V_CH1 VIA MD0118PA00X+000669Y-017047X0236Y0000R000S-580685789 +317+48V_CH2 VIA MD0118PA00X+018661Y-017087X0236Y0000R000S-580685789 +317+48V_CH2 VIA MD0118PA00X+011732Y-017283X0236Y0000R000S-580685789 +327NET-(D1-A2) R17 -1 A01X+016856Y-013641X0315Y0374R180S2 +327NET-(U2-+) R17 -2 A01X+016206Y-013641X0315Y0374R180S2 +317GND J5 -1 D1260PA00X+010606Y-014691X1417Y0000R000S0 +327GND J5 -1 A01X+010606Y-014691X2205Y0000R000S2 +327GND J5 -1 A02X+010606Y-014691X2205Y0000R000S1 +327D-(U2-NC-PAD1) U2 -1 A01X+015106Y-012465X0768Y0236R270S2 +327NET-(U2--) U2 -2 A01X+015606Y-012465X0768Y0236R270S2 +327NET-(U2-+) U2 -3 A01X+016106Y-012465X0768Y0236R270S2 +327GND U2 -4 A01X+016606Y-012465X0768Y0236R270S2 +327D-(U2-NC-PAD5) U2 -5 A01X+016606Y-010517X0768Y0236R270S2 +327NET-(R13-PAD1) U2 -6 A01X+016106Y-010517X0768Y0236R270S2 +327+5VA U2 -7 A01X+015606Y-010517X0768Y0236R270S2 +327D-(U2-NC-PAD8) U2 -8 A01X+015106Y-010517X0768Y0236R270S2 +327NET-(U2--) R14 -1 A01X+017356Y-011666X0315Y0374R270S2 +327NET-(R13-PAD1) R14 -2 A01X+017356Y-011016X0315Y0374R270S2 +317GND J4 -1 D1260PA00X+019856Y-001191X1417Y0000R000S0 +327GND J4 -1 A01X+019856Y-001191X2205Y0000R000S2 +327GND J4 -1 A02X+019856Y-001191X2205Y0000R000S1 +327GND JP3 -1 A01X+001506Y-008091X0118Y0118R270S2 +327NET-(JP3-C) JP3 -2 A01X+001506Y-007304X0118Y0118R270S3 +327+3.3V JP3 -3 A01X+001506Y-006516X0118Y0118R090S2 +327+48V_CH2 C13 -1 A01X+011161Y-016614X0354Y0374R180S2 +327GND C13 -2 A01X+010551Y-016614X0354Y0374R180S2 +327NET-(D1-A2) D1 -1 A01X+017201Y-015165X0354Y0315R180S2 +327NET-(D1-A1) D1 -2 A01X+017201Y-014417X0354Y0315R180S2 +327GND D1 -3 A01X+016256Y-014791X0354Y0315R180S2 +327NET-(D3-A2) D3 -1 A01X+006328Y-015141X0354Y0315R180S2 +327NET-(D3-A1) D3 -2 A01X+006328Y-014393X0354Y0315R180S2 +327+5VA D3 -3 A01X+005383Y-014767X0354Y0315R180S2 +367N/C PS2 D0630UA00X+014556Y-020298X0630Y0000R090S0 +367N/C PS2 D0630UA00X+017556Y-022298X0630Y0000R090S0 +317GND PS2 -1 D0630PA00X+017556Y-018798X1339Y0000R090S0 +317NET-(C17-PAD1) PS2 -2 D0630PA00X+014556Y-018548X1339Y0000R090S0 +317NET-(C16-PAD1) PS2 -3 D0472PA00X+016056Y-017046X1142Y0000R090S0 +317GND PS2 -G D0472PA00X+019304Y-021050X1142Y0000R090S0 +327+5VA_RAW L3 -1 A01X+013516Y-004931X0344Y0374R090S2 +327+5VA L3 -2 A01X+013516Y-005551X0344Y0374R090S2 +327NET-(C15-PAD1) C15 -1 A01X+007806Y-015157X1181Y0630R270S2 +327NET-(C15-PAD2) C15 -2 A01X+007806Y-013425X1181Y0630R270S2 +317+48V_CH1 J1 -1 D0374PA00X+017008Y-005591X0669Y0768R090S0 +317GND J1 -2 D0374PA00X+017008Y-006575X0669Y0768R090S0 +317+48V_CH2 J1 -3 D0374PA00X+017008Y-007559X0669Y0768R090S0 +327NET-(D3-A1) D4 -1 A01X+003683Y-014393X0354Y0315R000S2 +327NET-(D3-A2) D4 -2 A01X+003683Y-015141X0354Y0315R000S2 +327GND D4 -3 A01X+004628Y-014767X0354Y0315R000S2 +327NET-(RN6-R1.1) RN6 -1 A01X+009161Y-006591X0354Y0157R270S2 +327NET-(RN6-R2.1) RN6 -2 A01X+009476Y-006591X0354Y0157R270S2 +327NET-(RN6-R3.1) RN6 -3 A01X+009791Y-006591X0354Y0157R270S2 +327NET-(RN6-R4.1) RN6 -4 A01X+010106Y-006591X0354Y0157R270S2 +327ADC_SCKI RN6 -5 A01X+010106Y-005922X0354Y0157R270S2 +327ADC_LRCK RN6 -6 A01X+009791Y-005922X0354Y0157R270S2 +327ADC_BCK RN6 -7 A01X+009476Y-005922X0354Y0157R270S2 +327ADC_DATA_12 RN6 -8 A01X+009161Y-005922X0354Y0157R270S2 +327NET-(LED2-K) LED2 -1 A01X+004375Y-001191X0384Y0551R180S2 +327+3.3V LED2 -2 A01X+003637Y-001191X0384Y0551R180S2 +327+2V5_BIAS R6 -1 A01X+011306Y-013091X0315Y0374R270S2 +327GND R6 -2 A01X+011306Y-012441X0315Y0374R270S2 +327+48V_CH1 R23 -1 A01X+008071Y-016939X0315Y0374R270S2 +327NET-(LED1-A) R23 -2 A01X+008071Y-016289X0315Y0374R270S2 +327NET-(R13-PAD1) R13 -1 A01X+014281Y-011200X0315Y0374R180S2 +327NET-(C4-PAD1) R13 -2 A01X+013631Y-011200X0315Y0374R180S2 +327NET-(D1-A1) R18 -1 A01X+014856Y-013641X0315Y0374R000S2 +327NET-(U2--) R18 -2 A01X+015506Y-013641X0315Y0374R000S2 +327NET-(C17-PAD1) C17 -1 A01X+018656Y-015157X1181Y0630R270S2 +327NET-(C17-PAD2) C17 -2 A01X+018656Y-013425X1181Y0630R270S2 +327NET-(D1-A1) D2 -1 A01X+014511Y-014417X0354Y0315R000S2 +327NET-(D1-A2) D2 -2 A01X+014511Y-015165X0354Y0315R000S2 +327+5VA D2 -3 A01X+015456Y-014791X0354Y0315R000S2 +327NET-(D1-A2) R27 -1 A01X+017281Y-012791X0315Y0374R000S2 +327NET-(C17-PAD2) R27 -2 A01X+017931Y-012791X0315Y0374R000S2 +327NET-(C14-PAD1) C14 -1 A01X+002206Y-015157X1181Y0630R270S2 +327NET-(C14-PAD2) C14 -2 A01X+002206Y-013425X1181Y0630R270S2 +327NET-(U1-+) C6 -1 A01X+006406Y-011796X0354Y0374R270S2 +327NET-(C6-PAD2) C6 -2 A01X+006406Y-011186X0354Y0374R270S2 +327NET-(C5-PAD2) R12 -1 A01X+018806Y-011041X0315Y0374R000S2 +327GND R12 -2 A01X+019456Y-011041X0315Y0374R000S2 +317GND J6 -1 D1260PA00X+001406Y-001191X1417Y0000R000S0 +327GND J6 -1 A01X+001406Y-001191X2205Y0000R000S2 +327GND J6 -1 A02X+001406Y-001191X2205Y0000R000S1 +327+48V_CH1 C11 -1 A01X+000669Y-015295X0354Y0374R270S2 +327GND C11 -2 A01X+000669Y-014685X0354Y0374R270S2 +327GND LED1 -1 A01X+009882Y-016378X0492Y0689R180S2 +327NET-(LED1-A) LED1 -2 A01X+008780Y-016378X0492Y0689R180S2 +327GND C12 -1 A01X+010606Y-012481X0354Y0374R090S2 +327+2V5_BIAS C12 -2 A01X+010606Y-013091X0354Y0374R090S2 +327NET-(D3-A1) R28 -1 A01X+006431Y-012791X0315Y0374R000S2 +327NET-(C15-PAD2) R28 -2 A01X+007081Y-012791X0315Y0374R000S2 +327NET-(D3-A1) R1 -1 A01X+006006Y-013641X0315Y0374R180S2 +327NET-(U1-+) R1 -2 A01X+005356Y-013641X0315Y0374R180S2 +327GND C37 -1 A01X+011906Y-005986X0354Y0374R090S2 +327+5VA C37 -2 A01X+011906Y-006596X0354Y0374R090S2 +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 +317ADC_LRCK J3 -9 D0394PA00X+010506Y-001491X0669Y0000R090S0 +317ADC_SCKI J3 -10 D0394PA00X+010506Y-002491X0669Y0000R090S0 +317ADC_DATA_12 J3 -11 D0394PA00X+009506Y-001491X0669Y0000R090S0 +317ADC_BCK J3 -12 D0394PA00X+009506Y-002491X0669Y0000R090S0 +317I2C_SDA J3 -13 D0394PA00X+008506Y-001491X0669Y0000R090S0 +317-PIN_14-PAD14) J3 -14 D0394PA00X+008506Y-002491X0669Y0000R090S0 +317I2C_SCL J3 -15 D0394PA00X+007506Y-001491X0669Y0000R090S0 +317-PIN_16-PAD16) J3 -16 D0394PA00X+007506Y-002491X0669Y0000R090S0 +327NET-(D1-A1) R26 -1 A01X+014431Y-012791X0315Y0374R180S2 +327NET-(C16-PAD2) R26 -2 A01X+013781Y-012791X0315Y0374R180S2 +327NET-(C4-PAD1) C4 -1 A01X+012956Y-011200X0354Y0374R180S2 +327NET-(U5-VINR) C4 -2 A01X+012346Y-011200X0354Y0374R180S2 +327GND C39 -1 A01X+011306Y-005986X0354Y0374R090S2 +327+5VA C39 -2 A01X+011306Y-006596X0354Y0374R090S2 +327NET-(C6-PAD2) R7 -1 A01X+007056Y-011166X0315Y0374R090S2 +327GND R7 -2 A01X+007056Y-011816X0315Y0374R090S2 +327NET-(D3-A2) R2 -1 A01X+004006Y-013641X0315Y0374R000S2 +327NET-(U1--) R2 -2 A01X+004656Y-013641X0315Y0374R000S2 +327NET-(D3-A2) R29 -1 A01X+003581Y-012791X0315Y0374R180S2 +327NET-(C14-PAD2) R29 -2 A01X+002931Y-012791X0315Y0374R180S2 +327+5VA C10 -1 A01X+013511Y-006121X0354Y0374R000S2 +327GND C10 -2 A01X+014121Y-006121X0354Y0374R000S2 +327+48V_CH1 R20 -1 A01X+000856Y-016616X0315Y0374R000S2 +327NET-(C15-PAD1) R20 -2 A01X+001506Y-016616X0315Y0374R000S2 +327NET-(D1-A2) R15 -1 A01X+018731Y-012391X0315Y0374R000S2 +327+2V5_BIAS R15 -2 A01X+019381Y-012391X0315Y0374R000S2 +327GND JP1 -1 A01X+001506Y-005716X0118Y0118R270S2 +327NET-(JP1-C) JP1 -2 A01X+001506Y-004928X0118Y0118R270S3 +327+3.3V JP1 -3 A01X+001506Y-004141X0118Y0118R090S2 +327NET-(D3-A1) R4 -1 A01X+007931Y-012391X0315Y0374R000S2 +327+2V5_BIAS R4 -2 A01X+008581Y-012391X0315Y0374R000S2 +327+5VA R5 -1 A01X+009906Y-012441X0315Y0374R090S2 +327+2V5_BIAS R5 -2 A01X+009906Y-013091X0315Y0374R090S2 +327+48V_CH1 R21 -1 A01X+000856Y-015984X0315Y0374R000S2 +327NET-(C14-PAD1) R21 -2 A01X+001506Y-015984X0315Y0374R000S2 +327GND C38 -1 A01X+011301Y-004641X0354Y0374R180S2 +327+3.3V C38 -2 A01X+010691Y-004641X0354Y0374R180S2 +327NET-(U1--) R9 -1 A01X+003506Y-011666X0315Y0374R270S2 +327NET-(R8-PAD1) R9 -2 A01X+003506Y-011016X0315Y0374R270S2 +327GND C40 -1 A01X+011301Y-005241X0354Y0374R180S2 +327+3.3V C40 -2 A01X+010691Y-005241X0354Y0374R180S2 +327GND R10 -1 A01X+009400Y-011825X0315Y0374R270S2 +327NET-(U5-VINL) R10 -2 A01X+009400Y-011175X0315Y0374R270S2 +327D-(U1-NC-PAD1) U1 -1 A01X+004256Y-012474X0768Y0236R270S2 +327NET-(U1--) U1 -2 A01X+004756Y-012474X0768Y0236R270S2 +327NET-(U1-+) U1 -3 A01X+005256Y-012474X0768Y0236R270S2 +327GND U1 -4 A01X+005756Y-012474X0768Y0236R270S2 +327D-(U1-NC-PAD5) U1 -5 A01X+005756Y-010526X0768Y0236R270S2 +327NET-(R8-PAD1) U1 -6 A01X+005256Y-010526X0768Y0236R270S2 +327+5VA U1 -7 A01X+004756Y-010526X0768Y0236R270S2 +327D-(U1-NC-PAD8) U1 -8 A01X+004256Y-010526X0768Y0236R270S2 +327GND LED3 -1 A01X+020591Y-016378X0492Y0689R180S2 +327NET-(LED3-A) LED3 -2 A01X+019488Y-016378X0492Y0689R180S2 +327+5VA_RAW C9 -1 A01X+013506Y-004351X0354Y0374R000S2 +327GND C9 -2 A01X+014116Y-004351X0354Y0374R000S2 +327GND JP2 -1 A01X+001506Y-010528X0118Y0118R270S2 +327NET-(JP2-C) JP2 -2 A01X+001506Y-009741X0118Y0118R270S3 +327+3.3V JP2 -3 A01X+001506Y-008954X0118Y0118R090S2 +327+48V_CH2 R25 -1 A01X+018661Y-016860X0315Y0374R270S2 +327NET-(LED3-A) R25 -2 A01X+018661Y-016211X0315Y0374R270S2 +327GND C48 -1 A01X+012661Y-007441X0354Y0374R180S2 +327/ADC_VREF C48 -2 A01X+012051Y-007441X0354Y0374R180S2 +327GND R11 -1 A01X+011656Y-011816X0315Y0374R270S2 +327NET-(U5-VINR) R11 -2 A01X+011656Y-011166X0315Y0374R270S2 +367N/C PS1 D0630UA00X+003706Y-020289X0630Y0000R090S0 +367N/C PS1 D0630UA00X+006706Y-022289X0630Y0000R090S0 +317GND PS1 -1 D0630PA00X+006706Y-018789X1339Y0000R090S0 +317NET-(C15-PAD1) PS1 -2 D0630PA00X+003706Y-018539X1339Y0000R090S0 +317NET-(C14-PAD1) PS1 -3 D0472PA00X+005206Y-017037X1142Y0000R090S0 +317GND PS1 -G D0472PA00X+008454Y-021041X1142Y0000R090S0 +327+48V_CH2 R24 -1 A01X+011722Y-015984X0315Y0374R000S2 +327NET-(C16-PAD1) R24 -2 A01X+012372Y-015984X0315Y0374R000S2 +327/ADC_VREF U5 -1 A01X+011374Y-007464X0581Y0157R090S2 +327GND U5 -2 A01X+011118Y-007464X0581Y0157R090S2 +327+5VA U5 -3 A01X+010862Y-007464X0581Y0157R090S2 +327+3.3V U5 -4 A01X+010606Y-007464X0581Y0157R090S2 +327GND U5 -5 A01X+010350Y-007464X0581Y0157R090S2 +327NET-(RN6-R4.1) U5 -6 A01X+010094Y-007464X0581Y0157R090S2 +327NET-(RN6-R3.1) U5 -7 A01X+009838Y-007464X0581Y0157R090S2 +327NET-(RN6-R2.1) U5 -8 A01X+009838Y-009718X0581Y0157R090S2 +327NET-(RN6-R1.1) U5 -9 A01X+010094Y-009718X0581Y0157R090S2 +327NET-(JP1-C) U5 -10 A01X+010350Y-009718X0581Y0157R090S2 +327NET-(JP3-C) U5 -11 A01X+010606Y-009718X0581Y0157R090S2 +327NET-(JP2-C) U5 -12 A01X+010862Y-009718X0581Y0157R090S2 +327NET-(U5-VINL) U5 -13 A01X+011118Y-009718X0581Y0157R090S2 +327NET-(U5-VINR) U5 -14 A01X+011374Y-009718X0581Y0157R090S2 +327NET-(C16-PAD1) C16 -1 A01X+013056Y-015157X1181Y0630R270S2 +327NET-(C16-PAD2) C16 -2 A01X+013056Y-013425X1181Y0630R270S2 +327NET-(LED2-K) R19 -1 A01X+004406Y-002216X0315Y0374R090S2 +327GND R19 -2 A01X+004406Y-002866X0315Y0374R090S2 +327+48V_CH2 R22 -1 A01X+011722Y-016614X0315Y0374R000S2 +327NET-(C17-PAD1) R22 -2 A01X+012372Y-016614X0315Y0374R000S2 +327NET-(D3-A2) R3 -1 A01X+002081Y-012391X0315Y0374R180S2 +327+2V5_BIAS R3 -2 A01X+001431Y-012391X0315Y0374R180S2 +327NET-(U2-+) C5 -1 A01X+018156Y-011641X0354Y0374R270S2 +327NET-(C5-PAD2) C5 -2 A01X+018156Y-011031X0354Y0374R270S2 +327NET-(C3-PAD1) C3 -1 A01X+007940Y-010525X0354Y0374R045S2 +327NET-(U5-VINL) C3 -2 A01X+008372Y-010957X0354Y0374R045S2 +327NET-(D1-A1) R16 -1 A01X+012981Y-012391X0315Y0374R180S2 +327+2V5_BIAS R16 -2 A01X+012331Y-012391X0315Y0374R180S2 +327NET-(R8-PAD1) R8 -1 A01X+006381Y-010191X0315Y0374R000S2 +327NET-(C3-PAD1) R8 -2 A01X+007031Y-010191X0315Y0374R000S2 +999 diff --git a/src/electrical/v2/ADC/production/positions.csv b/src/electrical/v2/ADC/production/positions.csv new file mode 100644 index 0000000..4fe2827 --- /dev/null +++ b/src/electrical/v2/ADC/production/positions.csv @@ -0,0 +1,60 @@ +Designator,Mid X,Mid Y,Rotation,Layer +C10,35.0924,-15.5472,0.0,top +C11,1.7,-38.075,90.0,top +C12,26.939,-32.476,270.0,top +C13,27.575,-42.2,180.0,top +C14,5.603,-36.299,270.0,top +C15,19.827,-36.299,270.0,top +C16,33.162,-36.299,270.0,top +C17,47.386,-36.299,270.0,top +C3,20.716,-27.282,315.0,top +C37,30.241,-15.979,270.0,top +C38,27.9296,-11.788,180.0,top +C39,28.717,-15.979,270.0,top +C4,32.133,-28.448,180.0,top +C40,27.9296,-13.312,180.0,top +C48,31.384,-18.9,180.0,top +C5,46.116,-28.793,90.0,top +C6,16.271,-29.187,90.0,top +C9,35.0794,-11.0514,0.0,top +J1,43.2,-16.7,270.0,top +J3,27.955,-5.057,270.0,top +L3,34.3304,-13.312,270.0,top +LED1,23.7,-41.6,180.0,top +LED2,10.175,-3.025,180.0,top +LED3,50.9,-41.6,180.0,top +PS1,15.318,-49.619,270.0,top +PS2,42.877,-49.642,270.0,top +R1,14.428999,-34.648,180.0,top +R10,23.876,-29.21,90.0,top +R11,29.606,-29.187,90.0,top +R12,48.591999,-28.044,0.0,top +R13,35.448,-28.448,180.0,top +R14,44.084,-28.806,90.0,top +R15,48.402,-31.473,0.0,top +R16,32.146,-31.473,180.0,top +R17,41.987999,-34.648,180.0,top +R18,38.560001,-34.648,0.0,top +R19,11.191,-6.454,270.0,top +R2,10.999999,-34.648,0.0,top +R20,3.0,-42.205,0.0,top +R21,3.0,-40.6,0.0,top +R22,30.6,-42.2,0.0,top +R23,20.5,-42.2,90.0,top +R24,30.6,-40.6,0.0,top +R25,47.4,-42.0,90.0,top +R26,35.829,-32.489,180.0,top +R27,44.719,-32.489,0.0,top +R28,17.16,-32.489,0.0,top +R29,8.27,-32.489,180.0,top +R3,4.46,-31.473,180.0,top +R4,20.97,-31.473,0.0,top +R5,25.161,-32.426001,270.0,top +R6,28.717,-32.426001,90.0,top +R7,17.922,-29.187,270.0,top +R8,17.033,-25.885,0.0,top +R9,8.905,-28.806,90.0,top +RN6,24.469,-15.891,180.0,top +U1,12.715,-29.21,0.0,top +U2,40.274,-29.187,0.0,top +U5,26.939,-21.821,180.0,top