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b/RnD_6th_sem-backups/RnD_6th_sem-2023-02-13_120111.zip differ diff --git a/RnD_6th_sem-backups/RnD_6th_sem-2023-02-13_140704.zip b/RnD_6th_sem-backups/RnD_6th_sem-2023-02-13_140704.zip new file mode 100644 index 0000000..072ad80 Binary files /dev/null and b/RnD_6th_sem-backups/RnD_6th_sem-2023-02-13_140704.zip differ diff --git a/RnD_6th_sem.kicad_pcb b/RnD_6th_sem.kicad_pcb index e2b299e..e55f35d 100644 --- a/RnD_6th_sem.kicad_pcb +++ b/RnD_6th_sem.kicad_pcb @@ -1,14 +1,16 @@ (kicad_pcb (version 20211014) (generator pcbnew) (general - (thickness 1.6) + (thickness 0.57) ) (paper "A4") + (title_block + (comment 4 "AISLER Project ID: ZPYPMIGU") + ) + (layers (0 "F.Cu" mixed) - (1 "In1.Cu" power "Mid.1") - (2 "In2.Cu" power "Mid.2") (31 "B.Cu" mixed) (32 "B.Adhes" user "B.Adhesive") (33 "F.Adhes" user "F.Adhesive") @@ -46,10 +48,6 @@ (layer "F.Mask" (type "Top Solder Mask") (color "Green") (thickness 0.01)) (layer "F.Cu" (type "copper") (thickness 0.035)) (layer "dielectric 1" (type "core") (thickness 0.48) (material "FR4") (epsilon_r 4.5) (loss_tangent 0.02)) - (layer "In1.Cu" (type "copper") (thickness 0.035)) - (layer "dielectric 2" (type "prepreg") (thickness 0.48) (material "FR4") (epsilon_r 4.5) (loss_tangent 0.02)) - (layer "In2.Cu" (type "copper") (thickness 0.035)) - (layer "dielectric 3" (type "core") (thickness 0.48) (material "FR4") (epsilon_r 4.5) (loss_tangent 0.02)) (layer "B.Cu" (type "copper") (thickness 0.035)) (layer "B.Mask" (type "Bottom Solder Mask") (color "Green") (thickness 0.01)) (layer "B.Paste" (type "Bottom Solder Paste")) @@ -58,6 +56,7 @@ (dielectric_constraints no) ) (pad_to_mask_clearance 0) + (grid_origin 166.53 107.71) (pcbplotparams (layerselection 0x00010fc_ffffffff) (disableapertmacros false) @@ -110,46 +109,46 @@ (net 14 "Net-(D5-Pad2)") (net 15 "Net-(D6-Pad2)") (net 16 "Net-(D7-Pad2)") - (net 17 "Net-(FB3-Pad1)") - (net 18 "Net-(Q2-Pad8)") - (net 19 "Net-(J2-Pad1)") - (net 20 "Net-(J2-Pad3)") - (net 21 "Net-(FB4-Pad1)") - (net 22 "HVDC+") - (net 23 "PWM1") - (net 24 "PWM2") - (net 25 "OUTB") - (net 26 "gnd-1") - (net 27 "LED2") - (net 28 "gnd-2") - (net 29 "Net-(C4-Pad2)") - (net 30 "Net-(J1-Pad3)") - (net 31 "unconnected-(IC1-Pad6)") - (net 32 "unconnected-(PS1-Pad3)") - (net 33 "unconnected-(PS1-Pad4)") - (net 34 "unconnected-(PS2-Pad3)") - (net 35 "unconnected-(PS2-Pad4)") - (net 36 "Net-(Q1-Pad1)") - (net 37 "Net-(Q2-Pad5)") + (net 17 "Net-(Q2-Pad8)") + (net 18 "Net-(J2-Pad1)") + (net 19 "Net-(J2-Pad3)") + (net 20 "HVDC+") + (net 21 "PWM1") + (net 22 "PWM2") + (net 23 "OUTB") + (net 24 "gnd-1") + (net 25 "LED2") + (net 26 "gnd-2") + (net 27 "Net-(C4-Pad2)") + (net 28 "Net-(J1-Pad3)") + (net 29 "unconnected-(IC1-Pad6)") + (net 30 "Net-(Q1-Pad1)") + (net 31 "Net-(Q2-Pad5)") + (net 32 "Net-(FB3-Pad1)") + (net 33 "Net-(FB4-Pad1)") + (net 34 "unconnected-(J9-Pad5)") + (net 35 "unconnected-(J9-Pad6)") + (net 36 "unconnected-(J9-Pad7)") + (net 37 "unconnected-(J9-Pad8)") (footprint 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0 0) (layer "F.Fab") + (fp_text user "${REFERENCE}" (at 0 0 90) (layer "F.Fab") (effects (font (size 0.5 0.5) (thickness 0.08))) (tstamp 9c6da226-4a27-4029-b659-ca6e2f09ad07) ) @@ -165,9 +164,9 @@ (fp_line (start 1 0.6) (end 1 -0.6) (layer "F.Fab") (width 0.1) (tstamp 95f217c9-de3b-4b3e-bcc3-3901de54c85d)) (fp_line (start -1 0.6) (end 1 0.6) (layer "F.Fab") (width 0.1) (tstamp d20a51e4-da32-4490-bb00-47cc83e2badb)) (fp_line (start -0.7 -0.6) (end -1 -0.3) (layer "F.Fab") (width 0.1) (tstamp f4435352-50c5-4daa-b0a7-90ebbae557bb)) - (pad "1" smd roundrect (at -0.9375 0) (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) + (pad "1" smd roundrect (at -0.9375 0 270) (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 1 "GND") (pinfunction "K") (pintype "passive") (tstamp 3caad81c-2f73-48df-83cb-f19e7126af0c)) - (pad "2" smd roundrect (at 0.9375 0) (size 0.975 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) + (pad "2" smd 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(pinfunction "Pin_3") (pintype "passive") (tstamp b62ca427-37a5-4b21-b313-36edeed7ced5)) + (net 19 "Net-(J2-Pad3)") (pinfunction "Pin_3") (pintype "passive") (tstamp b62ca427-37a5-4b21-b313-36edeed7ced5)) (model "${KICAD6_3DMODEL_DIR}/Connector_Molex.3dshapes/Molex_KK-254_AE-6410-03A_1x03_P2.54mm_Vertical.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -244,7 +243,7 @@ (footprint "MountingHole:MountingHole_3.2mm_M3" (layer "F.Cu") (tedit 56D1B4CB) (tstamp 0cae56b0-253f-4a56-b440-80109e2dc2b8) - (at 167.530036 52.07) + (at 163.88 53.11) (descr "Mounting Hole 3.2mm, no annular, M3") (tags "mounting hole 3.2mm no annular m3") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -270,7 +269,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 127f6659-ce96-42b7-9c8d-682f13c80fb5) - (at 139.177656 59.2 180) + (at 139.102656 59.75 180) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 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https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -918,7 +619,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 39e4d2d4-ddbf-4b08-acc7-25e8d509e2a0) - (at 131.98 59.2) + (at 131.905 59.75) (descr "Resistor SMD 0805 (2012 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), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -947,10 +648,10 @@ (fp_line (start 1 0.625) (end -1 0.625) (layer "F.Fab") (width 0.1) (tstamp 4cd40f0c-83d9-421a-8614-b8697a1b10f3)) (fp_line (start -1 0.625) (end -1 -0.625) (layer 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header, 1x02, 2.54mm pitch, single row") (tags "Through hole pin header THT 1x02 2.54mm single row") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1400,7 +1040,7 @@ (fp_line (start -0.635 -1.27) (end 1.27 -1.27) (layer "F.Fab") (width 0.1) (tstamp 9730a517-34a6-4724-a26d-c0ad2bf8e0fb)) (fp_line (start 1.27 3.81) (end -1.27 3.81) (layer "F.Fab") (width 0.1) (tstamp adb8d0b8-9795-4457-84f9-ded71d3e8747)) (pad "1" thru_hole rect (at 0 0 270) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask) - (net 28 "gnd-2") (pinfunction "Pin_1") (pintype "passive") (tstamp 13b99d5f-0eb8-4198-a83b-7140de38d372)) + (net 26 "gnd-2") (pinfunction "Pin_1") (pintype "passive") (tstamp 13b99d5f-0eb8-4198-a83b-7140de38d372)) (pad "2" thru_hole oval (at 0 2.54 270) (size 1.7 1.7) (drill 1) (layers *.Cu *.Mask) (net 9 "GND2") (pinfunction "Pin_2") (pintype "passive") (tstamp 16d71a1e-0c68-4706-9822-672b0046b70d)) (model "${KICAD6_3DMODEL_DIR}/Connector_PinHeader_2.54mm.3dshapes/PinHeader_1x02_P2.54mm_Vertical.wrl" @@ -1412,7 +1052,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 5b0aff19-6abe-49e2-ac0f-0797aec207e7) - (at 142 74.75 -90) + (at 141.43 74.78 -90) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1441,9 +1081,9 @@ (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp 43b2b128-df8f-4927-8ebf-b549ab19ad2f)) (fp_line (start -1 -0.625) (end 1 -0.625) (layer "F.Fab") (width 0.1) (tstamp a93f771b-f392-4167-a04e-a370e7d044a1)) (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp cabc1dea-e310-4448-b23f-53b9118f8d53)) - (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) + (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 12 "Net-(D1-Pad2)") (pintype "passive") (tstamp 0b8dc0b6-7d3a-4c3d-b009-a6fc887f3e0b)) - (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) + (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 7 "Net-(C5-Pad1)") (pintype "passive") (tstamp 1391d030-379e-4930-84b5-30853d236a6e)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) @@ -1454,7 +1094,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 61d69aa6-c50f-4a97-9fda-d54e36479669) - (at 138.4 56.66) + (at 138.68 57.55) (descr "Capacitor SMD 0805 (2012 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, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1486,7 +1126,7 @@ (pad "1" smd roundrect (at -0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 1 "GND") (pintype "passive") (tstamp d462a38d-01e5-40e5-96d2-9e72d38154e8)) (pad "2" smd roundrect (at 0.95 0) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 23 "PWM1") (pintype "passive") (tstamp 2154af90-b89f-4af8-9048-24a60d28033a)) + (net 21 "PWM1") (pintype "passive") (tstamp 2154af90-b89f-4af8-9048-24a60d28033a)) (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -1496,7 +1136,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 675d49a9-dddb-4596-8418-1f5fdfdebf13) - (at 167.4 58.6) + (at 155.46 69.3 180) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1525,9 +1165,9 @@ (fp_line (start 1 0.625) (end -1 0.625) (layer "F.Fab") (width 0.1) (tstamp 792ea989-6bd6-4b93-aad7-c3a247d00ffc)) (fp_line (start -1 -0.625) (end 1 -0.625) (layer "F.Fab") (width 0.1) (tstamp 899af6a2-4584-4aa0-baae-0d680e3fcf02)) (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp af6a196e-e6a3-4e15-aeda-121f284d576c)) - (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) - (net 21 "Net-(FB4-Pad1)") (pintype "passive") (tstamp e8354c58-f91b-480c-8d90-bcd145bb9b05)) - (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) + (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) + (net 33 "Net-(FB4-Pad1)") (pintype "passive") (tstamp e8354c58-f91b-480c-8d90-bcd145bb9b05)) + (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 3 "VCCA") (pintype "passive") (tstamp 8fc919de-a07a-4d03-a82c-b1acbc3e107d)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) @@ -1538,7 +1178,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 685d63d0-3a9b-4a09-8595-8c1d71ada700) - (at 131.97 74.2 180) + (at 132.13 74.18 180) (descr "Resistor SMD 0805 (2012 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), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1567,10 +1207,10 @@ (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp 3f1ee1e4-4f2f-4a88-91da-c997342cc3e3)) (fp_line (start 1 0.625) (end -1 0.625) (layer "F.Fab") (width 0.1) (tstamp 6b2f9dcd-9017-4919-b674-32b986d6a041)) (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp a0e8f311-5fa4-49ca-b8f9-0a530e5e7fa9)) - (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) - (net 29 "Net-(C4-Pad2)") (pintype "passive") (tstamp 39a0926c-04e0-4980-beb1-6980659d9e3e)) - (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) - (net 18 "Net-(Q2-Pad8)") (pintype "passive") (tstamp b1493afa-39ec-4703-a367-ce659dd85680)) + (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) + (net 27 "Net-(C4-Pad2)") (pintype "passive") (tstamp 39a0926c-04e0-4980-beb1-6980659d9e3e)) + (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) + (net 17 "Net-(Q2-Pad8)") (pintype "passive") (tstamp b1493afa-39ec-4703-a367-ce659dd85680)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -1580,7 +1220,7 @@ (footprint "TestPoint:TestPoint_THTPad_1.5x1.5mm_Drill0.7mm" (layer "F.Cu") (tedit 5A0F774F) (tstamp 6969a962-e97e-459c-8239-7e5ca92912d9) - (at 109 96) + (at 109.555 90.21) (descr "THT rectangular pad as test Point, square 1.5mm side length, hole diameter 0.7mm") (tags "test point THT pad rectangle square") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1613,22 +1253,22 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 69bd441d-d93a-45ad-ac70-359bc303327e) - (at 149.75 69 -90) + (at 149.17 72.205 180) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") (property "Sheetname" "") (path "/2dc20e0c-1a89-42c3-8024-4e0c34d2160b") (attr smd) - (fp_text reference "R11" (at 0 -1.65 90) (layer "F.SilkS") hide + (fp_text reference "R11" (at 0 -1.65) (layer "F.SilkS") hide (effects (font (size 1 1) (thickness 0.15))) (tstamp d70ab63d-c52d-4000-b508-53c2cca3de51) ) - (fp_text value "4.7k" (at 0 1.65 90) (layer "F.Fab") + (fp_text value "4.7k" (at 0 1.65) (layer "F.Fab") (effects (font (size 1 1) (thickness 0.15))) (tstamp 4ccaf6b3-5d3c-4e52-9f82-37fa53603a55) ) - (fp_text user "${REFERENCE}" (at 0 0 90) (layer "F.Fab") + (fp_text user "${REFERENCE}" (at 0 0) (layer "F.Fab") (effects (font (size 0.5 0.5) (thickness 0.08))) (tstamp daed138e-a92b-4712-97a7-fe285f56fcd4) ) @@ -1642,9 +1282,9 @@ (fp_line (start -1 -0.625) (end 1 -0.625) (layer "F.Fab") (width 0.1) (tstamp c2a507b4-2129-4842-95da-5b3d99fb59cc)) (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp d7a93938-199e-4f46-bf84-ffca084361d3)) (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp f8f3a749-0e2d-402d-88cc-e0defdb83fb2)) - (pad "1" smd roundrect (at -0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) + (pad "1" smd roundrect (at -0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 15 "Net-(D6-Pad2)") (pintype "passive") (tstamp 75126832-9343-4ee4-877a-9fe56e85097e)) - (pad "2" smd roundrect (at 0.9125 0 270) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) + (pad "2" smd roundrect (at 0.9125 0 180) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 6 "LED1") (pintype "passive") (tstamp fe6d734e-0686-4f3b-9ea1-ea7e729c17ab)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) @@ -1655,7 +1295,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 728ae1c3-e5d0-4538-94cc-f84f85d508be) - (at 134.91 56.66 180) + (at 135.185 57.535 180) (descr "Capacitor SMD 0805 (2012 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, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") 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"Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1744,7 +1460,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 85d87910-ca4e-4dca-8bff-ae592f4be934) - (at 138.5 74.25 180) + (at 138.37 74.24 180) (descr "Capacitor SMD 0805 (2012 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, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1786,7 +1502,7 @@ (footprint "footprint:RESC10052X50N" (layer "F.Cu") (tedit 0) (tstamp 93979d7e-a805-4caf-b37d-6aa1308d94ab) - (at 119 94 -90) + (at 123.28 85.96 -90) (descr "WSLP3921") (tags "Resistor") (property "Arrow Part Number" "") @@ -1825,7 +1541,7 @@ (fp_line (start -5 2.6) (end -5 -2.6) (layer "F.Fab") (width 0.1) (tstamp 71481bd1-4b3c-4d8d-acb9-ac2f58480e0f)) (fp_line (start 5 -2.6) (end 5 2.6) (layer "F.Fab") (width 0.1) (tstamp 92a3f0c0-ff59-4f8c-9a97-d5ea84e55731)) (pad "1" smd rect (at -4.15 0 270) (size 2.7 5.45) (layers "F.Cu" "F.Paste" "F.Mask") - (net 37 "Net-(Q2-Pad5)") (pintype "passive") (tstamp f1e8c932-85df-4acd-82b0-49f066ec7ffd)) + (net 31 "Net-(Q2-Pad5)") (pintype "passive") (tstamp f1e8c932-85df-4acd-82b0-49f066ec7ffd)) (pad "2" smd rect (at 4.15 0 270) (size 2.7 5.45) (layers "F.Cu" "F.Paste" "F.Mask") (net 11 "GND3") (pintype "passive") (tstamp 97a57ba8-0b07-4dcc-8fdb-7f56b49e3534)) (model "${KIPRJMOD}/Footprints&symbols/Current sense resistor/WSLP3921L1000FEA.stp" @@ -1837,7 +1553,7 @@ (footprint "MountingHole:MountingHole_3.2mm_M3" (layer "F.Cu") (tedit 56D1B4CB) (tstamp 94792ae8-f9a1-40eb-b5b2-fba18f85b82a) - (at 105.41 52.07) + (at 110.03 53.16) (descr "Mounting Hole 3.2mm, no annular, M3") (tags "mounting hole 3.2mm no annular m3") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1863,7 +1579,7 @@ (footprint "Package_SON:Infineon_PG-LSON-8-1" (layer "F.Cu") (tedit 5EB9B0A5) (tstamp 9969c474-6259-4b80-b423-b99dbcfff21a) - (at 131.3 88 90) + (at 131.76 82.61 90) (descr "https://www.infineon.com/cms/en/product/packages/PG-LSON/PG-LSON-8-1/") (tags "PG-LSON-8-1") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1903,23 +1619,23 @@ (pad "" smd rect (at 0.15 -2.55 90) (size 1.2 1.4) (layers "F.Paste") (tstamp ca1c0bdc-84ea-4061-8d25-c1d09a8ca068)) (pad "" smd rect (at 1.65 -0.85 90) (size 1.2 1.4) (layers "F.Paste") (tstamp e761df6c-a834-433b-aa8f-8fce14a3b4c6)) (pad "1" smd rect (at -4 -3 90) (size 1 1) (layers "F.Cu" "F.Paste" "F.Mask") - (net 30 "Net-(J1-Pad3)") (pinfunction "D") (pintype "passive") (tstamp 6f342e10-bb66-46b2-a870-2b5d03233757)) + (net 28 "Net-(J1-Pad3)") (pinfunction "D") (pintype "passive") (tstamp 6f342e10-bb66-46b2-a870-2b5d03233757)) (pad "2" smd rect (at -4 -1 90) (size 1 1) (layers "F.Cu" "F.Paste" "F.Mask") - (net 30 "Net-(J1-Pad3)") (pinfunction "D") (pintype "passive") (tstamp 07eeac25-c828-4852-848f-5236e8863996)) + (net 28 "Net-(J1-Pad3)") (pinfunction "D") (pintype "passive") (tstamp 07eeac25-c828-4852-848f-5236e8863996)) (pad "3" smd rect (at -4 1 90) (size 1 1) (layers "F.Cu" "F.Paste" "F.Mask") - (net 30 "Net-(J1-Pad3)") (pinfunction "D") (pintype "passive") (tstamp 4a655a17-651a-4bb1-890c-0c66fe5d4c35)) + (net 28 "Net-(J1-Pad3)") (pinfunction "D") (pintype "passive") (tstamp 4a655a17-651a-4bb1-890c-0c66fe5d4c35)) (pad "4" smd rect (at -4 3 90) (size 1 1) (layers "F.Cu" "F.Paste" "F.Mask") - (net 30 "Net-(J1-Pad3)") (pinfunction "D") (pintype "passive") (tstamp 6e12c34a-fd91-4d63-86cb-85033e6237a9)) + (net 28 "Net-(J1-Pad3)") (pinfunction "D") (pintype "passive") (tstamp 6e12c34a-fd91-4d63-86cb-85033e6237a9)) (pad "5" smd rect (at 4 3 90) (size 1 1) (layers "F.Cu" "F.Paste" "F.Mask") - (net 37 "Net-(Q2-Pad5)") (pinfunction "S") (pintype "passive") (tstamp 392a4d46-f7ac-46c2-a69c-78f974feda88)) + (net 31 "Net-(Q2-Pad5)") (pinfunction "S") (pintype "passive") (tstamp 392a4d46-f7ac-46c2-a69c-78f974feda88)) (pad "6" smd rect (at 4 1 90) (size 1 1) (layers "F.Cu" "F.Paste" "F.Mask") - (net 37 "Net-(Q2-Pad5)") (pinfunction "S") (pintype "passive") (tstamp d2423806-5583-4143-8e9b-c2d8f8b41999)) + (net 31 "Net-(Q2-Pad5)") (pinfunction "S") (pintype "passive") (tstamp d2423806-5583-4143-8e9b-c2d8f8b41999)) (pad "7" smd rect (at 4 -1 90) (size 1 1) (layers "F.Cu" "F.Paste" "F.Mask") - (net 28 "gnd-2") (pinfunction "SS") (pintype "passive") (tstamp 07581dd6-eec2-4eb6-a644-a2652b7145b1)) + (net 26 "gnd-2") (pinfunction "SS") (pintype "passive") (tstamp 07581dd6-eec2-4eb6-a644-a2652b7145b1)) (pad "8" smd rect (at 4 -3 90) (size 1 1) (layers "F.Cu" "F.Paste" "F.Mask") - (net 18 "Net-(Q2-Pad8)") (pinfunction "G") (pintype "input") (tstamp 1d31e9e0-c653-4faf-b26b-d9a3130c8783)) + (net 17 "Net-(Q2-Pad8)") (pinfunction "G") (pintype "input") (tstamp 1d31e9e0-c653-4faf-b26b-d9a3130c8783)) (pad "9" smd rect (at 0.9 0 90) (size 3.2 6.94) (layers "F.Cu" "F.Mask") - (net 37 "Net-(Q2-Pad5)") (pinfunction "S") (pintype "passive") (tstamp 434a1c47-6b57-4712-aa99-d9b5a20e1f6d)) + (net 31 "Net-(Q2-Pad5)") (pinfunction "S") (pintype "passive") (tstamp 434a1c47-6b57-4712-aa99-d9b5a20e1f6d)) (model "${KIPRJMOD}/Footprints&symbols/IGLD60R190D1/igld60r190d1.step" (offset (xyz -3.5 -4 0)) (scale (xyz 1 1 1)) @@ -1929,7 +1645,7 @@ (footprint "Diode_SMD:D_SOD-323" (layer "F.Cu") (tedit 58641739) (tstamp 99ac5f87-add6-4e3e-926f-64e4da19b8cc) - (at 134.95 75.2 -90) + (at 134.84 74.87 -90) (descr "SOD-323") (tags "SOD-323") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -1966,7 +1682,7 @@ (fp_line (start 0.2 0) (end 0.45 0) (layer "F.Fab") (width 0.1) (tstamp d3d6d15f-cce9-4a65-8512-f5cde973698d)) (fp_line (start -0.3 0) (end 0.2 -0.35) (layer "F.Fab") (width 0.1) (tstamp f0d757aa-aa9a-4b4d-947b-9c416fde0ee7)) (pad "1" smd rect (at -1.05 0 270) (size 0.6 0.45) (layers "F.Cu" "F.Paste" "F.Mask") - (net 29 "Net-(C4-Pad2)") (pinfunction "K") (pintype "passive") (tstamp 7311ed67-ea7c-40cf-95e1-b93b0bd11a54)) + (net 27 "Net-(C4-Pad2)") (pinfunction "K") (pintype "passive") (tstamp 7311ed67-ea7c-40cf-95e1-b93b0bd11a54)) (pad "2" smd rect (at 1.05 0 270) (size 0.6 0.45) (layers "F.Cu" "F.Paste" "F.Mask") (net 13 "Net-(D2-Pad2)") (pinfunction "A") (pintype "passive") (tstamp 652c6a58-4399-4f6a-b4db-9202ff6a6656)) (model "${KICAD6_3DMODEL_DIR}/Diode_SMD.3dshapes/D_SOD-323.wrl" @@ -1978,7 +1694,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp 9c3b66d0-1cf4-4937-96d6-336a4d03e2f0) - (at 134.98 71.247064 -90) + (at 134.875 71.477064 -90) (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2008,9 +1724,9 @@ (fp_line (start -1 -0.625) (end 1 -0.625) (layer "F.Fab") (width 0.1) (tstamp d30b0eb0-8730-4b8f-ae36-78b141518597)) (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp d94ae5e9-4627-4fbd-86ce-509d75ebc59b)) (pad "1" smd roundrect (at -0.95 0 270) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 25 "OUTB") (pintype "passive") (tstamp b8a242f3-3a96-4b9a-9d59-2028b5dee208)) + (net 23 "OUTB") (pintype "passive") (tstamp b8a242f3-3a96-4b9a-9d59-2028b5dee208)) (pad "2" smd roundrect (at 0.95 0 270) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 29 "Net-(C4-Pad2)") (pintype "passive") (tstamp a18b6b58-38a1-4250-b6a1-8463fe502db4)) + (net 27 "Net-(C4-Pad2)") (pintype "passive") (tstamp a18b6b58-38a1-4250-b6a1-8463fe502db4)) (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" (offset (xyz 0 0 0)) (scale (xyz 1 1 1)) @@ -2020,7 +1736,7 @@ (footprint "Connector_Molex:Molex_KK-396_A-41791-0003_1x03_P3.96mm_Vertical" (layer "F.Cu") (tedit 5DC431B4) (tstamp 9dd8b4e6-5e50-43e4-adde-467a652e6753) - (at 142.356 110.395 180) + (at 135.78 101.905 180) (descr "Molex KK 396 Interconnect System, old/engineering part number: A-41791-0003 example for new part number: 26-60-4030, 3 Pins (https://www.molex.com/pdm_docs/sd/026604020_sd.pdf), generated with kicad-footprint-generator") (tags "connector Molex KK-396 vertical") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2077,12 +1793,12 @@ (fp_line (start -1.91 -5.11) (end 9.83 -5.11) (layer "F.Fab") (width 0.1) (tstamp c4dd45e2-e99f-4e8d-9979-d848414f77df)) (fp_line (start -0.005 3.895) (end -1.91 3.895) (layer "F.Fab") (width 0.1) (tstamp c72d4230-7fe5-4f9e-b7eb-dc1435cfa2c5)) (fp_line 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(pinfunction "Pin_3") (pintype "passive") (tstamp 0ae2591f-08c0-479d-b3d4-aff2d3f1f5f7)) (model "${KIPRJMOD}/Footprints&symbols/connector/JST - VH - Thru (V) - 3Pin - 3.96mm.stp" (offset (xyz 4 0 0)) (scale (xyz 1 1 1)) @@ -2092,7 +1808,7 @@ (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp a1bf1370-50d8-473f-8730-95763c78c0d0) - (at 142.68 59.2 180) + (at 142.605 59.75 180) (descr "Resistor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2121,10 +1837,10 @@ (fp_line (start 1 0.625) (end -1 0.625) (layer "F.Fab") (width 0.1) (tstamp 55855412-f371-4b39-a933-cf5fae298d0d)) (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp 87affc6c-c050-458b-8786-c3829b0e54e0)) 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https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator") + (tags "capacitor") + (property "Sheetfile" "RnD_6th_sem.kicad_sch") + (property "Sheetname" "") + (path "/85c7bdbf-9de0-4da4-b3cb-463ab4297427") + (attr smd) + (fp_text reference "C7" (at 0 -1.85) (layer "F.SilkS") hide + (effects (font (size 1 1) (thickness 0.15))) + (tstamp 9d6df9bd-d0f3-468d-af0f-6cf697cd38c3) + ) + (fp_text value "100nF/450V" (at 0 1.85) (layer "F.Fab") + (effects (font (size 1 1) (thickness 0.15))) + (tstamp fabadf60-1513-49bb-aed4-cd1c043febf7) + ) + (fp_text user "${REFERENCE}" (at 0 0) (layer "F.Fab") + (effects (font (size 0.8 0.8) (thickness 0.12))) + (tstamp 64af5d6e-6969-439d-a408-14a31d1ecddc) + ) + (fp_line (start -0.711252 0.91) (end 0.711252 0.91) (layer "F.SilkS") (width 0.12) (tstamp 73d7140b-e96d-452a-87ca-728b91805cec)) + (fp_line (start -0.711252 -0.91) (end 0.711252 -0.91) (layer "F.SilkS") (width 0.12) (tstamp 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"RnD_6th_sem.kicad_sch") @@ -2419,7 +2253,7 @@ (footprint "Connector_Molex:Molex_KK-396_A-41791-0003_1x03_P3.96mm_Vertical" (layer "F.Cu") (tedit 5DC431B4) (tstamp c6fba143-ff21-4465-a3c7-38ba5634f00e) - (at 159.46 110.395 180) + (at 149.064 101.905 180) (descr "Molex KK 396 Interconnect System, old/engineering part number: A-41791-0003 example for new part number: 26-60-4030, 3 Pins (https://www.molex.com/pdm_docs/sd/026604020_sd.pdf), generated with kicad-footprint-generator") (tags "connector Molex KK-396 vertical") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2476,12 +2310,12 @@ (fp_line (start -1.202893 0) (end -1.91 0.5) (layer "F.Fab") (width 0.1) (tstamp a7c9c1c8-cc66-40c5-91a2-01ea2835c1c4)) (fp_line (start 7.925 3.895) (end 7.925 4.9) (layer "F.Fab") (width 0.1) (tstamp bbdf8f3d-d57a-4eaf-be29-76a70c622df0)) (fp_line (start 9.83 -5.11) (end 9.83 3.895) (layer "F.Fab") (width 0.1) (tstamp c170abf7-58f9-4a2b-94c8-1a608d939215)) - (pad "1" thru_hole roundrect (at 0 0 180) 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kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2551,10 +2385,10 @@ (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp 710535d8-7180-42f7-aaee-ce23b36f1a73)) (fp_line (start -1 -0.625) (end 1 -0.625) (layer "F.Fab") (width 0.1) (tstamp e9f7b3e5-f320-47d5-a7c1-734e5e31043c)) (fp_line (start 1 0.625) (end -1 0.625) (layer "F.Fab") (width 0.1) (tstamp fc725976-e803-4424-94b5-143c2d7dc49d)) - (pad "1" smd roundrect (at -0.95 0 90) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 28 "gnd-2") (pintype "passive") (tstamp b486c797-d118-4fac-bd1e-be75640a481a)) - (pad "2" smd roundrect (at 0.95 0 90) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 27 "LED2") (pintype "passive") (tstamp 8e6e4671-dbb8-4fa5-b12b-f8eb429525ae)) + (pad "1" smd roundrect (at -0.95 0 270) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) + (net 26 "gnd-2") 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"RnD_6th_sem.kicad_sch") @@ -2787,12 +2473,12 @@ (fp_line (start 1.25 1.25) (end 1.25 -1.25) (layer "F.CrtYd") (width 0.05) (tstamp a96336d7-afaf-4035-a9c9-c70f24de3aef)) (fp_line (start -1.25 -1.25) (end 1.25 -1.25) (layer "F.CrtYd") (width 0.05) (tstamp b2043f1f-fbfb-41ea-864a-c2f017d4094a)) (pad "1" thru_hole rect (at 0 0) (size 1.5 1.5) (drill 0.7) (layers *.Cu *.Mask) - (net 36 "Net-(Q1-Pad1)") (pinfunction "1") (pintype "passive") (tstamp 66a161b4-6684-46c5-ab8d-b73bd3327439)) + (net 30 "Net-(Q1-Pad1)") (pinfunction "1") (pintype "passive") (tstamp 66a161b4-6684-46c5-ab8d-b73bd3327439)) ) (footprint "Resistor_SMD:R_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp e426c5aa-bab4-4853-8efe-17fafc8dd600) - (at 112.2 58.6) + (at 117.43 69.26) (descr "Resistor SMD 0805 (2012 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), generated with kicad-footprint-generator") (tags "resistor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2821,9 +2507,9 @@ (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp 210bc0c6-1ed2-4083-b8c4-4152efbb9063)) (fp_line (start 1 0.625) (end -1 0.625) (layer "F.Fab") (width 0.1) (tstamp 82b3afbd-665b-4072-a3e7-eee8fa72fa9d)) (fp_line (start -1 0.625) (end -1 -0.625) (layer "F.Fab") (width 0.1) (tstamp d691a6f8-d0e6-4511-8297-740efb02ff3e)) - (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) - (net 17 "Net-(FB3-Pad1)") (pintype "passive") (tstamp fd6cafa4-4b06-4308-95c8-e06e2851175f)) - (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902) + (pad "1" smd roundrect (at -0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) + (net 32 "Net-(FB3-Pad1)") (pintype "passive") (tstamp fd6cafa4-4b06-4308-95c8-e06e2851175f)) + (pad "2" smd roundrect (at 0.9125 0) (size 1.025 1.4) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.243902439) (net 4 "VCCB") (pintype "passive") (tstamp dfc5311e-afb4-4741-8828-edbaa48a589b)) (model "${KICAD6_3DMODEL_DIR}/Resistor_SMD.3dshapes/R_0805_2012Metric.wrl" (offset (xyz 0 0 0)) @@ -2834,7 +2520,7 @@ (footprint "Capacitor_SMD:C_0805_2012Metric" (layer "F.Cu") (tedit 5F68FEEE) (tstamp e5a84f84-20d7-4354-a38e-c87c327e5dc2) - (at 141.59 66.4 -90) + (at 141.47 66.96 -90) (descr "Capacitor SMD 0805 (2012 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf, https://docs.google.com/spreadsheets/d/1BsfQQcO9C6DZCsRaXUlFlo91Tg2WpOkGARC1WS5S8t0/edit?usp=sharing), generated with kicad-footprint-generator") (tags "capacitor") (property "Sheetfile" "RnD_6th_sem.kicad_sch") @@ -2864,7 +2550,7 @@ (fp_line (start 1 -0.625) (end 1 0.625) (layer "F.Fab") (width 0.1) (tstamp d2a9743a-36ce-4ccb-99db-dda8598d21de)) (fp_line (start -1 -0.625) (end 1 -0.625) (layer "F.Fab") (width 0.1) (tstamp eb5680bc-43ff-4184-af2f-df91a867f16d)) (pad "1" smd roundrect (at -0.95 0 270) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) - (net 26 "gnd-1") (pintype "passive") (tstamp 216e8670-5ff6-4371-895d-812a0982a56b)) + (net 24 "gnd-1") (pintype "passive") (tstamp 216e8670-5ff6-4371-895d-812a0982a56b)) (pad "2" smd roundrect (at 0.95 0 270) (size 1 1.45) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.25) (net 6 "LED1") (pintype "passive") (tstamp 846aec6f-49ae-437c-bfb7-866a8ee95dcd)) (model "${KICAD6_3DMODEL_DIR}/Capacitor_SMD.3dshapes/C_0805_2012Metric.wrl" @@ -2876,7 +2562,7 @@ (footprint "Capacitor_SMD:CP_Elec_4x5.8" (layer "F.Cu") (tedit 5BCA39CF) (tstamp e9247617-8f9c-442a-a1e6-05be677f6889) - (at 145.75 66.8 90) + (at 144.94 67.35 90) (descr "SMD capacitor, aluminum 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(pin "5" (uuid d4f67aa6-c0eb-4129-a2e9-99814abe8c98)) - (pin "6" (uuid 02b2a6a1-3cd0-4f89-a432-02590502cb6f)) - ) - (symbol (lib_id "Device:R") (at 105.41 100.965 90) (unit 1) (in_bom yes) (on_board yes) (uuid 7fac1be2-85f1-4466-9b78-f687b09ad024) @@ -3015,55 +3031,6 @@ (pin "2" (uuid d7665976-4f42-423b-bfde-87945c01bae5)) ) - (symbol (lib_name "LS05-13B05R3_1") (lib_id "LS05-13B05R3:LS05-13B05R3") (at 239.395 47.625 0) (unit 1) - (in_bom yes) (on_board yes) - (uuid 80bb02b2-2567-48a4-bf20-80e57942cb07) - (property "Reference" "PS2" (id 0) (at 255.27 46.355 0)) - (property "Value" "LS05-13B05R3" (id 1) (at 247.65 59.69 0)) - (property "Footprint" "footprint&lib:LS0513B05R3" (id 2) (at 263.525 45.085 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Datasheet" "https://www.mornsun-power.com/html/pdf/LS05-13B05R3.html" (id 3) (at 263.525 47.625 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Description" "AC DC CONVERTER,5W,5VDC" (id 4) (at 263.525 50.165 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Height" "15.73" (id 5) (at 263.525 52.705 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Manufacturer_Name" "Morunsun" (id 6) (at 263.525 55.245 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Manufacturer_Part_Number" "LS05-13B05R3" (id 7) (at 263.525 57.785 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Mouser Part Number" "" (id 8) (at 263.525 60.325 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Mouser Price/Stock" "" (id 9) (at 263.525 62.865 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Arrow Part Number" "" (id 10) (at 263.525 65.405 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Arrow Price/Stock" "" (id 11) (at 263.525 67.945 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Mouser Testing Part Number" "" (id 12) (at 263.525 70.485 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (property "Mouser Testing Price/Stock" "" (id 13) (at 263.525 73.025 0) - (effects (font (size 1.27 1.27)) (justify left) hide) - ) - (pin "1" (uuid d316641e-b89c-4046-8eb3-6517d295cd46)) - (pin "2" (uuid 1abc9a37-f54f-41cc-942b-1b9506ac8329)) - (pin "3" (uuid aee03d6d-6d8f-4702-8607-faa83957f174)) - (pin "4" (uuid 5249bbf8-57ad-4c22-9897-0ad9f335d3ce)) - (pin "5" (uuid b96e550a-d64f-4249-9c33-958eef0540c3)) - (pin "6" (uuid 356a4c2c-e9c9-4e52-90da-b78c7b02054b)) - ) - (symbol (lib_id "Device:C") (at 37.465 47.625 0) (unit 1) (in_bom yes) (on_board yes) (uuid 854640dc-3048-4906-a863-1cd1328b03a5) @@ -3089,7 +3056,7 @@ (property "Reference" "C7" (id 0) (at 218.44 99.695 0) (effects (font (size 1.27 1.27)) (justify left)) ) - (property "Value" "100nF/630V" (id 1) (at 225.425 100.965 90) + (property "Value" "100nF/450V" (id 1) (at 225.425 100.965 90) (effects (font (size 1.27 1.27)) (justify left)) ) (property "Footprint" "Capacitor_SMD:C_1206_3216Metric" (id 2) (at 222.5802 99.695 0) @@ -3211,7 +3178,7 @@ (property "Reference" "C6" (id 0) (at 209.55 99.695 0) (effects (font (size 1.27 1.27)) (justify left)) ) - (property "Value" "100nF/630V" (id 1) (at 216.535 100.965 90) + (property "Value" "100nF/450V" (id 1) (at 216.535 100.965 90) (effects (font (size 1.27 1.27)) (justify left)) ) (property "Footprint" "Capacitor_SMD:C_1206_3216Metric" (id 2) (at 213.6902 99.695 0) @@ -3351,6 +3318,27 @@ (pin "1" (uuid b7e245a6-cbdb-4e93-b1a4-f119c1832185)) ) + (symbol (lib_id "Connector_Generic:Conn_02x04_Odd_Even") (at 243.84 31.115 0) (unit 1) + (in_bom yes) (on_board yes) (fields_autoplaced) + (uuid a80d25e6-79fd-4b8f-8bef-842a4f8d9d11) + (property "Reference" "J4" (id 0) (at 245.11 22.225 0)) + (property "Value" "Conn_02x04_Odd_Even" (id 1) (at 245.11 24.765 0)) + (property "Footprint" "Connector_IDC:IDC-Header_2x04_P2.54mm_Vertical" (id 2) (at 243.84 31.115 0) + (effects (font (size 1.27 1.27)) hide) + ) + (property "Datasheet" "~" (id 3) (at 243.84 31.115 0) + (effects (font (size 1.27 1.27)) hide) + ) + (pin "1" (uuid fcd10382-b92e-4747-930b-f61d35f53de8)) + (pin "2" (uuid 3b8ad405-f153-490a-a4cb-abff70e527f2)) + (pin "3" (uuid d477460b-f5f0-4bc8-a522-1231e969e156)) + (pin "4" (uuid a3bb66b0-4ccc-4333-85d5-7cf69ec79570)) + (pin "5" (uuid 03652d29-4c48-4366-8b26-75d6ceb096c6)) + (pin "6" (uuid 2303692b-84e0-44c2-b7b7-8ae4aef2cadf)) + (pin "7" (uuid 135a908f-49fc-4a85-a2a7-8613a9fafa4a)) + (pin "8" (uuid 34c09088-f9da-4fe0-9b38-cf0321aa1500)) + ) + (symbol (lib_id "Device:R") (at 32.385 22.86 90) (mirror x) (unit 1) (in_bom yes) (on_board yes) (uuid accdcea5-37d3-4a60-8c73-ee3203fb3eeb) @@ -3403,39 +3391,6 @@ ) ) - (symbol (lib_id "power:PWR_FLAG") (at 234.315 26.035 0) (unit 1) - (in_bom yes) (on_board yes) (fields_autoplaced) - (uuid b15ab42d-9019-48dd-ab34-c1e4acd1cd0a) - (property "Reference" "#FLG02" (id 0) (at 234.315 24.13 0) - (effects (font (size 1.27 1.27)) hide) - ) - (property "Value" "PWR_FLAG" (id 1) (at 236.855 24.7649 0) - (effects (font (size 1.27 1.27)) (justify left)) - ) - (property "Footprint" "" (id 2) (at 234.315 26.035 0) - (effects (font (size 1.27 1.27)) hide) - ) - (property "Datasheet" "~" (id 3) (at 234.315 26.035 0) - (effects (font (size 1.27 1.27)) hide) - ) - (pin "1" (uuid 320ef690-25df-4a3a-baa0-ca1dc6b9d4ea)) - ) - - (symbol (lib_id "Connector:Conn_01x02_Male") (at 32.385 128.905 0) (unit 1) - (in_bom yes) (on_board yes) - (uuid b2c68424-88a4-4ca7-bb76-e2d67f8cdb12) - (property "Reference" "J4" (id 0) (at 33.02 123.825 0)) - (property "Value" "3.3V" (id 1) (at 30.48 130.175 0)) - (property "Footprint" "Connector_Molex:Molex_KK-254_AE-6410-02A_1x02_P2.54mm_Vertical" (id 2) (at 32.385 128.905 0) - (effects (font (size 1.27 1.27)) hide) - ) - (property "Datasheet" "~" (id 3) (at 32.385 128.905 0) - (effects (font (size 1.27 1.27)) hide) - ) - (pin "1" (uuid 90d173f3-ab4f-4a2a-a4f2-899967a8dfe3)) - (pin "2" (uuid 08d581b3-fb3c-44b9-9a5f-c8b66dc77671)) - ) - (symbol (lib_id "Connector:TestPoint_Alt") (at 139.065 90.17 90) (unit 1) (in_bom yes) (on_board yes) (uuid b7db3677-652b-4a85-8419-8aa5efb29cb6) @@ -3667,15 +3622,15 @@ (pin "1" (uuid 77ae6e55-a453-4708-9912-f985ce233812)) ) - (symbol (lib_id "Device:FerriteBead_Small") (at 273.685 36.195 90) (unit 1) + (symbol (lib_id "Device:FerriteBead_Small") (at 259.08 28.575 90) (unit 1) (in_bom yes) (on_board yes) (uuid df5c6c5e-585c-42cf-8b4e-75ebf0a38418) - (property "Reference" "FB4" (id 0) (at 275.59 38.1 90)) - (property "Value" "fb" (id 1) (at 273.685 36.195 90)) - (property "Footprint" "Resistor_SMD:R_0805_2012Metric" (id 2) (at 273.685 37.973 90) + (property "Reference" "FB4" (id 0) (at 260.985 30.48 90)) + (property "Value" "fb" (id 1) (at 259.08 28.575 90)) + (property "Footprint" "Resistor_SMD:R_0805_2012Metric" (id 2) (at 259.08 30.353 90) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "~" (id 3) (at 273.685 36.195 0) + (property "Datasheet" "~" (id 3) (at 259.08 28.575 0) (effects (font (size 1.27 1.27)) hide) ) (pin "1" (uuid cfaa61cd-438c-44f4-b969-0cd839aa1acf)) @@ -3830,19 +3785,19 @@ (pin "2" (uuid c8a9a7cf-d73f-4736-ac68-2f2413a5e302)) ) - (symbol (lib_id "power:+3.3V") (at 37.465 126.365 0) (unit 1) + (symbol (lib_id "power:+3.3V") (at 259.08 33.655 270) (unit 1) (in_bom yes) (on_board yes) (fields_autoplaced) (uuid fdc7cbf5-b8be-4641-8ff2-0dc9972ea9aa) - (property "Reference" "#PWR07" (id 0) (at 37.465 130.175 0) + (property "Reference" "#PWR07" (id 0) (at 255.27 33.655 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Value" "+3.3V" (id 1) (at 39.37 125.0949 0) + (property "Value" "+3.3V" (id 1) (at 260.3501 35.56 0) (effects (font (size 1.27 1.27)) (justify left)) ) - (property "Footprint" "" (id 2) (at 37.465 126.365 0) + (property "Footprint" "" (id 2) (at 259.08 33.655 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "" (id 3) (at 37.465 126.365 0) + (property "Datasheet" "" (id 3) (at 259.08 33.655 0) (effects (font (size 1.27 1.27)) hide) ) (pin "1" (uuid 09c4e47d-6c62-4d8f-ac9f-c9c1e46627ad)) @@ -3891,9 +3846,6 @@ (path "/1f7cabde-ff50-45c9-a617-effba9b7871c" (reference "#FLG01") (unit 1) (value "PWR_FLAG") (footprint "") ) - (path "/b15ab42d-9019-48dd-ab34-c1e4acd1cd0a" - (reference "#FLG02") (unit 1) (value "PWR_FLAG") (footprint "") - ) (path "/d4c3d733-22a7-4a8a-8579-c8b6248b745a" (reference "#FLG0101") (unit 1) (value "PWR_FLAG") (footprint "") ) @@ -3933,9 +3885,6 @@ (path "/9e8ad89d-73e6-4d20-8b2c-eb9df09b659b" (reference "#PWR0102") (unit 1) (value "GND") (footprint "") ) - (path "/57976afd-9a80-4bae-8d08-86e92fe3e3c2" - (reference "#PWR0103") (unit 1) (value "GND3") (footprint "") - ) (path "/e45c9412-7d31-43b2-b941-2a1c0761da3e" (reference "#PWR0104") (unit 1) (value "GND") (footprint "") ) @@ -3961,10 +3910,10 @@ (reference "C5") (unit 1) (value "2.2nF") (footprint "Capacitor_SMD:C_0805_2012Metric") ) (path "/9a2ab6fc-5bb8-4af0-acd9-eaf91c7b4549" - (reference "C6") (unit 1) (value "100nF/630V") (footprint "Capacitor_SMD:C_1206_3216Metric") + (reference "C6") (unit 1) (value "100nF/450V") (footprint "Capacitor_SMD:C_1206_3216Metric") ) (path "/85c7bdbf-9de0-4da4-b3cb-463ab4297427" - (reference "C7") (unit 1) (value "100nF/630V") (footprint "Capacitor_SMD:C_1206_3216Metric") + (reference "C7") (unit 1) (value "100nF/450V") (footprint "Capacitor_SMD:C_1206_3216Metric") ) (path "/272ea999-cf93-4ad8-9e70-31cc86406df2" (reference "C8") (unit 1) (value "1uF/450V") (footprint "CGA9P4X7T2W105K250KA:CAPC5750X280N") @@ -4032,8 +3981,8 @@ (path "/0c35a565-67c8-4b22-9506-a0484c923d7e" (reference "J3") (unit 1) (value "HVDC2") (footprint "Connector_Molex:Molex_KK-396_A-41791-0003_1x03_P3.96mm_Vertical") ) - (path "/b2c68424-88a4-4ca7-bb76-e2d67f8cdb12" - (reference "J4") (unit 1) (value "3.3V") (footprint "Connector_Molex:Molex_KK-254_AE-6410-02A_1x02_P2.54mm_Vertical") + (path "/a80d25e6-79fd-4b8f-8bef-842a4f8d9d11" + (reference "J4") (unit 1) (value "Conn_02x04_Odd_Even") (footprint "Connector_IDC:IDC-Header_2x04_P2.54mm_Vertical") ) (path "/1ea9eeef-b7a7-4039-aca2-4fefd25fbc06" (reference "J5") (unit 1) (value "5V") (footprint "Connector_PinHeader_2.54mm:PinHeader_1x02_P2.54mm_Vertical") @@ -4047,11 +3996,8 @@ (path "/5387474b-ef90-4a08-8d90-1a6040ae12cc" (reference "J8") (unit 1) (value "GND1") (footprint "Connector_PinHeader_2.54mm:PinHeader_1x02_P2.54mm_Vertical") ) - (path "/78251ac4-eb6e-4be2-aaff-2e0b229db5e0" - (reference "PS1") (unit 1) (value "LS05-13B05R3") (footprint "footprint&lib:LS0513B05R3") - ) - (path "/80bb02b2-2567-48a4-bf20-80e57942cb07" - (reference "PS2") (unit 1) (value "LS05-13B05R3") (footprint "footprint&lib:LS0513B05R3") + (path "/648b5511-4ba9-4196-9a76-ed2b53536b80" + (reference "J9") (unit 1) (value "Conn_02x04_Odd_Even") (footprint "Connector_IDC:IDC-Header_2x04_P2.54mm_Vertical") ) (path "/96172354-2e1e-4ad3-b0b4-c4469c2b97f6" (reference "Q1") (unit 1) (value "IGLD60R190D1") (footprint "Package_SON:Infineon_PG-LSON-8-1") diff --git a/bom/ibom.html b/bom/ibom.html index e78c094..73ba00c 100644 --- a/bom/ibom.html +++ b/bom/ibom.html @@ -890,7 +890,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) 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