diff --git a/.github/workflows/build.yml b/.github/workflows/build.yml new file mode 100644 index 00000000..20e58260 --- /dev/null +++ b/.github/workflows/build.yml @@ -0,0 +1,43 @@ +name: Build firmware +on: push + +env: + ZEPHYR_VERSION: 3.4.0 + +jobs: + NRF: + runs-on: ubuntu-20.04 + strategy: + matrix: + ncs_version: [2.4] + board: [zswatch_nrf5340_cpuapp@1,zswatch_nrf5340_cpuapp@2] + container: + image: nordicplayground/nrfconnect-sdk:v${{ matrix.ncs_version }}-branch + options: --user root + steps: + - name: Clone repository + uses: actions/checkout@v2 + with: + submodules: recursive + - name: Build ZSWatch Binaries + run: west build --board ${{ matrix.board }} app + + Posix: + name: Posix build + runs-on: ubuntu-20.04 + container: + image: ghcr.io/bcdevices/zephyr:v3.4.0-0 + options: --user root + steps: + - uses: actions/checkout@v3 + with: + submodules: recursive + - name: Install deps + run: | + dpkg --add-architecture i386 + apt-get -y update + apt-get install --no-install-recommends -y libsdl2-dev:i386 + - name: build + run: | + cd /usr/src/zephyr-3.4.0 + west build --board native_posix $GITHUB_WORKSPACE/app diff --git a/ZSWatch-kicad-v2/ZSWatch.kicad_pcb b/ZSWatch-kicad-v2/ZSWatch.kicad_pcb index 04e92011..98389430 100644 --- a/ZSWatch-kicad-v2/ZSWatch.kicad_pcb +++ b/ZSWatch-kicad-v2/ZSWatch.kicad_pcb @@ -1,4 +1,4 @@ -(kicad_pcb (version 20211014) (generator pcbnew) +(kicad_pcb (version 20221018) (generator pcbnew) (general (thickness 1.6) @@ -60,14 +60,15 @@ (pad_to_mask_clearance 0) (pcbplotparams (layerselection 0x00010fc_ffffffff) + (plot_on_all_layers_selection 0x0000000_00000000) (disableapertmacros false) (usegerberextensions true) (usegerberattributes false) (usegerberadvancedattributes false) (creategerberjobfile false) - (svguseinch false) + (dashed_line_dash_ratio 12.000000) + (dashed_line_gap_ratio 3.000000) (svgprecision 6) - (excludeedgelayer true) (plotframeref false) (viasonmask false) (mode 1) @@ -106,20 +107,20 @@ (net 10 "/~{RESET_BAT_SUP}") (net 11 "LEDK1") (net 12 "SDA_ANNA") - (net 13 "unconnected-(IC4-Pad1)") - (net 14 "unconnected-(IC4-Pad5)") - (net 15 "unconnected-(IC4-Pad6)") - (net 16 "unconnected-(IC4-Pad7)") - (net 17 "unconnected-(IC4-Pad8)") - (net 18 "unconnected-(IC4-Pad14)") + (net 13 "unconnected-(IC4-N.C._1-Pad1)") + (net 14 "unconnected-(IC4-N.C._2-Pad5)") + (net 15 "unconnected-(IC4-N.C._3-Pad6)") + (net 16 "unconnected-(IC4-N.C._4-Pad7)") + (net 17 "unconnected-(IC4-N.C._5-Pad8)") + (net 18 "unconnected-(IC4-N.C._6-Pad14)") (net 19 "MAX30_INT") - (net 20 "unconnected-(IC6-Pad2)") - (net 21 "unconnected-(IC6-Pad3)") + (net 20 "unconnected-(IC6-ASDX-Pad2)") + (net 21 "unconnected-(IC6-ASCX-Pad3)") (net 22 "BAT_MON") (net 23 "BAT_MON_EN") (net 24 "DISPLAY_EN") (net 25 "DISPLAY_BLK") - (net 26 "unconnected-(IC6-Pad10)") + (net 26 "unconnected-(IC6-OCSB-Pad10)") (net 27 "DISPLAY_DATA") (net 28 "DISPLAY_CS") (net 29 "DRV_VIB_PWM") @@ -129,116 +130,130 @@ (net 33 "INT2_LIS") (net 34 "INT1_LIS") (net 35 "CHG") - (net 36 "unconnected-(IC6-Pad11)") - (net 37 "unconnected-(U6-Pad4)") + (net 36 "unconnected-(IC6-OSDO-Pad11)") + (net 37 "unconnected-(IC7-NC_1-Pad2)") (net 38 "/MOTOR_OUT+") (net 39 "/MOTOR_OUT-") - (net 40 "unconnected-(S1-PadS1)") - (net 41 "unconnected-(S1-PadS2)") + (net 40 "unconnected-(IC7-NC_2-Pad11)") + (net 41 "unconnected-(IC7-NC_3-Pad12)") (net 42 "/G2") (net 43 "/D2") (net 44 "/LX_3V3") - (net 45 "unconnected-(S2-PadS1)") - (net 46 "unconnected-(S2-PadS2)") - (net 47 "unconnected-(S3-PadS1)") - (net 48 "unconnected-(S3-PadS2)") - (net 49 "/SW") - (net 50 "/TPS_FB") - (net 51 "SWDIO") - (net 52 "SWDCLK") - (net 53 "RESET_N") - (net 54 "BTN_1") - (net 55 "unconnected-(U3-Pad5)") - (net 56 "BTN_4") - (net 57 "unconnected-(S4-PadS1)") - (net 58 "BTN_2") - (net 59 "/LX_18") - (net 60 "unconnected-(S4-PadS2)") - (net 61 "unconnected-(U3-Pad4)") - (net 62 "unconnected-(U10-PadA6)") - (net 63 "BTN_3") - (net 64 "unconnected-(U10-PadB5)") - (net 65 "unconnected-(U10-PadB6)") - (net 66 "unconnected-(U10-PadB9)") - (net 67 "unconnected-(U10-PadC1)") - (net 68 "unconnected-(U10-PadC5)") - (net 69 "unconnected-(U10-PadC6)") - (net 70 "unconnected-(U10-PadC9)") - (net 71 "unconnected-(U10-PadD9)") - (net 72 "TOUCH_RST") - (net 73 "unconnected-(U10-PadF8)") - (net 74 "unconnected-(U10-PadG4)") - (net 75 "TOUCH_INT") - (net 76 "TOUCH_SDA") - (net 77 "unconnected-(U10-PadG8)") - (net 78 "DISPLAY_RST") - (net 79 "unconnected-(U10-PadJ1)") - (net 80 "unconnected-(U10-PadJ4)") - (net 81 "unconnected-(U10-PadJ5)") - (net 82 "TOUCH_SCL") - (net 83 "unconnected-(U10-PadK1)") - (net 84 "unconnected-(U10-PadK9)") - (net 85 "/TOUCH_HIGH_RST-SDA") - (net 86 "/TOUCH_HIGH_SDA-SCL") - (net 87 "/TOUCH_HIGH_SCL-CS") - (net 88 "/TOUCH_HIGH_INT-DC") - (net 89 "unconnected-(U13-Pad7)") - (net 90 "unconnected-(U13-Pad22)") - (net 91 "UART_TX") - (net 92 "unconnected-(U10-PadH7)") - (net 93 "unconnected-(U10-PadE2)") - (net 94 "unconnected-(S1-Pad3)") - (net 95 "unconnected-(S4-Pad3)") - (net 96 "/ISET") - (net 97 "unconnected-(U10-PadG5)") - (net 98 "unconnected-(U10-PadG7)") - (net 99 "unconnected-(U10-PadF7)") - (net 100 "unconnected-(U10-PadD8)") - (net 101 "unconnected-(S2-Pad1)") - (net 102 "unconnected-(S3-Pad1)") - (net 103 "unconnected-(U10-PadE8)") - (net 104 "BMP581_INT") - (net 105 "unconnected-(U10-PadG2)") - (net 106 "unconnected-(U10-PadF2)") - (net 107 "unconnected-(U10-PadD2)") - (net 108 "unconnected-(U10-PadF3)") - (net 109 "unconnected-(IC7-Pad2)") - (net 110 "LIS2MDL_INT") - (net 111 "unconnected-(IC7-Pad11)") - (net 112 "unconnected-(IC7-Pad12)") - (net 113 "/C1") + (net 45 "FLASH_CS") + (net 46 "FLASH_SO") + (net 47 "FLASH_SI") + (net 48 "/SW") + (net 49 "/TPS_FB") + (net 50 "SWDIO") + (net 51 "SWDCLK") + (net 52 "RESET_N") + (net 53 "BTN_1") + (net 54 "FLASH_CLK") + (net 55 "BTN_4") + (net 56 "BTN_2") + (net 57 "/LX_18") + (net 58 "Net-(IC8-~{WP(I}{slash}O2))") + (net 59 "unconnected-(S1-SHIELD-PadS1)") + (net 60 "BTN_3") + (net 61 "unconnected-(S1-SHIELD-PadS2)") + (net 62 "unconnected-(S2-SHIELD-PadS1)") + (net 63 "unconnected-(S2-SHIELD-PadS2)") + (net 64 "unconnected-(S3-SHIELD-PadS1)") + (net 65 "unconnected-(S3-SHIELD-PadS2)") + (net 66 "unconnected-(S4-SHIELD-PadS1)") + (net 67 "unconnected-(S4-SHIELD-PadS2)") + (net 68 "unconnected-(U3-NC-1-Pad4)") + (net 69 "TOUCH_RST") + (net 70 "unconnected-(U3-NC-Pad5)") + (net 71 "unconnected-(U6-NC-Pad4)") + (net 72 "TOUCH_INT") + (net 73 "TOUCH_SDA") + (net 74 "unconnected-(U10A-N.C.-PadA6)") + (net 75 "DISPLAY_RST") + (net 76 "unconnected-(U10A-P0.03{slash}NFC2-PadB5)") + (net 77 "unconnected-(U10A-VBUS-PadB9)") + (net 78 "TOUCH_SCL") + (net 79 "unconnected-(U10A-P0.02{slash}NFC1-PadC5)") + (net 80 "/TOUCH_HIGH_RST-SDA") + (net 81 "/TOUCH_HIGH_SDA-SCL") + (net 82 "/TOUCH_HIGH_SCL-CS") + (net 83 "/TOUCH_HIGH_INT-DC") + (net 84 "unconnected-(U10A-D+-PadC9)") + (net 85 "UART_TX") + (net 86 "unconnected-(U10A-P0.04{slash}AIN0-PadD8)") + (net 87 "unconnected-(S1-Pad3)") + (net 88 "unconnected-(S4-Pad3)") + (net 89 "/ISET") + (net 90 "unconnected-(U10A-D--PadD9)") + (net 91 "unconnected-(U10A-P0.14{slash}QSPI[1]-PadE2)") + (net 92 "unconnected-(U10A-P0.05{slash}AIN1-PadE8)") + (net 93 "unconnected-(U10A-P0.16{slash}QSPI[3]-PadF2)") + (net 94 "unconnected-(S2-Pad1)") + (net 95 "unconnected-(S3-Pad1)") + (net 96 "unconnected-(U10A-P0.19-PadF3)") + (net 97 "BMP581_INT") + (net 98 "unconnected-(U10A-P1.07-PadF7)") + (net 99 "unconnected-(U10A-P1.14-PadF8)") + (net 100 "unconnected-(U10A-P0.26{slash}AIN5-PadG2)") + (net 101 "unconnected-(U10A-P1.04-PadG4)") + (net 102 "unconnected-(U10A-P1.08-PadG5)") + (net 103 "LIS2MDL_INT") + (net 104 "unconnected-(U10A-P1.09-PadG7)") + (net 105 "unconnected-(U10A-P1.12-PadG8)") + (net 106 "/C1") + (net 107 "unconnected-(U10A-P0.29-PadH7)") + (net 108 "unconnected-(U10A-N.C.-PadJ1)") + (net 109 "unconnected-(U10A-N.C.-PadJ4)") + (net 110 "unconnected-(U10A-N.C.-PadJ5)") + (net 111 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(net 66 "unconnected-(U10-PadB9)") (pinfunction "VBUS") (pintype "power_in+no_connect") (tstamp dca45493-ae94-4de7-9850-3d02aa7364d6)) + (net 77 "unconnected-(U10A-VBUS-PadB9)") (pinfunction "VBUS") (pintype "power_in+no_connect") (tstamp dca45493-ae94-4de7-9850-3d02aa7364d6)) (pad "C1" smd rect (at -3.3 4.399998 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 67 "unconnected-(U10-PadC1)") (pinfunction "P0.10/TRACEDATA[1]") (pintype "bidirectional+no_connect") (tstamp 5cd616e8-dd82-4c0a-99c0-c385334ace9c)) + (net 46 "FLASH_SO") (pinfunction "P0.10/TRACEDATA[1]") (pintype "bidirectional") (tstamp 5cd616e8-dd82-4c0a-99c0-c385334ace9c)) (pad "C2" smd rect (at -3.3 3.299997 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 27 "DISPLAY_DATA") (pinfunction "P0.09/TRACEDATA[2]") (pintype "bidirectional") (tstamp 2b46148d-0ce3-4efb-86c3-c910217315f8)) (pad "C4" smd rect (at -3.3 1.099997 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 24 "DISPLAY_EN") (pinfunction "P1.01") (pintype "bidirectional") (tstamp 7f4eea7c-742e-42d7-a005-6cc1b42afc81)) (pad "C5" smd rect (at -3.3 -0.000004 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 68 "unconnected-(U10-PadC5)") (pinfunction "P0.02/NFC1") (pintype "bidirectional+no_connect") (tstamp 91e9f676-631f-48df-9d7c-288c1169466d)) + (net 79 "unconnected-(U10A-P0.02{slash}NFC1-PadC5)") (pinfunction "P0.02/NFC1") (pintype "bidirectional+no_connect") (tstamp 91e9f676-631f-48df-9d7c-288c1169466d)) (pad "C6" smd rect (at -3.3 -1.100004 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 69 "unconnected-(U10-PadC6)") (pinfunction "P0.00/XL1") (pintype "bidirectional+no_connect") (tstamp 83f9243c-00e0-4de5-b2ce-e41313b63804)) + (net 47 "FLASH_SI") (pinfunction "P0.00/XL1") (pintype "bidirectional") (tstamp 83f9243c-00e0-4de5-b2ce-e41313b63804)) (pad "C8" smd rect (at -3.3 -3.300005 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 19 "MAX30_INT") (pinfunction "P0.22") (pintype "bidirectional") (tstamp 9efec51d-5046-4913-8c5f-e9abbb773737)) (pad "C9" smd rect (at -3.3 -4.400005 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 70 "unconnected-(U10-PadC9)") (pinfunction "D+") (pintype "bidirectional+no_connect") (tstamp 2e291872-718b-42de-8f72-ea8f1358009f)) + (net 84 "unconnected-(U10A-D+-PadC9)") (pinfunction "D+") (pintype "bidirectional+no_connect") (tstamp 2e291872-718b-42de-8f72-ea8f1358009f)) (pad "D1" smd rect (at -2.2 4.399998 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 7 "5V_REG_EN") (pinfunction "P0.15/QSPI[2]") (pintype "bidirectional") (tstamp 6a567994-7877-408c-b870-365834d51561)) (pad "D2" smd rect (at -2.2 3.299997 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 107 "unconnected-(U10-PadD2)") (pinfunction "P0.13/QSPI[0]") (pintype "bidirectional+no_connect") (tstamp c7ee23d4-63a9-4aa4-944a-10fb3c10184d)) + (net 45 "FLASH_CS") (pinfunction "P0.13/QSPI[0]") (pintype "bidirectional") (tstamp c7ee23d4-63a9-4aa4-944a-10fb3c10184d)) (pad "D3" smd rect (at -2.2 2.199997 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 34 "INT1_LIS") (pinfunction "P0.07/AIN3") (pintype "bidirectional") (tstamp 940a6c65-c0a2-4270-8855-1662d501c4fe)) (pad "D7" smd rect (at -2.2 -2.200004 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 78 "DISPLAY_RST") (pinfunction "P0.23") (pintype "bidirectional") (tstamp f4073b07-a0ec-4e57-965c-288c05af62c7)) + (net 75 "DISPLAY_RST") (pinfunction "P0.23") (pintype "bidirectional") (tstamp f4073b07-a0ec-4e57-965c-288c05af62c7)) (pad "D8" smd rect (at -2.2 -3.300005 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 100 "unconnected-(U10-PadD8)") (pinfunction "P0.04/AIN0") (pintype "bidirectional+no_connect") (tstamp 7006f2d6-6a66-4e66-b4aa-b377f897be55)) + (net 86 "unconnected-(U10A-P0.04{slash}AIN0-PadD8)") (pinfunction "P0.04/AIN0") (pintype "bidirectional+no_connect") (tstamp 7006f2d6-6a66-4e66-b4aa-b377f897be55)) (pad "D9" smd rect (at -2.2 -4.400005 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 71 "unconnected-(U10-PadD9)") (pinfunction "D-") (pintype "bidirectional+no_connect") (tstamp 3146baf6-fdd9-4e0f-9873-9bda5ec5551f)) + (net 90 "unconnected-(U10A-D--PadD9)") (pinfunction "D-") (pintype "bidirectional+no_connect") (tstamp 3146baf6-fdd9-4e0f-9873-9bda5ec5551f)) (pad "E1" smd rect (at -1.099998 4.399998 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 8 "SCL_ANNA") (pinfunction "P0.18/QSPI_CS") (pintype "bidirectional") (tstamp 28144da7-10b7-443c-bd58-959a5b2c53dd)) (pad "E2" smd rect (at -1.099998 3.299997 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 93 "unconnected-(U10-PadE2)") (pinfunction "P0.14/QSPI[1]") (pintype "bidirectional+no_connect") (tstamp b33b7e5f-5b68-4d59-8530-94f5f746f368)) + (net 91 "unconnected-(U10A-P0.14{slash}QSPI[1]-PadE2)") (pinfunction "P0.14/QSPI[1]") (pintype "bidirectional+no_connect") (tstamp b33b7e5f-5b68-4d59-8530-94f5f746f368)) (pad "E3" smd rect (at -1.099998 2.199997 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 33 "INT2_LIS") (pinfunction "P0.21") (pintype "bidirectional") (tstamp e5ee7372-fc15-4a21-a57d-9ca801235ba1)) (pad "E4" smd rect (at -1.1 0.549998 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") @@ -3819,71 +5538,71 @@ (pad "E7" smd rect (at -1.099998 -2.200004 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 25 "DISPLAY_BLK") (pinfunction "P0.06/AIN2") (pintype "bidirectional") (tstamp f6ad7dbb-e5bc-43b8-ac33-b3f66fa60fac)) (pad "E8" smd rect (at -1.099998 -3.300005 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 103 "unconnected-(U10-PadE8)") (pinfunction "P0.05/AIN1") (pintype "bidirectional+no_connect") (tstamp 784adf25-6ee1-41e5-9451-307549abcb89)) + (net 92 "unconnected-(U10A-P0.05{slash}AIN1-PadE8)") (pinfunction "P0.05/AIN1") (pintype "bidirectional+no_connect") (tstamp 784adf25-6ee1-41e5-9451-307549abcb89)) (pad "E9" smd rect (at -1.099998 -4.400005 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 31 "DRV_VIB_EN") (pinfunction "P1.05") (pintype "bidirectional") (tstamp 100d9579-58f9-4cb8-ae3d-fe3313e511c7)) (pad "F1" smd rect (at 0.000002 4.399998 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 12 "SDA_ANNA") (pinfunction "P0.17/QSPI_CLK") (pintype "bidirectional") (tstamp a1d4ef1e-74a7-4035-a2c4-836736cdeb58)) (pad "F2" smd rect (at 0.000002 3.299997 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 106 "unconnected-(U10-PadF2)") (pinfunction "P0.16/QSPI[3]") (pintype "bidirectional+no_connect") (tstamp 91585ad7-87ab-48a7-8b89-728ea4e24b8b)) + (net 93 "unconnected-(U10A-P0.16{slash}QSPI[3]-PadF2)") (pinfunction "P0.16/QSPI[3]") (pintype "bidirectional+no_connect") (tstamp 91585ad7-87ab-48a7-8b89-728ea4e24b8b)) (pad "F3" smd rect (at 0.000002 2.199997 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 108 "unconnected-(U10-PadF3)") (pinfunction "P0.19") (pintype "bidirectional+no_connect") (tstamp f594ef5a-6be6-4289-bf40-902aed4f4359)) + (net 96 "unconnected-(U10A-P0.19-PadF3)") (pinfunction "P0.19") (pintype "bidirectional+no_connect") (tstamp f594ef5a-6be6-4289-bf40-902aed4f4359)) (pad "F4" smd rect (at 0 0.549998 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 2 "GND") (pinfunction "VSS") (pintype "power_in") (tstamp 28779d15-5083-4b3c-8fb8-e168f8c02517)) (pad "F5" smd rect (at 0 -0.55 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") (net 2 "GND") (pinfunction "VSS") (pintype "power_in") (tstamp fa6b658d-ba6b-4417-bae4-66e2f75d7666)) (pad "F7" smd rect (at 0.000002 -2.200004 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - (net 99 "unconnected-(U10-PadF7)") (pinfunction "P1.07") (pintype "bidirectional+no_connect") (tstamp 9f2f0183-b3ff-4e96-afb2-2dd6c92ffa3c)) + (net 98 "unconnected-(U10A-P1.07-PadF7)") (pinfunction "P1.07") (pintype "bidirectional+no_connect") (tstamp 9f2f0183-b3ff-4e96-afb2-2dd6c92ffa3c)) (pad "F8" smd rect (at 0.000002 -3.300005 90) (size 0.6 0.6) (layers "F.Cu" "F.Paste" "F.Mask") - 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"silk_overlap|103345912|91572458|63395c90-8470-4e03-95cc-0bf7f9b27d46|50322f54-90f5-4985-9860-1097c7a4c512" + "clearance|88067056|100315000|8d26a6f9-b1fd-4cc5-a364-2ca08e2640f1|9d7a1fa0-2d85-4c80-9b21-a2233510efa4", + "clearance|88067056|100715000|9d7a1fa0-2d85-4c80-9b21-a2233510efa4|1a9c4b86-a6fa-489d-8cd5-de14b70e5593", + "clearance|88067056|101115000|1a9c4b86-a6fa-489d-8cd5-de14b70e5593|b8a0668d-30c5-44a6-b0b1-32923e34e000", + "clearance|88067056|101515000|b8a0668d-30c5-44a6-b0b1-32923e34e000|38699742-8a8d-4e08-949e-8d1aad627687", + "clearance|88067056|101915000|38699742-8a8d-4e08-949e-8d1aad627687|1b6eb798-be38-428e-8a6a-e17ad069c177", + "clearance|88067056|98715000|cee6fbbf-fc6f-4587-9b3c-b70e2d62743b|f0ed29bd-bfb7-4000-9cb8-4138be7bb7f1", + "clearance|88067056|99515000|bc009c6e-8bfb-4c6d-bb41-73c24f02e7b6|2390aa0d-9028-4ae3-a090-d8cc5effcec3", + "clearance|88067056|99915000|2390aa0d-9028-4ae3-a090-d8cc5effcec3|8d26a6f9-b1fd-4cc5-a364-2ca08e2640f1", + 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"hole_clearance|110904923|111461442|a5a7bcdf-5f74-41e4-abf2-21f622423edc|71c3c603-5884-4d1c-bd7d-bce3b272fefe", + "hole_clearance|110904923|89338558|c1c41301-2276-4441-b15d-c92e7fde9fcb|4e772ef0-6fb1-44b6-ae66-032c922f3821", + "hole_clearance|111095286|112235643|a5a7bcdf-5f74-41e4-abf2-21f622423edc|83429691-ab75-4aa8-9ab8-a0540980d957", + "hole_clearance|111095286|88564357|c1c41301-2276-4441-b15d-c92e7fde9fcb|8e5161dc-d976-499c-adfb-7fcf7d5d6fb8", + "hole_clearance|112740367|108840156|a72fa50a-eecd-4d75-a6c9-abcf9a35e811|d2b0ec40-da73-4b36-8f8f-97dbb0513ce8", + "hole_clearance|112740367|91959844|1edc83fd-9073-41f6-901e-fc941ebba2f4|39ffe2d5-1e65-469f-b466-88aa075a3aee", + "hole_clearance|113532986|108754247|a72fa50a-eecd-4d75-a6c9-abcf9a35e811|7e2c6419-48fc-4faa-9efa-cb39d9cdb02f", + "hole_clearance|113532986|92045753|1edc83fd-9073-41f6-901e-fc941ebba2f4|0ada6e95-6598-417c-aca3-acb52bd890d8", + "hole_clearance|82261134|108754247|57aa4a29-3434-45d5-a224-a77ad4cd7368|98c898cb-ff2d-46f9-b6cf-dd642da88ce9", + "hole_clearance|82261134|92045753|88ec78c4-c805-4f2c-b4a6-58f95b048294|6ce6948f-7230-4097-ac0a-3e7d004a7bb1", + "hole_clearance|83053753|108840156|57aa4a29-3434-45d5-a224-a77ad4cd7368|56229a7e-0575-4322-8503-af5b89945cc9", + "hole_clearance|83053753|91959844|88ec78c4-c805-4f2c-b4a6-58f95b048294|1ffc740d-9d27-4a5a-b48e-269cc3be676a", + "hole_clearance|84698834|112235643|18af0049-314a-4f07-9733-a55bd6e8c3bb|686bf80a-cf90-4aab-a91a-952bad636de9", + "hole_clearance|84698834|88564357|2664c5af-721c-4a4a-a3fe-cfe13a836dd3|b00bccf9-6da8-4abb-9022-072f691ffc1b", + "hole_clearance|84889197|111461442|18af0049-314a-4f07-9733-a55bd6e8c3bb|1ca11336-6bd2-4781-a006-52878da0c7c0", + "hole_clearance|84889197|89338558|2664c5af-721c-4a4a-a3fe-cfe13a836dd3|39021d66-49c7-47aa-8831-78fe951719f9" ], "meta": { "version": 2 @@ -114,20 +111,26 @@ "rule_severities": { "annular_width": "error", "clearance": "error", + "connection_width": "warning", "copper_edge_clearance": "error", + "copper_sliver": "warning", "courtyards_overlap": "ignore", "diff_pair_gap_out_of_range": "error", "diff_pair_uncoupled_length_too_long": "error", "drill_out_of_range": "error", "duplicate_footprints": "warning", "extra_footprint": "warning", - "footprint_type_mismatch": "error", + "footprint": "error", + "footprint_type_mismatch": "ignore", "hole_clearance": "error", "hole_near_hole": "error", "invalid_outline": "error", + "isolated_copper": "warning", "item_on_disabled_layer": "error", "items_not_allowed": "error", "length_out_of_range": "error", + "lib_footprint_issues": "ignore", + "lib_footprint_mismatch": "ignore", "malformed_courtyard": "error", "microvia_drill_out_of_range": "error", "missing_courtyard": "ignore", @@ -137,9 +140,14 @@ "padstack": "error", "pth_inside_courtyard": "ignore", "shorting_items": "error", + "silk_edge_clearance": "warning", "silk_over_copper": "warning", "silk_overlap": "warning", "skew_out_of_range": "error", + "solder_mask_bridge": "error", + "starved_thermal": "error", + "text_height": "warning", + "text_thickness": "warning", "through_hole_pad_without_hole": "error", "too_many_vias": "error", "track_dangling": "warning", @@ -148,7 +156,6 @@ "unconnected_items": "error", "unresolved_variable": "error", "via_dangling": "warning", - "zone_has_empty_net": "error", "zones_intersect": "error" }, "rules": { @@ -156,20 +163,65 @@ "allow_microvias": false, "max_error": 0.005, "min_clearance": 0.19999999999999998, + "min_connection": 0.0, "min_copper_edge_clearance": 0.0, "min_hole_clearance": 0.25, "min_hole_to_hole": 0.254, "min_microvia_diameter": 0.19999999999999998, "min_microvia_drill": 0.09999999999999999, + "min_resolved_spokes": 2, "min_silk_clearance": 0.0, + "min_text_height": 0.7999999999999999, + "min_text_thickness": 0.08, "min_through_hole_diameter": 0.19999999999999998, "min_track_width": 0.15, "min_via_annular_width": 0.13, "min_via_diameter": 0.44999999999999996, "solder_mask_clearance": 0.0, "solder_mask_min_width": 0.0, + "solder_mask_to_copper_clearance": 0.0, "use_height_for_length_calcs": true }, + "teardrop_options": [ + { + "td_allow_use_two_tracks": true, + "td_curve_segcount": 5, + "td_on_pad_in_zone": false, + "td_onpadsmd": true, + "td_onroundshapesonly": false, + "td_ontrackend": false, + "td_onviapad": true + } + ], + "teardrop_parameters": [ + { + "td_curve_segcount": 0, + "td_height_ratio": 1.0, + "td_length_ratio": 0.5, + "td_maxheight": 2.0, + "td_maxlen": 1.0, + "td_target_name": "td_round_shape", + "td_width_to_size_filter_ratio": 0.9 + }, + { + "td_curve_segcount": 0, + "td_height_ratio": 1.0, + "td_length_ratio": 0.5, + "td_maxheight": 2.0, + "td_maxlen": 1.0, + "td_target_name": "td_rect_shape", + "td_width_to_size_filter_ratio": 0.9 + }, + { + "td_curve_segcount": 0, + "td_height_ratio": 1.0, + "td_length_ratio": 0.5, + "td_maxheight": 2.0, + "td_maxlen": 1.0, + "td_target_name": "td_track_end", + "td_width_to_size_filter_ratio": 0.9 + } + ], "track_widths": [ 0.0, 0.1, @@ -251,7 +303,8 @@ 161 ] } - ] + ], + "viewports": [] }, "boards": [], "cvpcb": { @@ -435,18 +488,23 @@ "rule_severities": { "bus_definition_conflict": "error", "bus_entry_needed": "error", - "bus_label_syntax": "error", "bus_to_bus_conflict": "error", "bus_to_net_conflict": "error", + "conflicting_netclasses": "error", "different_unit_footprint": "error", "different_unit_net": "error", "duplicate_reference": "error", "duplicate_sheet_names": "error", + "endpoint_off_grid": "warning", "extra_units": "error", "global_label_dangling": "warning", "hier_label_mismatch": "error", "label_dangling": "error", "lib_symbol_issues": "warning", + "missing_bidi_pin": "warning", + "missing_input_pin": "warning", + "missing_power_pin": "error", + "missing_unit": "warning", "multiple_net_names": "warning", "net_not_bus_member": "warning", "no_connect_connected": "warning", @@ -456,6 +514,7 @@ "pin_to_pin": "warning", "power_pin_not_driven": "error", "similar_labels": "warning", + "simulation_model_issue": "ignore", "unannotated": "error", "unit_value_mismatch": "error", "unresolved_variable": "error", @@ -473,7 +532,7 @@ "net_settings": { "classes": [ { - "bus_width": 12.0, + "bus_width": 12, "clearance": 0.2, "diff_pair_gap": 0.25, "diff_pair_via_gap": 0.25, @@ -487,13 +546,15 @@ "track_width": 0.25, "via_diameter": 0.8, "via_drill": 0.4, - "wire_width": 6.0 + "wire_width": 6 } ], "meta": { - "version": 2 + "version": 3 }, - "net_colors": null + "net_colors": null, + "netclass_assignments": null, + "netclass_patterns": [] }, "pcbnew": { "last_paths": { @@ -509,6 +570,8 @@ "schematic": { "annotate_start_num": 0, "drawing": { + "dashed_lines_dash_length_ratio": 12.0, + "dashed_lines_gap_length_ratio": 3.0, "default_line_thickness": 6.0, "default_text_size": 50.0, "field_names": [], @@ -540,7 +603,11 @@ "page_layout_descr_file": "empty.kicad_wks", "plot_directory": "../schematic/", "spice_adjust_passive_values": false, + "spice_current_sheet_as_root": false, "spice_external_command": "spice \"%I\"", + "spice_model_current_sheet_as_root": true, + "spice_save_all_currents": false, + "spice_save_all_voltages": false, "subpart_first_id": 65, "subpart_id_separator": 0 }, diff --git a/ZSWatch-kicad-v2/ZSWatch.kicad_sch b/ZSWatch-kicad-v2/ZSWatch.kicad_sch index 531ac835..9c32bfd8 100644 --- a/ZSWatch-kicad-v2/ZSWatch.kicad_sch +++ b/ZSWatch-kicad-v2/ZSWatch.kicad_sch @@ -1,4 +1,4 @@ -(kicad_sch (version 20211123) (generator eeschema) +(kicad_sch (version 20230121) (generator eeschema) (uuid d5742f03-3b1a-42e5-a384-018bd4b919aa) @@ -12,30 +12,30 @@ (lib_symbols (symbol "Battery_Management:MAX1811" (pin_names (offset 1.016)) (in_bom yes) (on_board yes) - (property "Reference" "U" (id 0) (at -7.62 8.89 0) + (property "Reference" "U" (at -7.62 8.89 0) (effects (font (size 1.27 1.27)) (justify left)) ) - (property "Value" "MAX1811" (id 1) (at 10.16 8.89 0) + (property "Value" "MAX1811" (at 10.16 8.89 0) (effects (font (size 1.27 1.27)) (justify right)) ) - (property "Footprint" "Package_SO:SOIC-8_3.9x4.9mm_P1.27mm" (id 2) (at 6.35 -8.89 0) + (property "Footprint" "Package_SO:SOIC-8_3.9x4.9mm_P1.27mm" (at 6.35 -8.89 0) (effects (font (size 1.27 1.27)) (justify left) hide) ) - (property "Datasheet" "https://datasheets.maximintegrated.com/en/ds/MAX1811.pdf" (id 3) (at 0 -17.78 0) + (property "Datasheet" "https://datasheets.maximintegrated.com/en/ds/MAX1811.pdf" (at 0 -17.78 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_keywords" "USB Battery Charger" (id 4) (at 0 0 0) + (property "ki_keywords" "USB Battery Charger" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_description" "USB Powered Li+ Charger, 4.1V/4.2V battery, 5V input, 0.1/0.5A charging current" (id 5) (at 0 0 0) + (property "ki_description" "USB Powered Li+ Charger, 4.1V/4.2V battery, 5V input, 0.1/0.5A charging current" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_fp_filters" "SOIC*" (id 6) (at 0 0 0) + (property "ki_fp_filters" "SOIC*" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) (symbol "MAX1811_0_1" (rectangle (start -7.62 7.62) (end 10.16 -7.62) - (stroke (width 0.254) (type default) (color 0 0 0 0)) + (stroke (width 0.254) (type default)) (fill (type background)) ) ) @@ -75,30 +75,30 @@ ) ) (symbol "Connector:TestPoint" (pin_numbers hide) (pin_names (offset 0.762) hide) (in_bom yes) (on_board yes) - (property "Reference" "TP" (id 0) (at 0 6.858 0) + (property "Reference" "TP" (at 0 6.858 0) (effects (font (size 1.27 1.27))) ) - (property "Value" "TestPoint" (id 1) (at 0 5.08 0) + (property "Value" "TestPoint" (at 0 5.08 0) (effects (font (size 1.27 1.27))) ) - (property "Footprint" "" (id 2) (at 5.08 0 0) + (property "Footprint" "" (at 5.08 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "~" (id 3) (at 5.08 0 0) + (property "Datasheet" "~" (at 5.08 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_keywords" "test point tp" (id 4) (at 0 0 0) + (property "ki_keywords" "test point tp" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_description" "test point" (id 5) (at 0 0 0) + (property "ki_description" "test point" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_fp_filters" "Pin* Test*" (id 6) (at 0 0 0) + (property "ki_fp_filters" "Pin* Test*" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) (symbol "TestPoint_0_1" (circle (center 0 3.302) (radius 0.762) - (stroke (width 0) (type default) (color 0 0 0 0)) + (stroke (width 0) (type default)) (fill (type none)) ) ) @@ -110,54 +110,54 @@ ) ) (symbol "Connector_Generic:Conn_02x04_Counter_Clockwise" (pin_names (offset 1.016) hide) (in_bom yes) (on_board yes) - (property "Reference" "J2" (id 0) (at 0 7.62 0) + (property "Reference" "J2" (at 0 7.62 0) (effects (font (size 1.27 1.27))) ) - (property "Value" "Charger and programming header (Placeholder)" (id 1) (at 2.54 10.16 0) + (property "Value" "Charger and programming header (Placeholder)" (at 2.54 10.16 0) (effects (font (size 1.27 1.27))) ) - (property "Footprint" "user_library:rtlecs-6-pin" (id 2) (at 0 -10.16 0) + (property "Footprint" "user_library:rtlecs-6-pin" (at 0 -10.16 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "~" (id 3) (at 0 0 0) + (property "Datasheet" "~" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_keywords" "connector" (id 4) (at 0 0 0) + (property "ki_keywords" "connector" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_description" "Generic connector, double row, 02x04, counter clockwise pin numbering scheme (similar to DIP packge numbering), script generated (kicad-library-utils/schlib/autogen/connector/)" (id 5) (at 0 0 0) + (property "ki_description" "Generic connector, double row, 02x04, counter clockwise pin numbering scheme (similar to DIP packge numbering), script generated (kicad-library-utils/schlib/autogen/connector/)" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_fp_filters" "Connector*:*_2x??_*" (id 6) (at 0 0 0) + (property "ki_fp_filters" "Connector*:*_2x??_*" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) (symbol "Conn_02x04_Counter_Clockwise_1_1" (rectangle (start -1.27 -2.413) (end 0 -2.667) - (stroke (width 0.1524) (type default) (color 0 0 0 0)) + (stroke (width 0.1524) (type default)) (fill (type none)) ) (rectangle (start -1.27 0.127) (end 0 -0.127) - (stroke (width 0.1524) (type default) (color 0 0 0 0)) + (stroke (width 0.1524) (type default)) (fill (type none)) ) (rectangle (start -1.27 2.667) (end 0 2.413) - (stroke (width 0.1524) (type default) (color 0 0 0 0)) + (stroke (width 0.1524) (type default)) (fill (type none)) ) (rectangle (start -1.27 3.81) (end 3.81 -6.35) - (stroke (width 0.254) (type default) (color 0 0 0 0)) + (stroke (width 0.254) (type default)) (fill (type background)) ) (rectangle (start 3.81 -2.413) (end 2.54 -2.667) - (stroke (width 0.1524) (type default) (color 0 0 0 0)) + (stroke (width 0.1524) (type default)) (fill (type none)) ) (rectangle (start 3.81 0.127) (end 2.54 -0.127) - (stroke (width 0.1524) (type default) (color 0 0 0 0)) + (stroke (width 0.1524) (type default)) (fill (type none)) ) (rectangle (start 3.81 2.667) (end 2.54 2.413) - (stroke (width 0.1524) (type default) (color 0 0 0 0)) + (stroke (width 0.1524) (type default)) (fill (type none)) ) (pin passive line (at -5.08 2.54 0) (length 3.81) @@ -187,31 +187,31 @@ ) ) (symbol "Device:Battery_Cell" (pin_numbers hide) (pin_names (offset 0) hide) (in_bom yes) (on_board yes) - (property "Reference" "BT" (id 0) (at 2.54 2.54 0) + (property "Reference" "BT" (at 2.54 2.54 0) (effects (font (size 1.27 1.27)) (justify left)) ) - (property "Value" "Battery_Cell" (id 1) (at 2.54 0 0) + (property "Value" "Battery_Cell" (at 2.54 0 0) (effects (font (size 1.27 1.27)) (justify left)) ) - (property "Footprint" "" (id 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(size 1.27 1.27)) hide) ) (symbol "GND_0_1" @@ -1388,7 +1468,7 @@ (xy -1.27 -1.27) (xy 0 -1.27) ) - (stroke (width 0) (type default) (color 0 0 0 0)) + (stroke (width 0) (type default)) (fill (type none)) ) ) @@ -1400,22 +1480,22 @@ ) ) (symbol "power:PWR_FLAG" (power) (pin_numbers hide) (pin_names (offset 0) hide) (in_bom yes) (on_board yes) - (property "Reference" "#FLG" (id 0) (at 0 1.905 0) + (property "Reference" "#FLG" (at 0 1.905 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Value" "PWR_FLAG" (id 1) (at 0 3.81 0) + (property "Value" "PWR_FLAG" (at 0 3.81 0) (effects (font (size 1.27 1.27))) ) - (property "Footprint" "" (id 2) (at 0 0 0) + (property "Footprint" "" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "Datasheet" "~" (id 3) (at 0 0 0) + (property "Datasheet" "~" (at 0 0 0) (effects (font (size 1.27 1.27)) hide) ) - (property "ki_keywords" "power-flag" (id 4) (at 0 0 0) + (property "ki_keywords" "power-flag" (at 0 0 0) (effects (font (size 1.27 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"board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "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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")) /////////////////////////////////////////////// /////////////////////////////////////////////// @@ -981,7 +981,7 @@ if (node.checked) { val += '✓'; } - } else if (node.nodeName == "MARK") { + } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) { val += node.firstChild.nodeValue; } else { val += node.nodeValue; @@ -1332,10 +1332,11 @@ document.getElementById("darkmodeCheckbox").checked = settings.darkMode; setHighlightPin1(settings.highlightpin1); document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1; - showFootprints(settings.show_footprints); writeStorage("boardRotation", settings.boardRotation); document.getElementById("boardRotation").value = settings.boardRotation / 5; document.getElementById("rotationDegree").textContent = settings.boardRotation; + setOffsetBackRotation(settings.offsetBackRotation); + document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation; initDone = true; prepCheckboxes(); changeBomLayout(settings.bomlayout); @@ -1373,6 +1374,7 @@ highlightpin1: false, redrawOnDrag: true, boardRotation: 0, + offsetBackRotation: false, renderPads: true, renderReferences: true, renderValues: true, @@ -1382,7 +1384,7 @@ renderTracks: true, renderZones: true, columnOrder: [], - hiddenColumns: [], + hiddenColumns: [] } function initDefaults() { @@ -1468,6 +1470,7 @@ } document.getElementById("boardRotation").value = settings.boardRotation / 5; document.getElementById("rotationDegree").textContent = settings.boardRotation; + initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation); } // Helper classes for user js callbacks. @@ -1578,16 +1581,18 @@ var offsetx = -lineWidth * (text.justify[0] + 1) / 2; var inOverbar = false; for (var j = 0; j < txt[i].length; j++) { - if (txt[i][j] == '\t') { - var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width; - offsetx += fourSpaces - offsetx % fourSpaces; - continue; - } else if (txt[i][j] == '~') { - j++; - if (j == txt[i].length) - break; - if (txt[i][j] != '~') { - inOverbar = !inOverbar; + if (config.kicad_text_formatting) { + if (txt[i][j] == '\t') { + var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width; + offsetx += fourSpaces - offsetx % fourSpaces; + continue; + } else if (txt[i][j] == '~') { + j++; + if (j == txt[i].length) + break; + if (txt[i][j] != '~') { + inOverbar = !inOverbar; + } } } var glyph = pcbdata.font_data[txt[i][j]]; @@ -1834,6 +1839,7 @@ ctx.fillRect(0, 0, ...footprint.bbox.size); ctx.globalAlpha = 1; ctx.strokeStyle = colors.pad; + ctx.lineWidth = 3 / scalefactor; ctx.strokeRect(0, 0, ...footprint.bbox.size); ctx.restore(); } @@ -1844,6 +1850,7 @@ drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad); } } + ctx.lineWidth = 3 / scalefactor; // draw pads if (settings.renderPads) { for (var pad of footprint.pads) { @@ -1947,7 +1954,7 @@ zone.path2d = getPolygonsPath(zone); } if (highlight && highlightedNet != zone.net) continue; - ctx.fill(zone.path2d); + ctx.fill(zone.path2d, zone.fillrule || "nonzero"); if (zone.width > 0) { ctx.lineWidth = zone.width; ctx.stroke(zone.path2d); @@ -2064,12 +2071,12 @@ ctx.scale(-1, 1); } ctx.translate(transform.x, transform.y); - ctx.rotate(deg2rad(settings.boardRotation)); + ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0))); ctx.scale(transform.s, transform.s); } function prepareLayer(canvasdict) { - var flip = (canvasdict.layer == "B"); + var flip = (canvasdict.layer === "B"); for (var c of ["bg", "fab", "silk", "highlight"]) { prepareCanvas(canvasdict[c], flip, canvasdict.transform); } @@ -2083,14 +2090,14 @@ ]; } -function applyRotation(bbox) { +function applyRotation(bbox, flip) { var corners = [ [bbox.minx, bbox.miny], [bbox.minx, bbox.maxy], [bbox.maxx, bbox.miny], [bbox.maxx, bbox.maxy], ]; - corners = corners.map((v) => rotateVector(v, settings.boardRotation)); + corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0))); return { minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity), miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity), @@ -2100,7 +2107,8 @@ } function recalcLayerScale(layerdict, width, height) { - var bbox = applyRotation(pcbdata.edges_bbox); + var flip = (layerdict.layer === "B"); + var bbox = applyRotation(pcbdata.edges_bbox, flip); var scalefactor = 0.98 * Math.min( width / (bbox.maxx - bbox.minx), height / (bbox.maxy - bbox.miny) @@ -2109,7 +2117,6 @@ scalefactor = 1; } layerdict.transform.s = scalefactor; - var flip = (layerdict.layer == "B"); if (flip) { layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5; } else { @@ -2301,13 +2308,14 @@ var x = e.offsetX; var y = e.offsetY; var t = layerdict.transform; - if (layerdict.layer == "B") { + var flip = layerdict.layer === "B"; + if (flip) { x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s; } else { x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s; } y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s; - var v = rotateVector([x, y], -settings.boardRotation); + var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)); if ("nets" in pcbdata) { var net = netHitScan(layerdict.layer, ...v); if (net !== highlightedNet) { @@ -2499,6 +2507,12 @@ resizeAll(); } +function setOffsetBackRotation(value) { + settings.offsetBackRotation = value; + writeStorage("offsetBackRotation", value); + resizeAll(); +} + function initRender() { allcanvas = { front: { @@ -3472,6 +3486,7 @@ } function populateBomBody(placeholderColumn = null, placeHolderElements = null) { + const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/; while (bom.firstChild) { bom.removeChild(bom.firstChild); } @@ -3579,7 +3594,16 @@ var valueSet = new Set(); references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index])); td = document.createElement("TD"); - td.innerHTML = highlightFilter(Array.from(valueSet).join(", ")); + var output = new Array(); + for (let item of valueSet) { + const visible = highlightFilter(item); + if (typeof item === 'string' && item.match(urlRegex)) { + output.push(`${visible}`); + } else { + output.push(visible); + } + } + td.innerHTML = output.join(", "); tr.appendChild(td); } }); @@ -4059,7 +4083,7 @@ boardRotationElement.value = settings.boardRotation setBoardRotation(settings.boardRotation); } - break; + break; default: break; } @@ -4214,6 +4238,10 @@ 0° +