diff --git a/doc/gen/LION2CELL02-Fuel Gauge.svg b/doc/gen/LION2CELL02-Fuel Gauge.svg index c4e22e9..8577390 100644 --- a/doc/gen/LION2CELL02-Fuel Gauge.svg +++ b/doc/gen/LION2CELL02-Fuel Gauge.svg @@ -7,7 +7,7 @@ xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="297.0022mm" height="210.0072mm" viewBox="0.0000 0.0000 297.0022 210.0072"> -SVG Image created as LION2CELL02-Fuel Gauge.svg date 2024/07/24 18:39:20 +SVG Image created as LION2CELL02-Fuel Gauge.svg date 2024/07/24 20:06:01 Image generated by Eeschema-SVG 5.1k -5.1k - -5k1 +5k1 + - - - - - - - - - - - - - - - - - - - - - - - - - -5.1k -5.1k +5k1 +5k1 @@ -8273,44 +8258,29 @@ L121.2921 64.4512 - - - - - - - - - - - - -5.1k -5.1k - - - - - - - -5k1 +5k1 + - - - - - - - - - - + + - - - - - - - - - @@ -16597,94 +16552,6 @@ L129.5907 146.7472 -10k -10k - - - - - - - - - - - - - - - - - - - - - - - - - - - - -10k -10k -NCP21XV103J03RA +NCP21XV103J03RA + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +TH2 +TH2 + + + + + + + + + + + + + + + + + + + + + +GND1 +GND1 + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +TH1 +TH1 + + + + + + + + + + +NCP21XV103J03RA +NCP21XV103J03RA + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + GND1 diff --git a/doc/gen/LION2CELL02-Power Input.svg b/doc/gen/LION2CELL02-Power Input.svg index 3125dbd..7ee6c99 100644 --- a/doc/gen/LION2CELL02-Power Input.svg +++ b/doc/gen/LION2CELL02-Power Input.svg @@ -7,7 +7,7 @@ xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="297.0022mm" height="210.0072mm" viewBox="0.0000 0.0000 297.0022 210.0072"> -SVG Image created as LION2CELL02-Power Input.svg date 2024/07/24 18:39:20 +SVG Image created as LION2CELL02-Power Input.svg date 2024/07/24 20:06:01 Image generated by Eeschema-SVG + + - + -+3.3V -+3.3V -D3 +D3 + - - - - - - - - - - - - - - - - - - - - - - - - -LED +LED + - - - - - - - - - + + + + + + + + + - - -C24 -C24 -C4 +C4 + - - - - - - - - - - - - - - - - - -10u +10u + - - - - - - - - - -100nF -100nF - - - - - - - - - - - - - - - - - - - - - - - + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +stroke-linecap:round; stroke-linejoin:round;fill:none" +d="M 172.2120,57.1500 +171.4500,55.8800 +" /> + + -STAT -STAT - - -VBUS +VBUS + - - - - - - - - - - - - - - - - - - - - - - - - - -1 -1 - - - - - - - - - - -ACDRV2 -ACDRV2 - - - - - - - - - - - - - - - - - - - + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + - - - - + -10 -10 -C10 +C10 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -ACDRV1 -ACDRV1 - - - - - - - - - - - - - - -47nF +47nF + - - - - - - - - - - - - - - - + + + + - - +C9 +C9 + - - - - - - - - - - - - - - - - - - -11 -11 - - - - - - - - - - - - - - - - -nQON -nQON - - - - - - - - -47nF +47nF + - - - - - - - - - - - - - - - - + + + + - - +R7 +R7 + - - - - - - - - - - - - -2k2 +2k2 + - - - - - - - - - -12 -12 - - - - - - - - - - - - - - - - + + + - - + -CE -CE - - -C2 +C2 + - - - - - - - - - - - - - - - - - - -13 -13 - - - - - - - - -100nF +100nF + - - - - - - - - - - - - - - -SCL -SCL - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -14 -14 - - - - - - - - - + + + + + -SDA -SDA -L1 +L1 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -15 -15 - - - - - - - - - - - - - - - - - - - - - - - - - -TS -TS - - - - - - - - - - - - - - - - - - - - - - - -16 -16 - - - - - - - - - - - - - - - -2.2uH +2.2uH + - - - - - - - - - - - - - - - -ILIM_HIZ -ILIM_HIZ - - - - - - - - - - - - - - - - - - -17 -17 - - - - - - - - - - - - -BATP -BATP - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -18 -18 - - - - - - + + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + -BTST2 -BTST2 - - - - - +GND + +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + +A1/B12 + +A1/B12 + - - - - - - - - - - - - - - - - - -19 -19 - - - - - - - - - - - - - - - - - - - - - - - - - - - -VBUS +text-anchor="end" opacity="0">VBUS VBUS - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -2 -2 - - - - - - - - - - - - - - - -PROG -PROG - - - - - - - -A4/B9 +A4/B9 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -20 -20 - - - +CC1 +CC1 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -INT -INT - - - - - - -21 -21 -A5 +A5 + - - - - - - - - - - - - - - + + + - -BAT -BAT - - - - - - - - - -D+ +D+ + - - - - - - - - - - - - - -22 -22 -A6 +A6 + - - - - - - - - - - - - - - - - - - - + + + + - -BAT -BAT - - - - - -D- +D- + - - - - - - - - - - - - - +A7 +A7 + - - - - -23 -23 - - +SBU1 +SBU1 + - - - - - - - - - - - - - - - - - - - - - - - - - - -SDRV -SDRV - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +A8 +A8 + - - - - - - - - - - - - - - - - - -24 -24 - - - - - - - - - - - - - + + + + + - -SYS -SYS - -CC2 +CC2 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -25 -25 - - - -B5 +B5 + - - - - - - - - - - - - - - - - - - - - - - - - - - -SW2 -SW2 - - - - - - - - - - - + - +D+ +D+ + - - - - - - - - - - - - - - +B6 +B6 + - - - - - - - - - -26 -26 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND - -GND -D- +D- + - - - - - - - - - - - - - +B7 +B7 + - - - - - - - - - - - - - - - - - + + - -27 - -27 - - - - - - +SBU2 +SBU2 + - - - - - - - - - - - -SW1 -SW1 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -28 -28 - - - - - - - - - - - - - - - - - - - - - +B8 +B8 + - - - - - - - - - - - - - - - - - - - - - - - - - -PMID -PMID - - - - - - - - - - - - - - - - - - - - - - - - - - - -29 -29 - - + +SHIELD + +SHIELD + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -VBUS -VBUS - - - - - - - - - - - + +G1 + +G1 + - - - - - - - - - - - - - - - - - - - - - +J1 +J1 + - - - - - - - - - -USBC_USB4105-GF-A +USBC_USB4105-GF-A + - - - - - + + + - - - -3 -3 - - - - - - - - - - - - - - - - - - -BTST1 -BTST1 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -4 -4 - - - - - - - - -REGN -REGN - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -5 -5 - - - - - - - - - - - - - - - - - - - - -D+ -D+ - - - - - - - - - - - - - - - - -6 -6 - - - - - - - - - - - - - - - - - - - - - - - - - - -D- -D- - - - - - - - - - - - - - - - -7 -7 - - - - - +stroke-linecap:round; stroke-linejoin:round;fill:none" +d="M 58.9280,35.5600 +59.6900,34.2900 +" /> + + -VAC2 -VAC2 -VBUS +VBUS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -8 -8 - - - - - - - - - - - - - - - - - - - + + + - +PWR_FLAG +PWR_FLAG + + + + + - - - - - - - - - - - - - - - - -VAC1 -VAC1 - - - - - - - - - - - - - - - - - - - - - - - - - - - -9 -9 - - - - - - - - - + + + + + - - +C1 +C1 + - - - - - - - - - - - - -U1 -U1 - - - - - - - - - -100nF +100nF + - - - - - -BQ25792RQMR1 - -BQ25792RQMR1 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + +VBUS +VBUS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + - - + +R11 + +R11 + - - - - - - - - - - - - - - - - - - - - - +10k + +10k + - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + -GND -GND -1 +1 + - - - - - +J6 +J6 + - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + - - -C9 -C9 - - - - - - - -R3 +R3 + - - - - - - - - - - - - - - - - - - - - - - - -127k +127k + - - - - -47nF -47nF - - - - - - - - - - - - - - - - + + + +stroke-linecap:round; stroke-linejoin:round;"> + + + + +1 +1 + + + + + + + -VBUS -VBUS -J7 +J7 + - - - - - - - + + + + + + + +STAT +STAT + + + + + + - - - - - - - - - - - - - - - - - - - - - +1 +1 + - - - - - + - +ACDRV2 +ACDRV2 + - - - - - - - - - - - - - - - - - - - - - -C2 -C2 - - - - - - - - - - - - - - - - - - - - - - - - - -0.1u -0.1u - - - - - - - - - - - - - +10 +10 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R11 - -R11 - - - - - - - - -ACDRV1 +ACDRV1 + - - - - - - - - - - - - - -10k - -10k - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - +11 +11 + - - - - - - - - - - + + - +nQON +nQON + - - - - - - - - - - - - - - - - - -VBUS -VBUS - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +12 +12 + - - - - - - - - - - - - - + + + + + - - -GND -GND -CE +CE + - - - - - - - - - - - - - - - - - - - +13 +13 + - - - - - - - - - - - + + + + + + - - - - - - - - - -1 -1 - - -SCL +SCL + - - - - -J6 -J6 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C10 -C10 - - - - - - +14 +14 + - - - - - - - - + - +SDA +SDA + - - - - - - - - - - - - - - - - - - - - - - - - - -47nF -47nF - - - - - - - - - +15 +15 + - - - - - - - - - - - - - - - - - - - -1 -1 - - - - - - - -J7 -J7 - - - - - - - - - - +stroke-linecap:round; stroke-linejoin:round;"> + -VBUS -VBUS - -TS +TS + - - - - - - - - - - - - - - - - - - - - - +16 +16 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - - -C29 -C29 -ILIM_HIZ +ILIM_HIZ + - - - - - - - - - + + + + + + + + +17 +17 + - - - - - - - + - +BATP +BATP + - - - - - - - - - - - - - - - - - - - - - - - - - - - - -100nF -100nF - - - - - +18 +18 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - +BTST2 +BTST2 + - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -1 -1 - - - - - -J9 -J9 -19 +19 + - - - - - - - - - - - - - - - - - - - - - - - - - - - -1 -1 -VBUS +VBUS + - - - - - - -J8 -J8 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + +2 +2 + + + + + + + + + + + + +stroke-linecap:round; stroke-linejoin:round;"> + -GND -GND -PROG +PROG + - - - - - - - - - - - - + - - - - - - - - - - - - - - - - - - - - - - - - - - - -R1 -R1 - - - - - - - - - - - - - - - - -5k1 -5k1 - - - - +20 +20 + - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - + + - +INT +INT + - - - - - - +21 +21 + - - - - - - - - - - - - - + - - - - - -R2 -R2 - -BAT +BAT + - - - - - - - - - - - - - - - - - - - -5k1 -5k1 - - - - +22 +22 + - - - - - - - - - - - - - - - - - - - - - - +stroke-linecap:round; stroke-linejoin:round;"> + -VBUS -VBUS - - -BAT +BAT + - - - - - - - - - - - - - - - - - - - - - - - +23 +23 + - - - - - - - - - - - - - - - - - - - - - - - - - + - - -C1 -C1 -SDRV +SDRV + - - - - - - - - - - - - - - - - - - - -100nF -100nF - - - - + + + + + + + + + + - - - - - - - - - - - +24 +24 + - - - - - - - - - - - - - + - +SYS +SYS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -PWR_FLAG -PWR_FLAG - - - - - - - - - - - - - - +25 +25 + - - - - - - - - - - - - - - - - - - - - - - - - - + - +SW2 +SW2 + - - - - - - - - - - - - - - - -VBUS -VBUS - - - - - - - - - - - - - - - - - - - - - - - +26 +26 + - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +GND GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -A1/B12 + +27 -A1/B12 - - -27 + - - - - - - - - - - - - + - +SW1 +SW1 + - - - - - - - - - - - - - - - - - - - - - - - - - - + -28 +28 + - - -VBUS -VBUS - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - +PMID +PMID + - - - - - - - - -A4/B9 -A4/B9 - - - - - - - - - - - - - - - - - - - - - +29 +29 + - - - - - - - - - + + + + + - - - - - - - - - - - - - - - - - -CC1 -CC1 -VBUS +VBUS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -A5 -A5 - - - - - - - - - - - - - - +3 +3 + - - - - + + + + + + + + - -D+ -D+ - - - - - - -BTST1 +BTST1 + - - - - - - - - - -A6 -A6 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -D- -D- - - - - - - - - - - - - - -A7 -A7 - - -4 +4 + - - - -SBU1 -SBU1 - - -REGN +REGN + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +5 +5 + - - - - - - - - - - - - - - -A8 -A8 - - +D+ +D+ + - - - - - - - - - - - - - - +6 +6 + - - - - - - - - - - - - - - - - - - + + - -CC2 -CC2 -D- +D- + - - - - - + + + + + + - - +7 +7 + - - + - +VAC2 +VAC2 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -B5 -B5 - - -8 +8 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -D+ -D+ - - - - - - - -VAC1 +VAC1 + - - - - - - - - -B6 -B6 - - - - - - - - - - - - - - - - - - - +9 +9 + - - - - - - - - - - - - - - - - - - - - - - - -D- -D- - -U1 +U1 + - - - - - - - - - - - - - -B7 -B7 - - - +BQ25792RQMR1 + +BQ25792RQMR1 + - - - - - - - - - - - - - - - - - - - - - - -SBU2 -SBU2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -B8 -B8 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -SHIELD - -SHIELD - - - - - - - - - - - - - - - - - - - - - - - - - + + +GND +GND + - - - - - - - - - - - - - - - - - - - -G1 - -G1 - - - - - - - - - - - - - - - + + +GND +GND + - - - - - - - - -J1 -J1 - - - - - - - - - - -USBC_USB4105-GF-A -USBC_USB4105-GF-A - - - - - - - - - - - - - - - + + + + +VBUS +VBUS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + +VBUS +VBUS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + - - +C29 +C29 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -100nF +100nF + - - - - - - - - - - - - - - - - - - - - - - - - - - - -R7 -R7 - - - - - - - - - - - - - -2k2 -2k2 - - - - - - - - - - - - - - - - - - - - - - - - - - + + ++3.3V ++3.3V + + + + + + + + + + + + + + + + - - - -D3 -D3 - - - - - - - - - - - - - - - - - - - + + +GND +GND + - - - - - - -LED -LED - - - - - - - - - - - - - - - - - - - + + + + + + + +stroke-linecap:round; stroke-linejoin:round;"> + + -GND -GND -1 +1 + - - - - - +J9 +J9 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + -L1 -L1 - -1 +1 + - - - - - +J8 +J8 + -2.2uH -2.2uH - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C4 -C4 -C19 +C19 + - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + +10u 10u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - + + + + +R6 + +R6 + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +30.31k + +30.31k + + + + + + + + - - - -R9 -R9 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -8k2 -8k2 - - - - - - - - - - - - - - - - - - - + + + + + - - +C27 +C27 + - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - -10u +10u + - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + - - - - - - - -C5 -C5 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -0.1u -0.1u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + +R5 +R5 + + + + + + + + + + + + + + + + + - - - - - - - - - - - - - - - - - -R6 - -R6 -5.24k +5.24k + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -30.31k - -30.31k - - - - - + + + + - - +R9 +R9 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -8k2 +8k2 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R5 -R5 - - - - - - - - - - - - - - - - - - - - - - + + + + - - +C11 +C11 + - - -5.24k -5.24k - - - - - - - - - - - - - - - - - - - - - - -10u +10u + - - - - - - - - - - - - - - - - - - - - - - -R8 -R8 - - - - - - - - - - - - - - - - - + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - -100 -100 - - - - - - + + + + - - +R1 +R1 + - - - - - - - - - - - - - - - -5k1 +5k1 + - - - - - - - - - - - - - - - - - - - - - - + + +stroke-linecap:round; stroke-linejoin:round;"> + + + + + + + + + + + + - - -C20 -C20 - - - - - - - - - - - - - - - - - -TH3 +TH3 + - - - - - - - - - - - - - - - - - - +NCP21XV103J03RA + +NCP21XV103J03RA + - - - - - - - - - -4.7u -4.7u - - - - - - - - - - - - - - - - - - - - - - - - - - - -R3 -R3 - - - - - - - - - - - - - - - - - - - - - - - - -127k -127k - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R4 -R4 - - - - - - - - - - - - - - -100k -100k - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + - - + + -C6 -C6 - - + +1 + +1 + - - - - - + - +2 +2 + - - - - - - - - - - + - + +3 + +3 + - - - - - - - - - - - - - +Q1 +Q1 + - - - - -10u -10u - - - - - - - - - - - - - - - - - - - - - -DMTH3002LPS +DMTH3002LPS + - - - - - - - - - - - - - - - - - - -C31 -C31 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -10u -10u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -TH3 -TH3 - - - - - - - - - - - - - - - - - - - -NCP21XV103J03RA - -NCP21XV103J03RA - - - - - - - - - - - - - - + + + + + + +GND +GND + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + - - +C24 +C24 + - - - - - - - - - - - - - - - - - - - - - - - - - - - -100nF +100nF + - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C27 -C27 - - - - - - - - - - - - - - - - - - - - - + + + + - - +R8 +R8 + - - - - -10u -10u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C8 -C8 - - - -100 +100 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -10u -10u - - - + + + + - - +C20 +C20 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - -4.7u +4.7u + - - - - - - - - - - - - - + + + -GND -GND -GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + - - -C11 -C11 - - - -R2 +R2 + - - - - - - - - - - - - - - - - - - - - -5k1 +5k1 + -10u -10u - - - - - - - - - - - - - - - - - - - - - - - + + + + - - +R4 +R4 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -1 - -1 - - - - - - - -100k +100k + - - -2 -2 - - - - - - - - - - - - - - - - -3 - -3 - - - - - - - - - - - - - - - -Q1 -Q1 - - - - - - - - - - - - - - - - - - - - - - - - + + + + - - +C7 +C7 + -DMTH3002LPS -DMTH3002LPS - - - - - - - - - - - - - - - - -10u +10u + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + +C6 +C6 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -10u +10u + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + -GND -GND -C5 +C5 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -100nF +100nF + - - - - - - - - -C19 -C19 - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + - - - - - - - - - - - - - - - - - - - - - -10u -10u - - + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C7 -C7 -C8 +C8 + - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +10u +10u + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +C31 +C31 + + + + + - - -10u -10u - - - - - - - - - - - - - - - - - - - - - - - - - - -10u +10u + - - - - - - - - - - - -HIGH_I -HIGH_I - - - - - - - - - - - - - - - - - - - - - - - - - - + + @@ -22214,124 +22235,217 @@ L66.2361 42.6105 + + + + +HIGH_I +HIGH_I + + + + + + + + + + + + + + + + + + + + + + + + + -SDA -SDA -SCL +SCL + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + -SCL -SCL - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - PACK+ @@ -23236,6 +23225,175 @@ d="M 251.4600,67.3100 Z" /> +SDA +SDA + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +D+ +D+ + + + + + + + + + + + + + + + + -D+ +text-anchor="start" opacity="0">D+ D+ - - + + + + + + + + + + + + + + +REGN +REGN + + + + + + + + + - - - - - - - - - - - - -D- -D- - - - - - - - - - - - - - +D- +D- + + + + + + + + + + + + + -D- +text-anchor="end" opacity="0">D- D- - - - - - - - - - - - - - - - -REGN -REGN - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -D+ -D+ - - - - - - - - - - - - - - -Battery Charger -Battery Charger -TODO: Implement power source switching. From Figure 10-1. +TODO: Implement power source switching. From Figure 10-1. + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -USB-C interface -USB-C interface - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -High-power DC input -High-power DC input - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -750 kHz, 2S -750 kHz, 2S - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +Battery Charger +Battery Charger + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -TODO: Implement power source switching. From Figure 10-1. -TODO: Implement power source switching. From Figure 10-1. - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +USB-C interface +USB-C interface + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +750 kHz, 2S +750 kHz, 2S + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +High-power DC input +High-power DC input + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - + - - - - - - - - - - - - - - - - + + + + + + + + + @@ -26861,8 +26988,8 @@ L49.5300 140.9700 - - - - - - @@ -27166,7470 +27278,7350 @@ L55.2704 67.9196 -J7 -J7 - - - - - - - - - - - - -1 -1 - - - - - - - -C10 -C10 - - - - - - - - - - - - -GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - -47nF -47nF - - - -U1 +U1 + - - - - - - - - - - - - - - - + +BQ25792RQMR1 - -J6 -J6 -BQ25792RQMR1 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -1 -1 - - - - - - - -+3.3V -+3.3V - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R11 - -R11 - - - - - - - - - - - - - - - - - - - - - - -10k - -10k - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C2 -C2 - - - - - - - - - - - - - - - - - - - - - - - - - -0.1u -0.1u - - - - - - + - +STAT +STAT + - - - - - - - - - - - - - - - - - - - - - - - - - - +1 +1 + - - - - - - -C9 -C9 - - - - - - - - - - - - -ACDRV2 +ACDRV2 + - - - - - - - - - - - - - - - - - - - - - - - -47nF -47nF - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - +10 +10 + - - - - - - - - - - - - - - - - - - -U1 -U1 - - - - - - - + - +ACDRV1 +ACDRV1 + - - - - - - - -BQ25792RQMR1 - -BQ25792RQMR1 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +11 +11 + - - - - - - - - - - + + - +nQON +nQON + - - - - - - - - - - - - - - - - + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - +12 +12 + - - - - - - - - - - - - - - - + + - +CE +CE + - - - - - - - - - - - - - - - - - - - +13 +13 + - - - - - - - - - - - - - - - - - - -STAT -STAT -SCL +SCL + - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + -1 -1 -14 +14 + + - - - - + + - -ACDRV2 -ACDRV2 -SDA +SDA + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +15 +15 + - - - - - - - - - - - - - - - - - - + -10 -10 - - - - - +TS +TS + - - - - - - - - - - - - - - - - - - - - - - - -ACDRV1 -ACDRV1 - - - - - -16 +16 + - - - - - - - - - - - - - - - - - - - - - - - - - - + - +ILIM_HIZ +ILIM_HIZ + - - - - - - - - - - - - - - - -11 -11 - - - -17 +17 + - - - - - - - - -nQON -nQON -BATP +BATP + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +18 +18 + - - - - - - - - - - - - - - - -12 -12 - - - - - - - - - - - - - - - + + + + + + + - - -CE -CE - - - - - - -BTST2 +BTST2 + - - - - - - - - - - - - - - -13 -13 - - - - - - - - - - - - - - - - - - - - - - - -SCL -SCL - - - - - - - - - - - - - - - - - - - - +19 +19 + - - - - - - - - - - - - - - - - - - -14 -14 - - - - - - - - + - -SDA -SDA -VBUS +VBUS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -15 -15 - - - - - - - - - - - - - - - +2 +2 + - + + + - - - - + - -TS -TS -PROG +PROG + - - - - - - - - - - - - - - - - - - - - - - -16 -16 - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + -20 +20 + - - -ILIM_HIZ -ILIM_HIZ - - - - - - - - - - - - - - - - - - -17 -17 - - - - - - - + + + + + + - + -BATP -BATP - - - - -INT +INT + - - - - - - +21 +21 + - - - - - - - - - - - - - - - + - +BAT +BAT + - - - - - - - - -18 -18 - - - - - - - - - - - - - - - - - +22 +22 + - - - - - - - - - - - - - - - - - - - - -BTST2 -BTST2 - - - - - -BAT +BAT + - - - - - - - - - - - - - - - - - - - - - - - +23 +23 + - - - - - - - - - - - - - - - - - - - - - - -19 -19 - - - +SDRV +SDRV + - - - - - - - - - - - - - - - - - - - - - - - - - - - - -VBUS -VBUS - - - - - - - - - - - - - - - - - - - - +24 +24 + - - - - - - - - - - - - - + - +SYS +SYS + - - - - - - - - - - - - - - - - -2 -2 - - - - - - - - - - - - - - - -PROG -PROG - - - - - - - - - - - - - - - - +25 +25 + - - - - - - - - - - - - - - - - - - - - - - - - - + - +SW2 +SW2 + - - - - - - - - - - - - - -20 -20 - - - - - - - - - - - - - - - - - - - - - - +26 +26 + - - - - - - - - - - - - - - -INT -INT - - - - - - - - -21 -21 - - - - - - - - - - - - - - - - -BAT -BAT - +GND + +GND + - - - - - - - - - - - - - - - - - - - - - - - - -22 -22 - - - - - - - - - + +27 + +27 + - - - - - - - - - - - - -BAT -BAT -SW1 +SW1 + - - + + + + + - - - - - - - - - - - - - - - - - - - - -23 -23 -28 +28 + - - - - - - - - - - - - - - - - - - - - - - - - - - - -SDRV -SDRV - - - - - - - - - - - - - - - - - - + - +PMID +PMID + - - - - - - - - - - - - - - - - - - - - - - - - - + -24 -24 -29 +29 + - - - - - - - - - - - - - - - - - -SYS -SYS - - - - - - - - - - - - - - - - - - + - +VBUS +VBUS + - - - - - - - - - - - - - - - - - - - - - - - - -25 -25 - - - - - - - - - - - - - - - - - - - - - - - - - - - - -SW2 -SW2 - -3 +3 + - - - - - - - - - - - - - + - +BTST1 +BTST1 + - - - - - - - - - - - - - - - - - - - -26 -26 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +4 +4 + - - - - -GND - -GND -REGN +REGN + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + - -27 - -27 -5 +5 + - - - - - - - - - - - + + + - -SW1 -SW1 - - - - - - - - - - - - - - -D+ +D+ + - - - - - - - - - - - - - -28 -28 - - - - -6 +6 + - - - - - - - - - - - - - - - - - - - - - + - +D- +D- + - - - - - - - - - - - - - +7 +7 + - - -PMID -PMID -VAC2 +VAC2 + - - - - - - - - - - - - - - - - - - - - - - - - - - + + + -29 -29 -8 +8 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -VBUS -VBUS - - - - - - - - - - - - - - - - - - - - - - - -VAC1 +VAC1 + - - - - - - - - - - - - - - - - - - - - - - - - -3 -3 - -9 +9 + - - - - - - - - - - - - - - - - -BTST1 -BTST1 - - - - - - - - - +J7 +J7 + - - - - - - - + - +1 +1 + - - - - - +J6 +J6 + - - - - - - - - - - - - - - - - - - - - - - - - + + + + -4 -4 -1 +1 + - - - - - - + + -REGN -REGN - +R11 + +R11 + - - - - - - - - - - - - - - - - - - - - - +10k + +10k + - - - - - - - - - - - - - - -5 -5 - - - - - - - - - - - - - - - - + -D+ -D+ - ++3.3V ++3.3V + - - - - - - - - - - - - - - - -6 -6 - - - - - - - - - - - - - - - - - - - - - - -D- -D- -C3 +C3 + - - - - - - - - - - - - - - -7 -7 - - - - - - - -VAC2 -VAC2 - - - - - - - - - - - - -10u +10u + - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + -8 -8 - - - +C2 +C2 + - - - - - - - - - - - - - - - + + + + - - - - - -100nF +100nF + - - - - - - - - - - - - -VAC1 -VAC1 - - - - - - - - - - - - - - - - - - - - - - - - - - - -9 -9 - - - - - - - - - - - - - - - - - - - - - + + + + -C24 -C24 -C4 +C4 + - - - - - - - - - - - - - - - - - -10u +10u + - - - - - - - - - -100nF -100nF - - - - - - - - - - - - - - - - - - - - - - - + - - +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - + + + - - -C10 +C10 + - - - - - - - - -C4 -C4 - - - - - - - - - - - - - - - - - - -10u -10u - - - - - - - - - - - - - - - - - -47nF +47nF + - - - - - - - - - - - - - - - - -C3 -C3 - - - - - - - - - -C9 +C9 + - - - - - - - - - - - - - - - - - - -10u -10u - - - - - - - - - - - - - - - - - -47nF +47nF + - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND GND @@ -35241,251 +35136,369 @@ L35.7595 139.4330 -R9 -R9 -GND +GND + - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + +C24 +C24 + + + + + + + + + + + + + + + + + + + + + + + + + + - - -100nF +100nF + - - - - - - - - - - -8k2 -8k2 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND +GND + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +R4 R4 @@ -36004,7 +36114,176 @@ L238.9014 61.5395 -C7 +C7 + + + + + + + + + + + + + + + + + +10u +10u + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +C6 C6 @@ -36324,120 +36603,174 @@ L227.7435 65.2891 -0.1u -0.1u -100nF +100nF + - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + - - + + + + + + - - - - - - - - - - - - + + + - + + + + + + + + + + + + + + +C27 +C27 + + + + + + + + + + + + + + + + + + + + + + + + + + + +10u +10u + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +C26 +C26 + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +10u +10u + + + + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - - -C26 -C26 -C19 +C19 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -10u +10u + - - - - -10u -10u - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + +R9 +R9 + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +8k2 +8k2 + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C7 -C7 - - - - - - - - - - - - - - - - - -10u -10u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C19 -C19 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -10u -10u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C27 -C27 - - - - - - - - - - - - - - - - - - - - - - - - - - - -10u -10u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - diff --git a/doc/gen/LION2CELL02-Power Output.svg b/doc/gen/LION2CELL02-Power Output.svg index 99faf0e..ec8148f 100644 --- a/doc/gen/LION2CELL02-Power Output.svg +++ b/doc/gen/LION2CELL02-Power Output.svg @@ -7,7 +7,7 @@ xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="297.0022mm" height="210.0072mm" viewBox="0.0000 0.0000 297.0022 210.0072"> -SVG Image created as LION2CELL02-Power Output.svg date 2024/07/24 18:39:20 +SVG Image created as LION2CELL02-Power Output.svg date 2024/07/24 20:06:01 Image generated by Eeschema-SVG -SVG Image created as LION2CELL02.svg date 2024/07/24 18:39:20 +SVG Image created as LION2CELL02.svg date 2024/07/24 20:06:01 Image generated by Eeschema-SVG - - + + @@ -4827,13 +4827,13 @@ - - + + @@ -7806,7 +7806,7 @@ - + @@ -7838,98 +7838,92 @@ - + - - - - - + + + + - - - - - - - - + + + + + + + + + - - - - - - - - - - - - + + + + + + - - - + + + - - - + + + - - - - - - - + + + + + + + - - - + + + - - - - - + + + + + - - - - - - + + + + + + - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + - - - - + + + + - - - + + + - - \ No newline at end of file + + \ No newline at end of file diff --git a/doc/gen/img/LION2CELL02-top.svg b/doc/gen/img/LION2CELL02-top.svg index 4c3f91d..52edc48 100644 --- a/doc/gen/img/LION2CELL02-top.svg +++ b/doc/gen/img/LION2CELL02-top.svg @@ -2788,9 +2788,9 @@ - + - + - \ No newline at end of file + \ No newline at end of file diff --git a/hw/cam_profi/LION2CELL02-ibom.html b/hw/cam_profi/LION2CELL02-ibom.html index faddf02..58870bd 100644 --- a/hw/cam_profi/LION2CELL02-ibom.html +++ b/hw/cam_profi/LION2CELL02-ibom.html @@ -971,7 +971,7 @@ /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/hw/cam_profi/LION2CELL02.xml b/hw/cam_profi/LION2CELL02.xml index fb6978a..4abfe90 100644 --- a/hw/cam_profi/LION2CELL02.xml +++ b/hw/cam_profi/LION2CELL02.xml @@ -2,7 +2,7 @@ /github/workspace/hw/sch_pcb/LION2CELL02.kicad_sch - 2024-07-24T18:40:08+0000 + 2024-07-24T20:06:51+0000 Eeschema 8.0.3+1 @@ -266,13 +266,13 @@ 2.2uF Capacitor_SMD:C_0805_2012Metric - C23630 + 5c70984712875079b91f8b51 Capacitor_SMD:C_0805_2012Metric - + @@ -285,12 +285,14 @@ Capacitor_SMD:C_0805_2012Metric C1525 + 5c70984712875079b91f8b4c Capacitor_SMD:C_0805_2012Metric + @@ -303,12 +305,14 @@ Capacitor_SMD:C_0805_2012Metric C1525 + 5c70984712875079b91f8b4c Capacitor_SMD:C_0805_2012Metric + @@ -321,12 +325,14 @@ Capacitor_SMD:C_0805_2012Metric C1525 + 5c70984712875079b91f8b4c Capacitor_SMD:C_0805_2012Metric + @@ -339,11 +345,13 @@ Mlab_D:LED_1206 Light emitting diode + 5c70984412875079b91f8892 Mlab_D:LED_1206 Light emitting diode + @@ -356,11 +364,13 @@ Mlab_D:LED_1206 Light emitting diode + 5c70984412875079b91f8892 Mlab_D:LED_1206 Light emitting diode + @@ -373,11 +383,13 @@ Mlab_D:LED_1206 Light emitting diode + 5c70984412875079b91f8892 Mlab_D:LED_1206 Light emitting diode + @@ -411,11 +423,13 @@ Mlab_D:LED_1206 Light emitting diode + 5c70984412875079b91f8892 Mlab_D:LED_1206 Light emitting diode + @@ -428,11 +442,13 @@ Mlab_D:LED_1206 Light emitting diode + 5c70984412875079b91f8892 Mlab_D:LED_1206 Light emitting diode + @@ -537,13 +553,13 @@ 470R Resistor_SMD:R_1206_3216Metric - C17887 + 60be2ed51287500165e6c1cd Resistor_SMD:R_1206_3216Metric - + @@ -556,12 +572,14 @@ Resistor_SMD:R_0805_2012Metric C26082 + 5c70984712875079b91f8aae Resistor_SMD:R_0805_2012Metric + @@ -570,16 +588,18 @@ d2711b26-c766-4037-be41-cc017faf6fc4 - 5.1k + 5k1 Resistor_SMD:R_0805_2012Metric C25905 + 5fa0fc3e12875025b3977997 Resistor_SMD:R_0805_2012Metric + @@ -592,12 +612,14 @@ Resistor_SMD:R_0805_2012Metric C17408 + 5c70984512875079b91f8977 Resistor_SMD:R_0805_2012Metric + @@ -610,12 +632,14 @@ Resistor_SMD:R_0805_2012Metric C26082 + 5c70984712875079b91f8aae Resistor_SMD:R_0805_2012Metric + @@ -628,12 +652,14 @@ Resistor_SMD:R_0805_2012Metric C26082 + 5c70984712875079b91f8aae Resistor_SMD:R_0805_2012Metric + @@ -646,12 +672,14 @@ Resistor_SMD:R_0805_2012Metric C25744 + 5c70984612875079b91f899f Resistor_SMD:R_0805_2012Metric + @@ -660,16 +688,18 @@ 0630da1d-b354-498b-b55a-3438d9bbbaab - 5.1k + 5k1 Resistor_SMD:R_0805_2012Metric C25905 + 5fa0fc3e12875025b3977997 Resistor_SMD:R_0805_2012Metric + @@ -678,16 +708,18 @@ edcdeec3-5850-47f7-9761-c8550104297a - 5.1k + 5k1 Resistor_SMD:R_0805_2012Metric C25905 + 5fa0fc3e12875025b3977997 Resistor_SMD:R_0805_2012Metric + @@ -700,12 +732,14 @@ Resistor_SMD:R_0805_2012Metric C17408 + 5c70984512875079b91f8977 Resistor_SMD:R_0805_2012Metric + @@ -718,12 +752,14 @@ Resistor_SMD:R_0805_2012Metric C17408 + 5c70984512875079b91f8977 Resistor_SMD:R_0805_2012Metric + @@ -736,12 +772,14 @@ Resistor_SMD:R_0805_2012Metric C25076 + 5c70984512875079b91f8977 Resistor_SMD:R_0805_2012Metric + @@ -773,12 +811,14 @@ Resistor_SMD:R_0805_2012Metric C25076 + 5c70984512875079b91f8977 Resistor_SMD:R_0805_2012Metric + @@ -791,13 +831,13 @@ Mlab_SW:SW_PUSH_SMALL Push button switch, generic, two pins - + 5c70984712875079b91f8ad2 Mlab_SW:SW_PUSH_SMALL Push button switch, generic, two pins - + @@ -809,11 +849,13 @@ Mlab_SW:SW_PUSH_SMALL Push button switch, generic, two pins + 5c70984712875079b91f8ad2 Mlab_SW:SW_PUSH_SMALL Push button switch, generic, two pins + @@ -821,16 +863,18 @@ 763475ae-ebe6-4671-bb0e-6b747a3e92ed - 10k + NCP21XV103J03RA Resistor_SMD:R_0805_2012Metric C279801 + 5c70984712875079b91f8ac5 Resistor_SMD:R_0805_2012Metric + @@ -839,18 +883,18 @@ dd3e8713-641c-4e1c-a615-36afc38e14f7 - 10k + NCP21XV103J03RA Resistor_SMD:R_0805_2012Metric C279801 - + 5c70984712875079b91f8ac5 Resistor_SMD:R_0805_2012Metric - + @@ -883,12 +927,14 @@ http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf C179743 + 66a15dd06fdfe6f54e2ebf93 Mlab_IO:Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4 http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf + @@ -917,14 +963,16 @@ 1243b76f-2166-48e0-9325-80961c964079 - 0.1u + 100nF Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b4c Capacitor_SMD:C_0805_2012Metric + @@ -936,11 +984,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -952,11 +1002,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -965,16 +1017,16 @@ b5a63413-9cb1-48bf-b172-3db96b9c2395 - 0.1u + 100nF Capacitor_SMD:C_0603_1608Metric - + 5c70984812875079b91f8bf2 Capacitor_SMD:C_0603_1608Metric - + @@ -986,11 +1038,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1002,11 +1056,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1018,11 +1074,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1034,11 +1092,13 @@ 47nF Capacitor_SMD:C_0805_2012Metric + 65482046462c6d9e72056b98 Capacitor_SMD:C_0805_2012Metric + @@ -1050,13 +1110,13 @@ 47nF Capacitor_SMD:C_0805_2012Metric - + 65482046462c6d9e72056b98 Capacitor_SMD:C_0805_2012Metric - + @@ -1068,11 +1128,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1084,11 +1146,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1116,13 +1180,13 @@ 100nF Capacitor_SMD:C_0603_1608Metric - + 5c70984812875079b91f8bf2 Capacitor_SMD:C_0603_1608Metric - + @@ -1134,11 +1198,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1150,11 +1216,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1166,11 +1234,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1183,7 +1253,7 @@ Capacitor_SMD:C_0805_2012Metric C0805 1u - 5c70984712875079b91f8b45 + 5c70984712875079b91f8b4c C0805 1u Capacitor_SMD:C_0805_2012Metric @@ -1191,7 +1261,7 @@ - + @@ -1204,11 +1274,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1220,11 +1292,13 @@ 10u Capacitor_SMD:C_0805_2012Metric + 5c70984712875079b91f8b53 Capacitor_SMD:C_0805_2012Metric + @@ -1237,11 +1311,13 @@ Mlab_D:LED_1206 Light emitting diode + 5c70984412875079b91f8892 Mlab_D:LED_1206 Light emitting diode + @@ -1409,11 +1485,13 @@ 127k Resistor_SMD:R_0805_2012Metric + 66a1559d6fdfe6f54e2ebeaa Resistor_SMD:R_0805_2012Metric + @@ -1425,11 +1503,13 @@ 100k Resistor_SMD:R_0805_2012Metric + 639ed3d540d28a66c9e88a9e Resistor_SMD:R_0805_2012Metric + @@ -1441,11 +1521,13 @@ 5.24k Resistor_SMD:R_0805_2012Metric + 66a159d36fdfe6f54e2ebef5 Resistor_SMD:R_0805_2012Metric + @@ -1457,11 +1539,13 @@ 30.31k Resistor_SMD:R_0805_2012Metric + 66a15a4a6fdfe6f54e2ebf1b Resistor_SMD:R_0805_2012Metric + @@ -1473,13 +1557,13 @@ 2k2 Resistor_SMD:R_0805_2012Metric - + 5c70984612875079b91f8990 Resistor_SMD:R_0805_2012Metric - + @@ -1491,13 +1575,13 @@ 100 Resistor_SMD:R_0805_2012Metric - + 5c70984512875079b91f8977 Resistor_SMD:R_0805_2012Metric - + @@ -1509,13 +1593,13 @@ 8k2 Resistor_SMD:R_0805_2012Metric - + 5c70984612875079b91f899c Resistor_SMD:R_0805_2012Metric - + @@ -1527,11 +1611,13 @@ 10k Resistor_SMD:R_0805_2012Metric + 5c70984612875079b91f899f Resistor_SMD:R_0805_2012Metric + @@ -1563,13 +1649,13 @@ Mlab_IO:Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm https://www.ti.com/lit/ds/symlink/bq25792.pdf - + 66a15cdb6fdfe6f54e2ebf66 Mlab_IO:Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm https://www.ti.com/lit/ds/symlink/bq25792.pdf - + @@ -1853,13 +1939,13 @@ 10k Resistor_SMD:R_0805_2012Metric - + 5c70984612875079b91f899f Resistor_SMD:R_0805_2012Metric - + @@ -1872,13 +1958,13 @@ Resistor_SMD:R_0805_2012Metric Resistor, small symbol - + 5c70984612875079b91f899f Resistor_SMD:R_0805_2012Metric Resistor, small symbol - + @@ -1891,13 +1977,13 @@ Resistor_SMD:R_0805_2012Metric Resistor, small symbol - + 5c70984612875079b91f899f Resistor_SMD:R_0805_2012Metric Resistor, small symbol - + diff --git a/hw/cam_profi/assembly/LION2CELL02-B_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/LION2CELL02-B_Fab+Edge_Cuts.pdf index 35bb291..c54b664 100644 Binary files a/hw/cam_profi/assembly/LION2CELL02-B_Fab+Edge_Cuts.pdf and b/hw/cam_profi/assembly/LION2CELL02-B_Fab+Edge_Cuts.pdf differ diff --git a/hw/cam_profi/assembly/LION2CELL02-F_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/LION2CELL02-F_Fab+Edge_Cuts.pdf index 5de7838..48e624e 100644 Binary files a/hw/cam_profi/assembly/LION2CELL02-F_Fab+Edge_Cuts.pdf and b/hw/cam_profi/assembly/LION2CELL02-F_Fab+Edge_Cuts.pdf differ diff --git a/hw/cam_profi/assembly/LION2CELL02-assembly_page_01.svg b/hw/cam_profi/assembly/LION2CELL02-assembly_page_01.svg index 3d70b7b..9ebec90 100644 --- a/hw/cam_profi/assembly/LION2CELL02-assembly_page_01.svg +++ b/hw/cam_profi/assembly/LION2CELL02-assembly_page_01.svg @@ -1,6 +1,6 @@ -SVG Image created as LION2CELL02-B_Fab.svg date 2024/07/24 18:40:03 +SVG Image created as LION2CELL02-B_Fab.svg date 2024/07/24 20:06:46 Image generated by PCBNEW @@ -92,45 +92,63 @@ -0.1u -0.1u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +100nF +100nF + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + C5 @@ -1891,36 +1909,31 @@ -5.1k -5.1k - - - - - - - - - - - - - - - - - - - - - - - - - - - - +5k1 +5k1 + + + + + + + + + + + + + + + + + + + + + + + R19 @@ -2197,36 +2210,31 @@ -5.1k -5.1k - - - - - - - - - - - - - - - - - - - - - - - - - - - - +5k1 +5k1 + + + + + + + + + + + + + + + + + + + + + + + R27 @@ -2257,37 +2265,32 @@ -5.1k +5k1 -5.1k - - - - - - - - - - - - - - - - - - - - - - - - - - - - +5k1 + + + + + + + + + + + + + + + + + + + + + + + @@ -3083,46 +3086,64 @@ -0.1u +100nF -0.1u - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +100nF + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + @@ -7246,7 +7267,7 @@ -SVG Image created as LION2CELL02-Edge_Cuts.svg date 2024/07/24 18:40:03 +SVG Image created as LION2CELL02-Edge_Cuts.svg date 2024/07/24 20:06:46 Image generated by PCBNEW diff --git a/hw/cam_profi/assembly/LION2CELL02-assembly_page_02.svg b/hw/cam_profi/assembly/LION2CELL02-assembly_page_02.svg index cf0e86f..3c535b3 100644 --- a/hw/cam_profi/assembly/LION2CELL02-assembly_page_02.svg +++ b/hw/cam_profi/assembly/LION2CELL02-assembly_page_02.svg @@ -1,6 +1,6 @@ -SVG Image created as LION2CELL02-F_Fab.svg date 2024/07/24 18:40:03 +SVG Image created as LION2CELL02-F_Fab.svg date 2024/07/24 20:06:46 Image generated by PCBNEW @@ -185,36 +185,145 @@ -10k -10k - - - - - - - - - - - - - - - - - - - - - - - - - - - - +NCP21XV103J03RA +NCP21XV103J03RA + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + TH2 @@ -236,36 +345,145 @@ -10k -10k - - - - - - - - - - - - - - - - - - - - - - - - - - - - +NCP21XV103J03RA +NCP21XV103J03RA + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + TH1 @@ -493,7 +711,7 @@ -SVG Image created as LION2CELL02-Edge_Cuts.svg date 2024/07/24 18:40:03 +SVG Image created as LION2CELL02-Edge_Cuts.svg date 2024/07/24 20:06:46 Image generated by PCBNEW diff --git a/hw/cam_profi/assembly/LION2CELL02-bom.csv b/hw/cam_profi/assembly/LION2CELL02-bom.csv index a9c2039..07fbd88 100644 --- a/hw/cam_profi/assembly/LION2CELL02-bom.csv +++ b/hw/cam_profi/assembly/LION2CELL02-bom.csv @@ -1,15 +1,15 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet,ust_id,mfpn,mpn,lcsc,manufacturer_part_number 1,,battery-2s,B1,18650,BAT_BK-18650-PC4_no_screws,1,,5c70984412875079b91f87e9,,,, 2,Unpolarized capacitor,C,C38,22nF,C_0805_2012Metric,1,~,5c70984712875079b91f8b4a,,,, -3,"Unpolarized capacitor, small symbol",C_Small,C9C10,47nF,C_0805_2012Metric,2,~,,,,, +3,"Unpolarized capacitor, small symbol",C_Small,C9C10,47nF,C_0805_2012Metric,2,~,65482046462c6d9e72056b98,,,, 4,"Unpolarized capacitor, small symbol",C_Small,C1C2C17C18C21C23C29,100nF,C_0805_2012Metric,7,~,5c70984712875079b91f8b45 5c70984712875079b91f8b4c,C0805 1u,C0805 1u,C1525, -5,"Unpolarized capacitor, small symbol",C_Small,C5C24,0.1u,C_0603_1608Metric,2,~,,,,, +5,"Unpolarized capacitor, small symbol",C_Small,C5C24,100nF,C_0603_1608Metric,2,~,5c70984812875079b91f8bf2,,,, 6,Unpolarized capacitor,C,C12C35,1uF,C_0805_2012Metric,2,~,5c70984712875079b91f8b6f,,,, -7,"Unpolarized capacitor, small symbol",C_Small,C16,2.2uF,C_0805_2012Metric,1,~,,,,C23630, +7,"Unpolarized capacitor, small symbol",C_Small,C16,2.2uF,C_0805_2012Metric,1,~,5c70984712875079b91f8b51,,,, 8,"Unpolarized capacitor, small symbol",C_Small,C20,4.7u,C_0805_2012Metric,1,~,,,,, -9,"Unpolarized capacitor, small symbol",C_Small,C3C4C6C7C8C11C13C19C25C26C27C30C31C36,10u,C_0805_2012Metric,14,~,607c1245128750769ee58ca7,,,, +9,"Unpolarized capacitor, small symbol",C_Small,C3C4C6C7C8C11C13C19C25C26C27C30C31C36,10u,C_0805_2012Metric,14,~,5c70984712875079b91f8b53 607c1245128750769ee58ca7,,,, 10,"75V 0.15A Fast switching Diode, SOD-323",1N4148WS,D6,1N4148WS,D_0805_2012Metric,1,https://www.vishay.com/docs/85751/1n4148ws.pdf,5c70984512875079b91f88c5,,,, -11,Light emitting diode,LED,D1D3D4D5D7D8,LED,LED_1206,6,~,,,,, +11,Light emitting diode,LED,D1D3D4D5D7D8,LED,LED_1206,6,~,5c70984412875079b91f8892,,,, 12,Schottky diode,D_Schottky,D2,PDS760-13,D_PowerDI-5,1,~,6087aaaf128750769ee58fb7,,,, 13,,CONN1_1,J2J3J8J9,CONN1_1,WAGO256,4,,,,,, 14,1x02 2.54 mm pitch header,HEADER_1x02,J11,HEADER_1x02,Straight_2x01,1,,,,,, @@ -23,22 +23,21 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet 22,"-4.0A Id, -30V Vds, P-Channel MOSFET, SOT-23",AO3401A,Q2,AP2305AGN-HF-3,SOT-23,1,https://www.tme.eu/Document/fc64476bcfec1f3af35a324c08c5f351/AP2305AGN-3.pdf,5c70984712875079b91f8af1,,,, 23,"N-MOSFET transistor, source/gate/drain",Q_NMOS_SGD,Q1Q3Q5,DMTH3002LPS,D_POWERDI5060-8_6.0x5.1mm_P1.27mm,3,https://eu.mouser.com/datasheet/2/115/DIOD_S_A0003132884_1-2542222.pdf,669990696fdfe6f54e2eb28a,,,,DMT31M7LPS-13 24,"Resistor, small symbol",R_Small,R35,2mR,R_2512_6332Metric,1,https://www.tme.eu/Document/9eb17c5caf6d68fb7c80b751e0adae3a/LR12.pdf,669ba41c6fdfe6f54e2eb51d,,,, -25,"Resistor, small symbol",R_Small,R8R20R32R33R34R36,100,R_0805_2012Metric,6,~,,,,C17408 C25076, -26,"Resistor, small symbol",R_Small,R17,470R,R_1206_3216Metric,1,~,,,,C17887, -27,"Resistor, small symbol",R_Small,R7,2k2,R_0805_2012Metric,1,~,,,,, +25,"Resistor, small symbol",R_Small,R8R20R32R33R34R36,100,R_0805_2012Metric,6,~,5c70984512875079b91f8977,,,C17408 C25076, +26,"Resistor, small symbol",R_Small,R17,470R,R_1206_3216Metric,1,~,60be2ed51287500165e6c1cd,,,, +27,"Resistor, small symbol",R_Small,R7,2k2,R_0805_2012Metric,1,~,5c70984612875079b91f8990,,,, 28,"Resistor, small symbol",R_Small,R1R2R19R27R28,5k1,R_0805_2012Metric,5,~,5fa0fc3e12875025b3977997,,,C25905, -29,"Resistor, small symbol",R_Small,R5,5.24k,R_0805_2012Metric,1,~,,,,, -30,"Resistor, small symbol",R_Small,R9,8k2,R_0805_2012Metric,1,~,,,,, -31,"Resistor, small symbol",R_Small,R11R13R14R15R24,10k,R_0805_2012Metric,5,~,,,,C25744, +29,"Resistor, small symbol",R_Small,R5,5.24k,R_0805_2012Metric,1,~,66a159d36fdfe6f54e2ebef5,,,, +30,"Resistor, small symbol",R_Small,R9,8k2,R_0805_2012Metric,1,~,5c70984612875079b91f899c,,,, +31,"Resistor, small symbol",R_Small,R11R13R14R15R24,10k,R_0805_2012Metric,5,~,5c70984612875079b91f899f,,,C25744, 32,Resistor,R,R12,15k8,R_0805_2012Metric,1,~,6087b414128750769ee590a1,,,, -33,"Resistor, small symbol",R_Small,R6,30.31k,R_0805_2012Metric,1,~,,,,, +33,"Resistor, small symbol",R_Small,R6,30.31k,R_0805_2012Metric,1,~,66a15a4a6fdfe6f54e2ebf1b,,,, 34,Resistor,R,R10,44k2,R_0805_2012Metric,1,~,669ebdcc6fdfe6f54e2eb869,,,, -35,"Resistor, small symbol",R_Small,R4,100k,R_0805_2012Metric,1,~,,,,, -36,"Resistor, small symbol",R_Small,R3,127k,R_0805_2012Metric,1,~,,,,, -37,"Resistor, small symbol",R_Small,R18R22R23,10M,R_0805_2012Metric,3,~,,,,C26082, -38,"Push button switch, generic, two pins",SW_Push,SW1SW2,SW_Push,SW_PUSH_SMALL,2,~,,,,, -39,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH1TH2,10k,R_0805_2012Metric,2,~,,,,C279801, -40,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH3TH4,NCP21XV103J03RA,R_0805_2012Metric,2,~,5c70984712875079b91f8ac5,,,, -41,,BQ25792RQMR,U1,BQ25792RQMR1,Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm,1,https://www.ti.com/lit/ds/symlink/bq25792.pdf,,,,, -42,,BQ40z50-R2,U3,BQ40z50-R2,Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4,1,http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf,,,,C179743, -43,,LMR14050,U2,LMR14050,SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias,1,https://www.ti.com/lit/ds/symlink/lmr14050.pdf,6087b6ba128750769ee59110,,,, +35,"Resistor, small symbol",R_Small,R4,100k,R_0805_2012Metric,1,~,639ed3d540d28a66c9e88a9e,,,, +36,"Resistor, small symbol",R_Small,R3,127k,R_0805_2012Metric,1,~,66a1559d6fdfe6f54e2ebeaa,,,, +37,"Resistor, small symbol",R_Small,R18R22R23,10M,R_0805_2012Metric,3,~,5c70984712875079b91f8aae,,,C26082, +38,"Push button switch, generic, two pins",SW_Push,SW1SW2,SW_Push,SW_PUSH_SMALL,2,~,5c70984712875079b91f8ad2,,,, +39,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH1TH2TH3TH4,NCP21XV103J03RA,R_0805_2012Metric,4,~,5c70984712875079b91f8ac5,,,C279801, +40,,BQ25792RQMR,U1,BQ25792RQMR1,Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm,1,https://www.ti.com/lit/ds/symlink/bq25792.pdf,66a15cdb6fdfe6f54e2ebf66,,,, +41,,BQ40z50-R2,U3,BQ40z50-R2,Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4,1,http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf,66a15dd06fdfe6f54e2ebf93,,,C179743, +42,,LMR14050,U2,LMR14050,SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias,1,https://www.ti.com/lit/ds/symlink/lmr14050.pdf,6087b6ba128750769ee59110,,,, diff --git a/hw/cam_profi/assembly/LION2CELL02-bom_nogroup.csv b/hw/cam_profi/assembly/LION2CELL02-bom_nogroup.csv index a9c2039..07fbd88 100644 --- a/hw/cam_profi/assembly/LION2CELL02-bom_nogroup.csv +++ b/hw/cam_profi/assembly/LION2CELL02-bom_nogroup.csv @@ -1,15 +1,15 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet,ust_id,mfpn,mpn,lcsc,manufacturer_part_number 1,,battery-2s,B1,18650,BAT_BK-18650-PC4_no_screws,1,,5c70984412875079b91f87e9,,,, 2,Unpolarized capacitor,C,C38,22nF,C_0805_2012Metric,1,~,5c70984712875079b91f8b4a,,,, -3,"Unpolarized capacitor, small symbol",C_Small,C9C10,47nF,C_0805_2012Metric,2,~,,,,, +3,"Unpolarized capacitor, small symbol",C_Small,C9C10,47nF,C_0805_2012Metric,2,~,65482046462c6d9e72056b98,,,, 4,"Unpolarized capacitor, small symbol",C_Small,C1C2C17C18C21C23C29,100nF,C_0805_2012Metric,7,~,5c70984712875079b91f8b45 5c70984712875079b91f8b4c,C0805 1u,C0805 1u,C1525, -5,"Unpolarized capacitor, small symbol",C_Small,C5C24,0.1u,C_0603_1608Metric,2,~,,,,, +5,"Unpolarized capacitor, small symbol",C_Small,C5C24,100nF,C_0603_1608Metric,2,~,5c70984812875079b91f8bf2,,,, 6,Unpolarized capacitor,C,C12C35,1uF,C_0805_2012Metric,2,~,5c70984712875079b91f8b6f,,,, -7,"Unpolarized capacitor, small symbol",C_Small,C16,2.2uF,C_0805_2012Metric,1,~,,,,C23630, +7,"Unpolarized capacitor, small symbol",C_Small,C16,2.2uF,C_0805_2012Metric,1,~,5c70984712875079b91f8b51,,,, 8,"Unpolarized capacitor, small symbol",C_Small,C20,4.7u,C_0805_2012Metric,1,~,,,,, -9,"Unpolarized capacitor, small symbol",C_Small,C3C4C6C7C8C11C13C19C25C26C27C30C31C36,10u,C_0805_2012Metric,14,~,607c1245128750769ee58ca7,,,, +9,"Unpolarized capacitor, small symbol",C_Small,C3C4C6C7C8C11C13C19C25C26C27C30C31C36,10u,C_0805_2012Metric,14,~,5c70984712875079b91f8b53 607c1245128750769ee58ca7,,,, 10,"75V 0.15A Fast switching Diode, SOD-323",1N4148WS,D6,1N4148WS,D_0805_2012Metric,1,https://www.vishay.com/docs/85751/1n4148ws.pdf,5c70984512875079b91f88c5,,,, -11,Light emitting diode,LED,D1D3D4D5D7D8,LED,LED_1206,6,~,,,,, +11,Light emitting diode,LED,D1D3D4D5D7D8,LED,LED_1206,6,~,5c70984412875079b91f8892,,,, 12,Schottky diode,D_Schottky,D2,PDS760-13,D_PowerDI-5,1,~,6087aaaf128750769ee58fb7,,,, 13,,CONN1_1,J2J3J8J9,CONN1_1,WAGO256,4,,,,,, 14,1x02 2.54 mm pitch header,HEADER_1x02,J11,HEADER_1x02,Straight_2x01,1,,,,,, @@ -23,22 +23,21 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet 22,"-4.0A Id, -30V Vds, P-Channel MOSFET, SOT-23",AO3401A,Q2,AP2305AGN-HF-3,SOT-23,1,https://www.tme.eu/Document/fc64476bcfec1f3af35a324c08c5f351/AP2305AGN-3.pdf,5c70984712875079b91f8af1,,,, 23,"N-MOSFET transistor, source/gate/drain",Q_NMOS_SGD,Q1Q3Q5,DMTH3002LPS,D_POWERDI5060-8_6.0x5.1mm_P1.27mm,3,https://eu.mouser.com/datasheet/2/115/DIOD_S_A0003132884_1-2542222.pdf,669990696fdfe6f54e2eb28a,,,,DMT31M7LPS-13 24,"Resistor, small symbol",R_Small,R35,2mR,R_2512_6332Metric,1,https://www.tme.eu/Document/9eb17c5caf6d68fb7c80b751e0adae3a/LR12.pdf,669ba41c6fdfe6f54e2eb51d,,,, -25,"Resistor, small symbol",R_Small,R8R20R32R33R34R36,100,R_0805_2012Metric,6,~,,,,C17408 C25076, -26,"Resistor, small symbol",R_Small,R17,470R,R_1206_3216Metric,1,~,,,,C17887, -27,"Resistor, small symbol",R_Small,R7,2k2,R_0805_2012Metric,1,~,,,,, +25,"Resistor, small symbol",R_Small,R8R20R32R33R34R36,100,R_0805_2012Metric,6,~,5c70984512875079b91f8977,,,C17408 C25076, +26,"Resistor, small symbol",R_Small,R17,470R,R_1206_3216Metric,1,~,60be2ed51287500165e6c1cd,,,, +27,"Resistor, small symbol",R_Small,R7,2k2,R_0805_2012Metric,1,~,5c70984612875079b91f8990,,,, 28,"Resistor, small symbol",R_Small,R1R2R19R27R28,5k1,R_0805_2012Metric,5,~,5fa0fc3e12875025b3977997,,,C25905, -29,"Resistor, small symbol",R_Small,R5,5.24k,R_0805_2012Metric,1,~,,,,, -30,"Resistor, small symbol",R_Small,R9,8k2,R_0805_2012Metric,1,~,,,,, -31,"Resistor, small symbol",R_Small,R11R13R14R15R24,10k,R_0805_2012Metric,5,~,,,,C25744, +29,"Resistor, small symbol",R_Small,R5,5.24k,R_0805_2012Metric,1,~,66a159d36fdfe6f54e2ebef5,,,, +30,"Resistor, small symbol",R_Small,R9,8k2,R_0805_2012Metric,1,~,5c70984612875079b91f899c,,,, +31,"Resistor, small symbol",R_Small,R11R13R14R15R24,10k,R_0805_2012Metric,5,~,5c70984612875079b91f899f,,,C25744, 32,Resistor,R,R12,15k8,R_0805_2012Metric,1,~,6087b414128750769ee590a1,,,, -33,"Resistor, small symbol",R_Small,R6,30.31k,R_0805_2012Metric,1,~,,,,, +33,"Resistor, small symbol",R_Small,R6,30.31k,R_0805_2012Metric,1,~,66a15a4a6fdfe6f54e2ebf1b,,,, 34,Resistor,R,R10,44k2,R_0805_2012Metric,1,~,669ebdcc6fdfe6f54e2eb869,,,, -35,"Resistor, small symbol",R_Small,R4,100k,R_0805_2012Metric,1,~,,,,, -36,"Resistor, small symbol",R_Small,R3,127k,R_0805_2012Metric,1,~,,,,, -37,"Resistor, small symbol",R_Small,R18R22R23,10M,R_0805_2012Metric,3,~,,,,C26082, -38,"Push button switch, generic, two pins",SW_Push,SW1SW2,SW_Push,SW_PUSH_SMALL,2,~,,,,, -39,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH1TH2,10k,R_0805_2012Metric,2,~,,,,C279801, -40,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH3TH4,NCP21XV103J03RA,R_0805_2012Metric,2,~,5c70984712875079b91f8ac5,,,, -41,,BQ25792RQMR,U1,BQ25792RQMR1,Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm,1,https://www.ti.com/lit/ds/symlink/bq25792.pdf,,,,, -42,,BQ40z50-R2,U3,BQ40z50-R2,Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4,1,http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf,,,,C179743, -43,,LMR14050,U2,LMR14050,SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias,1,https://www.ti.com/lit/ds/symlink/lmr14050.pdf,6087b6ba128750769ee59110,,,, +35,"Resistor, small symbol",R_Small,R4,100k,R_0805_2012Metric,1,~,639ed3d540d28a66c9e88a9e,,,, +36,"Resistor, small symbol",R_Small,R3,127k,R_0805_2012Metric,1,~,66a1559d6fdfe6f54e2ebeaa,,,, +37,"Resistor, small symbol",R_Small,R18R22R23,10M,R_0805_2012Metric,3,~,5c70984712875079b91f8aae,,,C26082, +38,"Push button switch, generic, two pins",SW_Push,SW1SW2,SW_Push,SW_PUSH_SMALL,2,~,5c70984712875079b91f8ad2,,,, +39,"Temperature dependent resistor, negative temperature coefficient",Thermistor_NTC,TH1TH2TH3TH4,NCP21XV103J03RA,R_0805_2012Metric,4,~,5c70984712875079b91f8ac5,,,C279801, +40,,BQ25792RQMR,U1,BQ25792RQMR1,Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm,1,https://www.ti.com/lit/ds/symlink/bq25792.pdf,66a15cdb6fdfe6f54e2ebf66,,,, +41,,BQ40z50-R2,U3,BQ40z50-R2,Texas_RSM0032A_VQFN-32-4.1x4.1-EP-1.4,1,http://www.ti.com/lit/ds/symlink/bq40z50-r2.pdf,66a15dd06fdfe6f54e2ebf93,,,C179743, +42,,LMR14050,U2,LMR14050,SOIC-8-1EP_3.9x4.9mm_P1.27mm_EP2.41x3.3mm_ThermalVias,1,https://www.ti.com/lit/ds/symlink/lmr14050.pdf,6087b6ba128750769ee59110,,,, diff --git a/hw/cam_profi/assembly/PnP/LION2CELL02_cpl_both_pos.csv b/hw/cam_profi/assembly/PnP/LION2CELL02_cpl_both_pos.csv index 5481964..6a37cf0 100644 --- a/hw/cam_profi/assembly/PnP/LION2CELL02_cpl_both_pos.csv +++ b/hw/cam_profi/assembly/PnP/LION2CELL02_cpl_both_pos.csv @@ -1,10 +1,10 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer "B1","18650","BAT_BK-18650-PC4_no_screws",45.7200,35.5600,0.0000,top "C1","100nF","C_0805_2012Metric",19.6850,39.2430,90.0000,bottom -"C2","0.1u","C_0805_2012Metric",29.9720,34.5440,90.0000,bottom +"C2","100nF","C_0805_2012Metric",29.9720,34.5440,90.0000,bottom "C3","10u","C_0805_2012Metric",27.9400,34.5440,90.0000,bottom "C4","10u","C_0805_2012Metric",23.3680,27.9400,180.0000,bottom -"C5","0.1u","C_0603_1608Metric",32.8930,25.4000,180.0000,bottom +"C5","100nF","C_0603_1608Metric",32.8930,25.4000,180.0000,bottom "C6","10u","C_0805_2012Metric",35.5600,24.5110,-90.0000,bottom "C7","10u","C_0805_2012Metric",45.0248,24.4680,-90.0000,bottom "C8","10u","C_0805_2012Metric",45.0502,28.1256,90.0000,bottom @@ -82,13 +82,13 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer "R15","10k","R_0805_2012Metric",67.8180,62.9920,180.0000,bottom "R17","470R","R_1206_3216Metric",16.7640,49.4030,-90.0000,bottom "R18","10M","R_0805_2012Metric",24.1300,48.0060,180.0000,bottom -"R19","5.1k","R_0805_2012Metric",28.0670,45.8470,180.0000,bottom +"R19","5k1","R_0805_2012Metric",28.0670,45.8470,180.0000,bottom "R20","100","R_0805_2012Metric",59.6631,41.1465,90.0000,bottom "R22","10M","R_0805_2012Metric",16.7640,53.4670,-90.0000,bottom "R23","10M","R_0805_2012Metric",33.7820,50.8000,90.0000,bottom "R24","10k","R_0805_2012Metric",52.3748,41.3258,0.0000,bottom -"R27","5.1k","R_0805_2012Metric",38.1000,46.1010,0.0000,bottom -"R28","5.1k","R_0805_2012Metric",20.5740,45.7200,90.0000,bottom +"R27","5k1","R_0805_2012Metric",38.1000,46.1010,0.0000,bottom +"R28","5k1","R_0805_2012Metric",20.5740,45.7200,90.0000,bottom "R32","100","R_0805_2012Metric",13.6144,45.0342,0.0000,bottom "R33","100","R_0805_2012Metric",13.8430,25.9080,0.0000,bottom "R34","100","R_0805_2012Metric",77.9780,31.3690,180.0000,bottom @@ -96,8 +96,8 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer "R36","100","R_0805_2012Metric",77.9780,33.5280,180.0000,bottom "SW1","SW_Push","SW_PUSH_SMALL",57.6580,60.7060,0.0000,top "SW2","SW_Push","SW_PUSH_SMALL",56.1340,11.0490,0.0000,top -"TH1","10k","R_0805_2012Metric",73.5330,25.9080,180.0000,top -"TH2","10k","R_0805_2012Metric",73.5584,45.1612,0.0000,top +"TH1","NCP21XV103J03RA","R_0805_2012Metric",73.5330,25.9080,180.0000,top +"TH2","NCP21XV103J03RA","R_0805_2012Metric",73.5584,45.1612,0.0000,top "TH3","NCP21XV103J03RA","R_0805_2012Metric",37.7190,40.1320,90.0000,bottom "TH4","NCP21XV103J03RA","R_0805_2012Metric",45.8978,35.0012,90.0000,bottom "U1","BQ25792RQMR1","Texas_RQM0029A_VQFN-HR-28_4x4mm_P0.5mm",31.3357,29.5275,0.0000,bottom diff --git a/hw/cam_profi/assembly/gerbers/PnP/LION2CELL02_cpl_bottom_pos.csv b/hw/cam_profi/assembly/gerbers/PnP/LION2CELL02_cpl_bottom_pos.csv index 324876a..74aa0fc 100644 --- a/hw/cam_profi/assembly/gerbers/PnP/LION2CELL02_cpl_bottom_pos.csv +++ b/hw/cam_profi/assembly/gerbers/PnP/LION2CELL02_cpl_bottom_pos.csv @@ -1,9 +1,9 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer "C1","100nF","C_0805_2012Metric",19.6850,39.2430,90.0000,bottom -"C2","0.1u","C_0805_2012Metric",29.9720,34.5440,90.0000,bottom +"C2","100nF","C_0805_2012Metric",29.9720,34.5440,90.0000,bottom "C3","10u","C_0805_2012Metric",27.9400,34.5440,90.0000,bottom "C4","10u","C_0805_2012Metric",23.3680,27.9400,180.0000,bottom -"C5","0.1u","C_0603_1608Metric",32.8930,25.4000,180.0000,bottom +"C5","100nF","C_0603_1608Metric",32.8930,25.4000,180.0000,bottom "C6","10u","C_0805_2012Metric",35.5600,24.5110,-90.0000,bottom "C7","10u","C_0805_2012Metric",45.0248,24.4680,-90.0000,bottom "C8","10u","C_0805_2012Metric",45.0502,28.1256,90.0000,bottom @@ -65,13 +65,13 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer "R15","10k","R_0805_2012Metric",67.8180,62.9920,180.0000,bottom "R17","470R","R_1206_3216Metric",16.7640,49.4030,-90.0000,bottom "R18","10M","R_0805_2012Metric",24.1300,48.0060,180.0000,bottom -"R19","5.1k","R_0805_2012Metric",28.0670,45.8470,180.0000,bottom +"R19","5k1","R_0805_2012Metric",28.0670,45.8470,180.0000,bottom "R20","100","R_0805_2012Metric",59.6631,41.1465,90.0000,bottom "R22","10M","R_0805_2012Metric",16.7640,53.4670,-90.0000,bottom "R23","10M","R_0805_2012Metric",33.7820,50.8000,90.0000,bottom "R24","10k","R_0805_2012Metric",52.3748,41.3258,0.0000,bottom -"R27","5.1k","R_0805_2012Metric",38.1000,46.1010,0.0000,bottom -"R28","5.1k","R_0805_2012Metric",20.5740,45.7200,90.0000,bottom +"R27","5k1","R_0805_2012Metric",38.1000,46.1010,0.0000,bottom +"R28","5k1","R_0805_2012Metric",20.5740,45.7200,90.0000,bottom "R32","100","R_0805_2012Metric",13.6144,45.0342,0.0000,bottom "R33","100","R_0805_2012Metric",13.8430,25.9080,0.0000,bottom "R34","100","R_0805_2012Metric",77.9780,31.3690,180.0000,bottom diff --git a/hw/cam_profi/assembly/gerbers/PnP/LION2CELL02_cpl_top_pos.csv b/hw/cam_profi/assembly/gerbers/PnP/LION2CELL02_cpl_top_pos.csv index 67edb14..0955b06 100644 --- a/hw/cam_profi/assembly/gerbers/PnP/LION2CELL02_cpl_top_pos.csv +++ b/hw/cam_profi/assembly/gerbers/PnP/LION2CELL02_cpl_top_pos.csv @@ -18,5 +18,5 @@ Designator,Val,Package,Mid X,Mid Y,Rotation,Layer "JP1","Jumper_2_Open","Straight_2x01",44.7040,59.1820,90.0000,top "SW1","SW_Push","SW_PUSH_SMALL",57.6580,60.7060,0.0000,top "SW2","SW_Push","SW_PUSH_SMALL",56.1340,11.0490,0.0000,top -"TH1","10k","R_0805_2012Metric",73.5330,25.9080,180.0000,top -"TH2","10k","R_0805_2012Metric",73.5584,45.1612,0.0000,top +"TH1","NCP21XV103J03RA","R_0805_2012Metric",73.5330,25.9080,180.0000,top +"TH2","NCP21XV103J03RA","R_0805_2012Metric",73.5584,45.1612,0.0000,top diff --git a/hw/cam_profi/gbr/LION2CELL02A-B_Cu.gbr b/hw/cam_profi/gbr/LION2CELL02A-B_Cu.gbr index 468961c..b8d58a0 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-B_Cu.gbr +++ b/hw/cam_profi/gbr/LION2CELL02A-B_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*% -%TF.CreationDate,2024-07-24T18:39:24+00:00*% +%TF.CreationDate,2024-07-24T20:06:03+00:00*% %TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L2,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 18:39:24* +G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 20:06:03* %MOMM*% %LPD*% G01* @@ -11549,30 +11549,6 @@ G37* %TD.AperFunction*% %TD*% %TA.AperFunction,Conductor*% -%TO.N,Net-(Q1-G)*% -G36* -X40571471Y54785920D02* -G01* -X40958915Y54595740D01* -X40964832Y54589018D01* -X40964263Y54580082D01* -X40962033Y54576964D01* -X40761483Y54376414D01* -X40761470Y54376400D01* -X40572292Y54187837D01* -X40564013Y54184424D01* -X40555745Y54187864D01* -X40368073Y54376414D01* -X40266566Y54478396D01* -X40263158Y54486677D01* -X40266603Y54494941D01* -X40558086Y54783728D01* -X40566373Y54787116D01* -X40571471Y54785920D01* -G37* -%TD.AperFunction*% -%TD*% -%TA.AperFunction,Conductor*% %TO.N,Net-(Q3-G)*% G36* X18417201Y54277506D02* @@ -11598,30 +11574,6 @@ G37* %TD.AperFunction*% %TD*% %TA.AperFunction,Conductor*% -%TO.N,Net-(Q5-G)*% -G36* -X32393142Y50467387D02* -G01* -X32686601Y50318252D01* -X32692424Y50311449D01* -X32693000Y50307822D01* -X32693000Y50022179D01* -X32689573Y50013906D01* -X32686601Y50011749D01* -X32393151Y49862618D01* -X32384223Y49861924D01* -X32382791Y49862498D01* -X31773999Y50154450D01* -X31768021Y50161118D01* -X31768508Y50170059D01* -X31773999Y50175550D01* -X32382793Y50467504D01* -X32391732Y50467990D01* -X32393142Y50467387D01* -G37* -%TD.AperFunction*% -%TD*% -%TA.AperFunction,Conductor*% %TO.N,/Power Input/Power_load*% G36* X34458077Y60203715D02* @@ -11899,6 +11851,30 @@ G37* %TD.AperFunction*% %TD*% %TA.AperFunction,Conductor*% +%TO.N,Net-(Q5-G)*% +G36* +X32393142Y50467387D02* +G01* +X32686601Y50318252D01* +X32692424Y50311449D01* +X32693000Y50307822D01* +X32693000Y50022179D01* +X32689573Y50013906D01* +X32686601Y50011749D01* +X32393151Y49862618D01* +X32384223Y49861924D01* +X32382791Y49862498D01* +X31773999Y50154450D01* +X31768021Y50161118D01* +X31768508Y50170059D01* +X31773999Y50175550D01* +X32382793Y50467504D01* +X32391732Y50467990D01* +X32393142Y50467387D01* +G37* +%TD.AperFunction*% +%TD*% +%TA.AperFunction,Conductor*% %TO.N,VBUS*% G36* X30677039Y33990915D02* @@ -12014,4 +11990,28 @@ X55540077Y24694515D01* G37* %TD.AperFunction*% %TD*% +%TA.AperFunction,Conductor*% +%TO.N,Net-(Q1-G)*% +G36* +X40571471Y54785920D02* +G01* +X40958915Y54595740D01* +X40964832Y54589018D01* +X40964263Y54580082D01* +X40962033Y54576964D01* +X40761483Y54376414D01* +X40761470Y54376400D01* +X40572292Y54187837D01* +X40564013Y54184424D01* +X40555745Y54187864D01* +X40368073Y54376414D01* +X40266566Y54478396D01* +X40263158Y54486677D01* +X40266603Y54494941D01* +X40558086Y54783728D01* +X40566373Y54787116D01* +X40571471Y54785920D01* +G37* +%TD.AperFunction*% +%TD*% M02* diff --git a/hw/cam_profi/gbr/LION2CELL02A-B_Mask.gbr b/hw/cam_profi/gbr/LION2CELL02A-B_Mask.gbr index cb06e57..361285b 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-B_Mask.gbr +++ b/hw/cam_profi/gbr/LION2CELL02A-B_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*% -%TF.CreationDate,2024-07-24T18:39:24+00:00*% +%TF.CreationDate,2024-07-24T20:06:03+00:00*% %TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Soldermask,Bot*% %TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 18:39:24* +G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 20:06:03* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/LION2CELL02A-B_Paste.gbr b/hw/cam_profi/gbr/LION2CELL02A-B_Paste.gbr index c9699f4..e7b029e 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-B_Paste.gbr +++ b/hw/cam_profi/gbr/LION2CELL02A-B_Paste.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*% -%TF.CreationDate,2024-07-24T18:39:24+00:00*% +%TF.CreationDate,2024-07-24T20:06:03+00:00*% %TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*% %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 8.0.3+1) date 2024-07-24 18:39:24* +G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 20:06:03* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/LION2CELL02A-B_Silkscreen.gbr b/hw/cam_profi/gbr/LION2CELL02A-B_Silkscreen.gbr index 3076840..20257d3 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-B_Silkscreen.gbr +++ b/hw/cam_profi/gbr/LION2CELL02A-B_Silkscreen.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*% -%TF.CreationDate,2024-07-24T18:39:24+00:00*% +%TF.CreationDate,2024-07-24T20:06:03+00:00*% %TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Legend,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 18:39:24* +G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 20:06:03* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/LION2CELL02A-Edge_Cuts.gbr b/hw/cam_profi/gbr/LION2CELL02A-Edge_Cuts.gbr index a47d619..e3e4cc8 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-Edge_Cuts.gbr +++ b/hw/cam_profi/gbr/LION2CELL02A-Edge_Cuts.gbr @@ -1,11 +1,11 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*% -%TF.CreationDate,2024-07-24T18:39:24+00:00*% +%TF.CreationDate,2024-07-24T20:06:03+00:00*% %TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Profile,NP*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 18:39:24* +G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 20:06:03* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/LION2CELL02A-F_Cu.gbr b/hw/cam_profi/gbr/LION2CELL02A-F_Cu.gbr index a34390d..033aca1 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-F_Cu.gbr +++ b/hw/cam_profi/gbr/LION2CELL02A-F_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*% -%TF.CreationDate,2024-07-24T18:39:24+00:00*% +%TF.CreationDate,2024-07-24T20:06:03+00:00*% %TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*% %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 8.0.3+1) date 2024-07-24 18:39:24* +G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 20:06:03* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/LION2CELL02A-F_Mask.gbr b/hw/cam_profi/gbr/LION2CELL02A-F_Mask.gbr index 9772003..946c404 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-F_Mask.gbr +++ b/hw/cam_profi/gbr/LION2CELL02A-F_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*% -%TF.CreationDate,2024-07-24T18:39:24+00:00*% +%TF.CreationDate,2024-07-24T20:06:03+00:00*% %TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*% %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 8.0.3+1) date 2024-07-24 18:39:24* +G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 20:06:03* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/LION2CELL02A-F_Silkscreen.gbr b/hw/cam_profi/gbr/LION2CELL02A-F_Silkscreen.gbr index ed4c380..21def9e 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-F_Silkscreen.gbr +++ b/hw/cam_profi/gbr/LION2CELL02A-F_Silkscreen.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.3+1*% -%TF.CreationDate,2024-07-24T18:39:24+00:00*% +%TF.CreationDate,2024-07-24T20:06:03+00:00*% %TF.ProjectId,LION2CELL02,4c494f4e-3243-4454-9c4c-30322e6b6963,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Legend,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 18:39:24* +G04 Created by KiCad (PCBNEW 8.0.3+1) date 2024-07-24 20:06:03* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/LION2CELL02A-NPTH_drill.drl b/hw/cam_profi/gbr/LION2CELL02A-NPTH_drill.drl index 130946e..f893a20 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-NPTH_drill.drl +++ b/hw/cam_profi/gbr/LION2CELL02A-NPTH_drill.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 8.0.3+1} date 2024-07-24T18:39:24+0000 +; DRILL file {KiCad 8.0.3+1} date 2024-07-24T20:06:03+0000 ; FORMAT={3:3/ absolute / metric / suppress leading zeros} -; #@! TF.CreationDate,2024-07-24T18:39:24+00:00 +; #@! TF.CreationDate,2024-07-24T20:06:03+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.3+1 ; #@! TF.FileFunction,NonPlated,1,2,NPTH FMAT,2 diff --git a/hw/cam_profi/gbr/LION2CELL02A-PTH_drill.drl b/hw/cam_profi/gbr/LION2CELL02A-PTH_drill.drl index 5604003..5cb31c4 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-PTH_drill.drl +++ b/hw/cam_profi/gbr/LION2CELL02A-PTH_drill.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 8.0.3+1} date 2024-07-24T18:39:24+0000 +; DRILL file {KiCad 8.0.3+1} date 2024-07-24T20:06:03+0000 ; FORMAT={3:3/ absolute / metric / suppress leading zeros} -; #@! TF.CreationDate,2024-07-24T18:39:24+00:00 +; #@! TF.CreationDate,2024-07-24T20:06:03+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,8.0.3+1 ; #@! TF.FileFunction,Plated,1,2,PTH FMAT,2 diff --git a/hw/cam_profi/gbr/LION2CELL02A-job.gbrjob b/hw/cam_profi/gbr/LION2CELL02A-job.gbrjob index 0a8f9cb..722149c 100644 --- a/hw/cam_profi/gbr/LION2CELL02A-job.gbrjob +++ b/hw/cam_profi/gbr/LION2CELL02A-job.gbrjob @@ -5,7 +5,7 @@ "Application": "Pcbnew", "Version": "8.0.3+1" }, - "CreationDate": "2024-07-24T18:39:24+00:00" + "CreationDate": "2024-07-24T20:06:03+00:00" }, "GeneralSpecs": { "ProjectId": {