diff --git a/doc/gen/TFSIK01-RFSWITCH.svg b/doc/gen/TFSIK01-RFSWITCH.svg index dbc2768..0e1ce60 100644 --- a/doc/gen/TFSIK01-RFSWITCH.svg +++ b/doc/gen/TFSIK01-RFSWITCH.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 TFSIK01-RFSWITCH.svg date 2023/09/24 00:38:48 +SVG Image created as TFSIK01-RFSWITCH.svg date 2023/10/05 13:27:56 Image generated by Eeschema-SVG stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> - - - - - - +stroke-linecap:round; stroke-linejoin:round;fill:none" +d="M 184.1500,44.4500 +184.9120,45.7200 +" /> -C34 -C34 -+3V3 ++3V3 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + +GNDS +GNDS + -100pF -100pF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -4349,234 +4332,170 @@ stroke-linecap:round; stroke-linejoin:round;"> -GND -GND - - - - - - - - - - - - -GNDS +GNDS + - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -4589,536 +4508,499 @@ stroke-linecap:round; stroke-linejoin:round;"> stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> - - - - - - - +d="M 191.0080,101.0920 +191.0080,97.0280 +" /> + - + - -1 -1 -C31 +C31 + - - - - - - - - - -2 -2 - - - - - - - - - - - - - - - - -4 - -4 - - - - - - - - - -6 - -6 - - - - - - - - - - - - -100pF +100pF + - - - - - - - - - - - - - -7 -7 - - - - -U3 -U3 - - - - - - - - - - - - - - - - - - - - - - -QPL9547 -QPL9547 - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + +GNDS +GNDS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + @@ -5130,279 +5012,32 @@ stroke-linecap:round; stroke-linejoin:round;"> - + + + + + + + + + + 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- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -7757,2658 +7338,2600 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - -1 -1 -GNDS +GNDS + - - - - - - - - - -2 -2 - - - - - - - - - - - - -J4 -J4 - - - - - - - - -MCX 73415-1061 -MCX 73415-1061 - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + +GNDS +GNDS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + - +IN +IN + - - - - - +2 +2 + - - - - - - - - - - + - + +GND + +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C31 -C31 - - - - - - - - - - - - + +3 + +3 + - - - - - - - - - - - - - + - +OUT +OUT + - - - - - - - -100pF -100pF - - - - - - - - - - - - - - - - - - - - +5 +5 + - - - - - - - - - - - - - - - +FL1 +FL1 + - - - - - - - - - - +Value_433: AFS434S3-T +Value_433: AFS434S3-T + - - - - - - - - - - - - - - - - - - - - - - - - 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+ + + + + +GNDS +GNDS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -15575,113 +14462,118 @@ stroke-linecap:round; stroke-linejoin:round;"> + + -GND -GND - -+3V3 ++3V3 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -15700,8 +14592,8 @@ stroke-linecap:round; stroke-linejoin:round;"> - - -C5 -C5 -C14 +C14 + - - - - - - - - - - - - - - - - - - - - - - -10nF +10nF + - - - - - - -10uF -10uF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + +GND +GND + - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + @@ -15947,8 +14939,8 @@ stroke-linecap:round; stroke-linejoin:round;"> - - -C15 -C15 -C18 +C18 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -33pF -33pF - - - - - - - - - - - - - - - - -10uF +10uF + - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + @@ -16227,8 +15249,8 @@ stroke-linecap:round; stroke-linejoin:round;"> - - -C3 -C3 -C16 +C16 + - - - - - - - - - - - - - - - - - - - - - - - - - - - -10uF -10uF - - - - - - - - - - - - - -100nF +100nF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -D3 -D3 - - - - - - - - - - - - - - - - - - - - - - - - - -GREEN -GREEN - - - - - - - - + + + + + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -16734,113 +15706,113 @@ stroke-linecap:round; stroke-linejoin:round;"> -GND GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -16852,208 +15824,116 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - - - - - - - - - - -D1 -D1 - - - - - - - - - - - - - -GND +GND + - - - -RED -RED - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -17069,331 +15949,400 @@ stroke-linecap:round; stroke-linejoin:round;"> - + - - -R23 -R23 -R20 +R20 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -180R -180R - - - - - - - -1k +1k + - - - - - - - - + + + + + + + + + - - +NT1 +NT1 + - - - - - - - - - -NetTie_2 +NetTie_2 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + @@ -17405,3712 +16354,3161 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - - - - - - - - - - - - - - - - - - - - - -1 -1 -GNDS +GNDS + - - - - - - - - - -2 -2 - - - - - - - - - - - - - - - -3 -3 - - - - - - - - - - - - - - - - - - -4 -4 - - - - - - - - -5 -5 - - - - - - - - - - - - - - - + + + + - + - -6 -6 -GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - -MP -MP - - - - - - - - - - - - - - + - -J1 + -J1 - + + + + + + + + + - - +C2 +C2 + - - - - - - - - -SM06B-GHS-TB - -SM06B-GHS-TB - - - - - - - - - - - - - - - - - -100pF +100pF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + - - +C13 +C13 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +Value_433: 4.7pF +Value_433: 4.7pF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R22 -R22 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -180R -180R - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_868: 3pF +Value_868: 3pF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -D2 -D2 - - - - - - - - - - - - - - - - - - - - - - -RED -RED - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -1 -1 - - - - - - - - - - - -2 - -2 - - - - - - - - - - + + + + + + + + - + + + + + - -3 -3 -L10 +L10 + - - - - - - - - - - - - - - -C21 -C21 - - - - - - - - - - - - - - - +Value_433: 62nH +Value_433: 62nH + - - - - - - - - - - - - - - - -NFM21PC105 -NFM21PC105 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -+3V3 -+3V3 - - - - - - - - - - - - - -Value_868: 20nH +Value_868: 20nH + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C1 -C1 - - - - - - - - - - - - - - - - - - - - -10uF -10uF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R20 -R20 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -1k -1k - - - - - - - - - - - - - - - - - - - -+3V3 -+3V3 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND -GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + - -C17 -C17 -L5 +L5 + - - - - - - - - - - - - - - - - - -27nH +27nH + - - - -100pF -100pF - - - - - - - - - - - - - - - - - - - +Value_868: 11nH +Value_868: 11nH + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R2 -R2 - - - - - - - - - - - - - - - - - - - - - -33R -33R - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R1 -R1 - - - - - - - - - - - - - - - - -33R -33R - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -21119,493 +19517,517 @@ stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> - + + + + - - -R4 -R4 -C4 +C4 + - - - - - - - - - - - - - -33R -33R - - - - -100pF +100pF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C18 -C18 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + +M4 +M4 + - - - - - - -HOLE_TF +HOLE_TF + - - - - - - - - - - - - - - -10uF -10uF - - - - - - - - - - - - - - - - - + + + + + + + + ++5V ++5V + - - - - - - - - - - - - - - - - - - @@ -21617,236 +20039,16 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - - - - - -R3 -R3 - - - - - - - - - - - - - - - - - - - - - - - - -33R -33R - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - +stroke-linecap:round; stroke-linejoin:round;fill:none" +d="M 248.9200,122.4280 +248.9200,123.6980 +250.1900,123.6980 +248.9200,124.9680 +247.6500,123.6980 +248.9200,123.6980 +" /> - - - - + - - - -C9 -C9 - - - - - - - -M10 +M10 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - -13pF -13pF -HOLE_TF +HOLE_TF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_433: 15pF -Value_433: 15pF - - - - - - - - - + + + + + + + +M9 +M9 + - - - - - - - - - - - - - - - - - - - - - - - - -HOLE_TF +HOLE_TF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + +M3 +M3 + - - - - - - - - - - - - - - - - -HOLE_TF +HOLE_TF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_868: 5.1pF -Value_868: 5.1pF - + + + + + + + + + + +M2 +M2 + - - - - - - - - - - - - - -HOLE_TF +HOLE_TF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + +M6 +M6 + - - - - - - - - - - - - - - - - - - - - - - - - -HOLE_TF +HOLE_TF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + +M7 +M7 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -HOLE_TF +HOLE_TF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -23088,7 +21256,7 @@ stroke-linecap:round; stroke-linejoin:round;"> - + -M10 -M10 -M8 +M8 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + +HOLE_TF HOLE_TF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -23296,567 +21482,657 @@ stroke-linecap:round; stroke-linejoin:round;"> stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> - - - + - -M9 -M9 - - - - - - + + + + + + + + + + + + + + - +1 +1 + - - - - - + - +2 +2 + - - - - - - - - - - + - +3 +3 + - -HOLE_TF -HOLE_TF - - - - - - - - - - - - + - +4 +4 + - - - + - +5 +5 + - - - - - - - - - - - - - - - - - - + - - - - - - -M8 -M8 -6 +6 + - - - - - - - - - - - - - - - - - - - - - +J2 +J2 + - - - - - - - - - - - - - -HOLE_TF -HOLE_TF - -HEADER_2x03 +HEADER_2x03 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -M4 -M4 - - - - - - - -HOLE_TF -HOLE_TF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + @@ -23870,2192 +22146,2269 @@ stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> + + + - - + + + + + + + + + + - -C11 -C11 -1 +1 + - - - - - + - + +2 + +2 + - - - - - - - - - - + - +3 +3 + - - - - - - - -8,2pF -8,2pF - - - - - - + - + +4 + +4 + - - - +Y2 +Y2 + - - - - - - - - - - - - - +Value_433: ABM3B-30.000MHZ-10-1-U-T +Value_433: ABM3B-30.000MHZ-10-1-U-T + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_433: 9.1pF -Value_433: 9.1pF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_868: 3.9pF -Value_868: 3.9pF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_868: ECS-260-8-30B-CKM +Value_868: ECS-260-8-30B-CKM + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C13 -C13 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_433: 4.7pF -Value_433: 4.7pF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_868: 3pF -Value_868: 3pF - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + - @@ -26065,113 +24418,113 @@ stroke-linecap:round; stroke-linejoin:round;"> -GND GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -26186,85 +24539,85 @@ stroke-linecap:round; stroke-linejoin:round;"> -+5V +5V - - - - - - - - - - - - - - - - - - - @@ -26277,657 +24630,591 @@ stroke-linecap:round; stroke-linejoin:round;"> stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> - - - - - - + - - - - - - - - - - - - - - + - -1 -1 -R2 +R2 + - - - - - - - - - -2 -2 - - - - - - - - - - - - - - - -3 -3 - - - - -33R +33R + - - - - - - - - - - - - - -4 -4 - - - - - - - - -5 -5 - - - - - - - - - - - - - - - + + + + + + + + + + + + - - -6 -6 - + + + - - +R1 +R1 + - - - - - - - - - - - - - - - -33R +33R + - - - - -J2 -J2 - - - - - - - - - - - - - - - -HEADER_2x03 -HEADER_2x03 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + - - +R4 +R4 + - - - - - - - - - - - - - -33R +33R + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -26939,116 +25226,215 @@ stroke-linecap:round; stroke-linejoin:round;"> - + + + +stroke-linecap:round; stroke-linejoin:round;"> + + -GND -GND -R3 +R3 + - - - - - - - - - - - - - - - - - - - - - - - -33R +33R + - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + @@ -27062,327 +25448,420 @@ stroke:#840000; stroke-width:0.1524; stroke-opacity:1; stroke-linecap:round; stroke-linejoin:round;"> + + + - + - - -R6 -R6 -C17 +C17 + + + + + + + + + + + + + + + + + - + - - - -100pF +100pF + - - - - - - - - - - - - - - - - - - - - - - - - - - -180R -180R - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + - - +R6 +R6 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -27397,113 +25876,113 @@ stroke-linecap:round; stroke-linejoin:round;"> -GND GND - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - @@ -27515,15781 +25994,20556 @@ stroke-linecap:round; stroke-linejoin:round;"> - - - - - - + -L9 -L9 -GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - -Value_433: 56nH -Value_433: 56nH - - - - - - - - - + + + + + + + + ++3V3 ++3V3 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + - - +R23 +R23 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -180R +180R + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +D2 +D2 + + + + + + + + + + + + + + + + + + + + + + +RED +RED + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +1 +1 + + + + + + + + + + +2 +2 + + + + + + + + + + + + + + + +3 +3 + + + + + + + + + + + + + + + + + + +4 +4 + + + + + + + + +5 +5 + + + + + + + + + + + + + + + + + + + + +6 +6 + + + + + + + + + + + + + + + + + + + + + + + + + + +MP +MP + + + + + + + + + + + + + + + + + +J1 + +J1 + + + + + + + + + + + +SM06B-GHS-TB + +SM06B-GHS-TB + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + 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- - - - - - + + + + + + + + + + + + + - - - - - - - - - - - - - -3V3 TX - -3V3 TX - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -3V3 TX -3V3 TX - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -#RST_C2CK -#RST_C2CK - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -#RST_C2CK -#RST_C2CK - - -Value_868: 13.53+j15.59Ω +Value_868: 13.53+j15.59Ω + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -P1.5 -P1.5 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -P1.6 -P1.6 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -LP Filter - -LP Filter - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -PA Match -PA Match - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_433: 27.07+j31.19Ω -Value_433: 27.07+j31.19Ω - - - - - - - - - - - - - - - - - - - - - + + +Class-E Match Component Values according to AN648. +Class-E Match Component Values according to AN648. + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_868: 13.53+j15.59Ω -Value_868: 13.53+j15.59Ω - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 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- - - - -Value_433: 270nH - -Value_433: 270nH - - - - - - - - - - -Value_868: 3.9pF +Value_868: 3.9pF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_868: 120nH - -Value_868: 120nH - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - - +GNDS +GNDS + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R22 +R22 + - - - - - - - - - - - - - - + - - - - - - - - - -GND -GND - - - - - - - - - - -180R +180R + - - - - - - - - - - - - - - - - - - - - -C9 -C9 - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -13pF -13pF - - - - - - - - - - - + - - +C19 +C19 + - - - - - - - - - - - - - - - - - - - - - - -Value_433: 15pF -Value_433: 15pF - - - - - - - - - - - - - - - - - - - - -100nF +100nF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - - +C20 +C20 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -Value_868: 5.1pF -Value_868: 5.1pF - - - - - - - - - -10uF +10uF + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - - +R6 +R6 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + - - +GND +GND + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -R23 +R23 + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -180R +180R + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -C11 -C11 - - - - - - - - - - - - - - - - - - - - - - - - - -8,2pF -8,2pF - - - - - - - - - - - - - - + - - +D2 +D2 + - - - - - - - - - - - - - - - - - - - - - -RED +RED + - - - - - - - - - - - - - - - - - - - - - - - -Value_433: 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")) +var pcbdata = JSON.parse(LZString.decompressFromBase64("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")) /////////////////////////////////////////////// /////////////////////////////////////////////// diff --git a/hw/cam_profi/TFSIK01.xml b/hw/cam_profi/TFSIK01.xml index 24581b8..73d891c 100644 --- a/hw/cam_profi/TFSIK01.xml +++ b/hw/cam_profi/TFSIK01.xml @@ -2,11 +2,11 @@ /github/workspace/hw/sch_pcb/TFSIK01.kicad_sch - Sun Sep 24 00:39:28 2023 + Thu Oct 5 13:28:30 2023 Eeschema 7.0.7-7.0.7~ubuntu23.04.1 - TFSIK01A + TFSIK01B ThunderFly s.r.o. 2021-05-19 @@ -364,21 +364,14 @@ 00000000-0000-0000-0000-00005c02aa00 - RED - LED_SMD:LED_0603_1608Metric_Pad1.05x0.95mm_HandSolder - - 60d581db1287500165f859a2 - - - - - + LED_Dual_AKAK + - - + + - 3aa405ac-d4bb-4c24-9d29-928b6888466e + ae9d7f51-0e9f-4178-bba2-c6b86a82a513 RED @@ -687,6 +680,18 @@ bcfafd59-b021-4674-82fc-f8c45a829d55 + + NetTie_2 + NetTie:NetTie-2_SMD_Pad0.5mm + + + + + + + + ce2bb454-6188-4a78-8534-e5e25d3dec77 + 33R Resistor_SMD:R_0603_1608Metric @@ -756,13 +761,10 @@ 3bd076be-493c-4f50-87dd-ec8f14ca6120 - 180R + ~ Resistor_SMD:R_0603_1608Metric - - 5c70984512875079b91f8957 - - + @@ -772,6 +774,34 @@ 7a1b577e-e44c-4f8c-b05d-ebbd05308e3f + + ~ + Resistor_SMD:R_0603_1608Metric + + + + + + + + + + 2281721d-4abc-43a6-bc63-5c57920c7cba + + + 0R + Resistor_SMD:R_0805_2012Metric + + + + + + + + + + 9e75bbb5-b75c-45e6-b2b5-322a724cc50c + 1k Resistor_SMD:R_0603_1608Metric @@ -1340,6 +1370,26 @@ + + Dual LED, cathodes on pins 2 and 4 + ~ + + LED* + LED_SMD:* + LED_THT:* + + + D + LED_Dual_AKAK + ~ + + + + + + + + Inductor, small symbol ~ @@ -1359,6 +1409,22 @@ + + Net tie, 2 pins + ~ + + Net*Tie* + + + NT + NetTie_2 + ~ + + + + + + Resistor ~ @@ -1589,6 +1655,7 @@ + @@ -1610,7 +1677,7 @@ - + @@ -1627,7 +1694,8 @@ - + + @@ -1650,44 +1718,50 @@ - - - + + + + + + + + + + + + + + + + + + + + + - - - - - - - - - - - - + - @@ -1697,174 +1771,180 @@ - - - + - + - + - + - + - + - + - + - + - + - - + + + + + + - + - + - + - + - + - + - + - + + + + + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + - + diff --git a/hw/cam_profi/assembly/TFSIK01-B_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/TFSIK01-B_Fab+Edge_Cuts.pdf index 2bb8f98..3bfdf8a 100644 Binary files a/hw/cam_profi/assembly/TFSIK01-B_Fab+Edge_Cuts.pdf and b/hw/cam_profi/assembly/TFSIK01-B_Fab+Edge_Cuts.pdf differ diff --git a/hw/cam_profi/assembly/TFSIK01-F_Fab+Edge_Cuts.pdf b/hw/cam_profi/assembly/TFSIK01-F_Fab+Edge_Cuts.pdf index ec7010f..b6cf697 100644 Binary files a/hw/cam_profi/assembly/TFSIK01-F_Fab+Edge_Cuts.pdf and b/hw/cam_profi/assembly/TFSIK01-F_Fab+Edge_Cuts.pdf differ diff --git a/hw/cam_profi/assembly/TFSIK01-assembly_page_01.svg b/hw/cam_profi/assembly/TFSIK01-assembly_page_01.svg index 2fec1b0..54ded89 100644 --- a/hw/cam_profi/assembly/TFSIK01-assembly_page_01.svg +++ b/hw/cam_profi/assembly/TFSIK01-assembly_page_01.svg @@ -1,6 +1,6 @@ -SVG Image created as TFSIK01-B_Fab.svg date 2023/09/24 00:39:22 +SVG Image created as TFSIK01-B_Fab.svg date 2023/10/05 13:28:24 Image generated by PCBNEW @@ -2364,7 +2364,7 @@ -SVG Image created as TFSIK01-Edge_Cuts.svg date 2023/09/24 00:39:22 +SVG Image created as TFSIK01-Edge_Cuts.svg date 2023/10/05 13:28:24 Image generated by PCBNEW diff --git a/hw/cam_profi/assembly/TFSIK01-assembly_page_02.svg b/hw/cam_profi/assembly/TFSIK01-assembly_page_02.svg index 4b6d2a1..41c0397 100644 --- a/hw/cam_profi/assembly/TFSIK01-assembly_page_02.svg +++ b/hw/cam_profi/assembly/TFSIK01-assembly_page_02.svg @@ -1,6 +1,6 @@ -SVG Image created as TFSIK01-F_Fab.svg date 2023/09/24 00:39:22 +SVG Image created as TFSIK01-F_Fab.svg date 2023/10/05 13:28:24 Image generated by PCBNEW @@ -152,7 +152,7 @@ -SVG Image created as TFSIK01-Edge_Cuts.svg date 2023/09/24 00:39:22 +SVG Image created as TFSIK01-Edge_Cuts.svg date 2023/10/05 13:28:24 Image generated by PCBNEW diff --git a/hw/cam_profi/assembly/TFSIK01-bom.csv b/hw/cam_profi/assembly/TFSIK01-bom.csv index 12b530e..5084a1f 100644 --- a/hw/cam_profi/assembly/TFSIK01-bom.csv +++ b/hw/cam_profi/assembly/TFSIK01-bom.csv @@ -11,26 +11,30 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet 10,"EMI filter, single capacitor",Filter_EMI_C,C21,NFM21PC105,FIR_0805,1,http://www.murata.com/~/media/webrenewal/support/library/catalog/products/emc/emifil/c31e.ashx?la=en-gb,5c70984412875079b91f880f,,,,, 11,"Unpolarized capacitor, small symbol",C_Small,C12C13,~,C_0603_1608Metric,2,~,,1pF 3pF,2.2pF 4.7pF,5c70984812875079b91f8bdd 5c70984812875079b91f8be0,64c9689576c82a1d3b5794ae 64c96d7f76c82a1d3b57951d, 12,Light emitting diode,LED,D3,GREEN,LED_0603_1608Metric_Pad1.05x0.95mm_HandSolder,1,~,60d582331287500165f859d0,,,,, -13,Light emitting diode,LED,D1D2,RED,LED_0603_1608Metric_Pad1.05x0.95mm_HandSolder,2,~,60d581db1287500165f859a2,,,,, -14,Dielectric Band Pass Filter for 1575MHz,SAW_AFS434S3-T_AFS869S3-T,FL1,~,ABRACON_AFS,1,,,AFS869S3-T,AFS434S3-T,5fd09b1b1287507e2b223689,5c70984712875079b91f8b19, -15,2x03 2.54 mm pitch header,HEADER_2x03,J2,HEADER_2x03,SMD_2x03,1,,,,,,,0 -16,,SMA,J3J4,MCX 73415-1061,MCX_Molex_73415-1061,2,,611b66b31287500165a973eb,,,,, -17,1x07 2.54 mm pitch header,SM06B-GHS-TB,J1,SM06B-GHS-TB,JST_GH_SM06B-GHS-TB_1x06-1MP_P1.25mm_Horizontal,1,,5fa0f70212875025b3977932,,,,, -18,Inductor,L,L13,15nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5cd08bde128750448e4542d8,9.1nH,,,, -19,Inductor,L,L16,18nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5c70984412875079b91f8806,,,,, -20,"Inductor, small symbol",L_Small,L3,22nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,60be80ed1287500165e6c3bb,11nH,,,, -21,"Inductor, small symbol",L_Small,L5,27nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5c70984412875079b91f8807,11nH,,,, -22,"Inductor, small symbol",L_Small,L7,30nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,611b69d31287500165a9742b,15nH,33nH,,, -23,Inductor,L,L11L12,150nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,2,~,611b63ba1287500165a97381,,,,, -24,"Inductor, small symbol",L_Small,L8L9L10,~,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,3,~,5c70984412875079b91f880d,120nH 24nH,270nH 56nH 62nH,5c70984812875079b91f8ba4 64c92bf976c82a1d3b57944c,5c70984412875079b91f8814 64c969b476c82a1d3b5794d8, -25,,HOLE_TF,M1M2M3M4M5M6M7M8M9M10,HOLE_TF,dira_3mm,10,,,,,,, -26,Resistor,R,R1R2R3R4,33R,R_0603_1608Metric,4,~,5c70984512875079b91f8952,,,,, -27,Resistor,R,R6R22R23,180R,R_0603_1608Metric,3,~,5c70984512875079b91f8957,,,,, -28,Resistor,R,R20,1k,R_0603_1608Metric,1,~,5c70984512875079b91f895c,,,,, -29,Resistor,R,R5,3k32,R_0603_1608Metric,1,~,611b6b921287500165a97468,,,,, -30,,LM1117,U1,LM1117-3V3,SOT-223,1,,5c70984712875079b91f8af9,,,,, -31,RF Switch,PE4259,U7,PE4259,SOT-363_SC-70-6,1,https://www.psemi.com/pdf/datasheets/pe4259ds.pdf,5face19b12875025b3977e15,,,,, -32,RF Switch,MLAB_IO:PE4259_1,U9,PE4259,SOT-363_SC-70-6,1,https://www.psemi.com/pdf/datasheets/pe4259ds.pdf,5face19b12875025b3977e15,,,,, -33,,QPL9547,U3,QPL9547,SON50P200X200X95-9N-D,1,https://www.qorvo.com/products/p/QPL95474,611b78331287500165a97491,,,,, -34,,Si1060-A-GM,U2,Si1060-A-GM,QFN-36-1EP_5x6mm_P0.5mm_EP3.6x4.1mm_ThermalVias,1,https://www.silabs.com/documents/public/data-sheets/Si106x-8x.pdf,5c70984812875079b91f8ba3,,,,, -35,"Four pin crystal, GND on pins 2 and 4",Crystal_GND24,Y2,~,Crystal_SMD_Abracon_ABM3B-4Pin_5.0x3.2mm,1,~,,ECS-260-8-30B-CKM,ABM3B-30.000MHZ-10-1-U-T,5c70984712875079b91f8ba1,64c9715d76c82a1d3b579549, +13,"Dual LED, cathodes on pins 2 and 4",LED_Dual_AKAK,D1,LED_Dual_AKAK,,1,~,,,,,, +14,Light emitting diode,LED,D2,RED,LED_0603_1608Metric_Pad1.05x0.95mm_HandSolder,1,~,60d581db1287500165f859a2,,,,, +15,Dielectric Band Pass Filter for 1575MHz,SAW_AFS434S3-T_AFS869S3-T,FL1,~,ABRACON_AFS,1,,,AFS869S3-T,AFS434S3-T,5fd09b1b1287507e2b223689,5c70984712875079b91f8b19, +16,2x03 2.54 mm pitch header,HEADER_2x03,J2,HEADER_2x03,SMD_2x03,1,,,,,,,0 +17,,SMA,J3J4,MCX 73415-1061,MCX_Molex_73415-1061,2,,611b66b31287500165a973eb,,,,, +18,1x07 2.54 mm pitch header,SM06B-GHS-TB,J1,SM06B-GHS-TB,JST_GH_SM06B-GHS-TB_1x06-1MP_P1.25mm_Horizontal,1,,5fa0f70212875025b3977932,,,,, +19,Inductor,L,L13,15nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5cd08bde128750448e4542d8,9.1nH,,,, +20,Inductor,L,L16,18nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5c70984412875079b91f8806,,,,, +21,"Inductor, small symbol",L_Small,L3,22nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,60be80ed1287500165e6c3bb,11nH,,,, +22,"Inductor, small symbol",L_Small,L5,27nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5c70984412875079b91f8807,11nH,,,, +23,"Inductor, small symbol",L_Small,L7,30nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,611b69d31287500165a9742b,15nH,33nH,,, +24,Inductor,L,L11L12,150nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,2,~,611b63ba1287500165a97381,,,,, +25,"Inductor, small symbol",L_Small,L8L9L10,~,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,3,~,5c70984412875079b91f880d,120nH 24nH,270nH 56nH 62nH,5c70984812875079b91f8ba4 64c92bf976c82a1d3b57944c,5c70984412875079b91f8814 64c969b476c82a1d3b5794d8, +26,,HOLE_TF,M1M2M3M4M5M6M7M8M9M10,HOLE_TF,dira_3mm,10,,,,,,, +27,"Net tie, 2 pins",NetTie_2,NT1,NetTie_2,NetTie-2_SMD_Pad0.5mm,1,~,,,,,, +28,Resistor,R,R8,0R,R_0805_2012Metric,1,~,,,,,, +29,Resistor,R,R1R2R3R4,33R,R_0603_1608Metric,4,~,5c70984512875079b91f8952,,,,, +30,Resistor,R,R22R23,180R,R_0603_1608Metric,2,~,5c70984512875079b91f8957,,,,, +31,Resistor,R,R20,1k,R_0603_1608Metric,1,~,5c70984512875079b91f895c,,,,, +32,Resistor,R,R5,3k32,R_0603_1608Metric,1,~,611b6b921287500165a97468,,,,, +33,Resistor,R,R6R7,~,R_0603_1608Metric,2,~,,,,,, +34,,LM1117,U1,LM1117-3V3,SOT-223,1,,5c70984712875079b91f8af9,,,,, +35,RF Switch,PE4259,U7,PE4259,SOT-363_SC-70-6,1,https://www.psemi.com/pdf/datasheets/pe4259ds.pdf,5face19b12875025b3977e15,,,,, +36,RF Switch,MLAB_IO:PE4259_1,U9,PE4259,SOT-363_SC-70-6,1,https://www.psemi.com/pdf/datasheets/pe4259ds.pdf,5face19b12875025b3977e15,,,,, +37,,QPL9547,U3,QPL9547,SON50P200X200X95-9N-D,1,https://www.qorvo.com/products/p/QPL95474,611b78331287500165a97491,,,,, +38,,Si1060-A-GM,U2,Si1060-A-GM,QFN-36-1EP_5x6mm_P0.5mm_EP3.6x4.1mm_ThermalVias,1,https://www.silabs.com/documents/public/data-sheets/Si106x-8x.pdf,5c70984812875079b91f8ba3,,,,, +39,"Four pin crystal, GND on pins 2 and 4",Crystal_GND24,Y2,~,Crystal_SMD_Abracon_ABM3B-4Pin_5.0x3.2mm,1,~,,ECS-260-8-30B-CKM,ABM3B-30.000MHZ-10-1-U-T,5c70984712875079b91f8ba1,64c9715d76c82a1d3b579549, diff --git a/hw/cam_profi/assembly/TFSIK01-bom_nogroup.csv b/hw/cam_profi/assembly/TFSIK01-bom_nogroup.csv index 12b530e..5084a1f 100644 --- a/hw/cam_profi/assembly/TFSIK01-bom_nogroup.csv +++ b/hw/cam_profi/assembly/TFSIK01-bom_nogroup.csv @@ -11,26 +11,30 @@ Component,Description,Part,References,Value,Footprint,Quantity Per PCB,Datasheet 10,"EMI filter, single capacitor",Filter_EMI_C,C21,NFM21PC105,FIR_0805,1,http://www.murata.com/~/media/webrenewal/support/library/catalog/products/emc/emifil/c31e.ashx?la=en-gb,5c70984412875079b91f880f,,,,, 11,"Unpolarized capacitor, small symbol",C_Small,C12C13,~,C_0603_1608Metric,2,~,,1pF 3pF,2.2pF 4.7pF,5c70984812875079b91f8bdd 5c70984812875079b91f8be0,64c9689576c82a1d3b5794ae 64c96d7f76c82a1d3b57951d, 12,Light emitting diode,LED,D3,GREEN,LED_0603_1608Metric_Pad1.05x0.95mm_HandSolder,1,~,60d582331287500165f859d0,,,,, -13,Light emitting diode,LED,D1D2,RED,LED_0603_1608Metric_Pad1.05x0.95mm_HandSolder,2,~,60d581db1287500165f859a2,,,,, -14,Dielectric Band Pass Filter for 1575MHz,SAW_AFS434S3-T_AFS869S3-T,FL1,~,ABRACON_AFS,1,,,AFS869S3-T,AFS434S3-T,5fd09b1b1287507e2b223689,5c70984712875079b91f8b19, -15,2x03 2.54 mm pitch header,HEADER_2x03,J2,HEADER_2x03,SMD_2x03,1,,,,,,,0 -16,,SMA,J3J4,MCX 73415-1061,MCX_Molex_73415-1061,2,,611b66b31287500165a973eb,,,,, -17,1x07 2.54 mm pitch header,SM06B-GHS-TB,J1,SM06B-GHS-TB,JST_GH_SM06B-GHS-TB_1x06-1MP_P1.25mm_Horizontal,1,,5fa0f70212875025b3977932,,,,, -18,Inductor,L,L13,15nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5cd08bde128750448e4542d8,9.1nH,,,, -19,Inductor,L,L16,18nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5c70984412875079b91f8806,,,,, -20,"Inductor, small symbol",L_Small,L3,22nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,60be80ed1287500165e6c3bb,11nH,,,, -21,"Inductor, small symbol",L_Small,L5,27nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5c70984412875079b91f8807,11nH,,,, -22,"Inductor, small symbol",L_Small,L7,30nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,611b69d31287500165a9742b,15nH,33nH,,, -23,Inductor,L,L11L12,150nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,2,~,611b63ba1287500165a97381,,,,, -24,"Inductor, small symbol",L_Small,L8L9L10,~,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,3,~,5c70984412875079b91f880d,120nH 24nH,270nH 56nH 62nH,5c70984812875079b91f8ba4 64c92bf976c82a1d3b57944c,5c70984412875079b91f8814 64c969b476c82a1d3b5794d8, -25,,HOLE_TF,M1M2M3M4M5M6M7M8M9M10,HOLE_TF,dira_3mm,10,,,,,,, -26,Resistor,R,R1R2R3R4,33R,R_0603_1608Metric,4,~,5c70984512875079b91f8952,,,,, -27,Resistor,R,R6R22R23,180R,R_0603_1608Metric,3,~,5c70984512875079b91f8957,,,,, -28,Resistor,R,R20,1k,R_0603_1608Metric,1,~,5c70984512875079b91f895c,,,,, -29,Resistor,R,R5,3k32,R_0603_1608Metric,1,~,611b6b921287500165a97468,,,,, -30,,LM1117,U1,LM1117-3V3,SOT-223,1,,5c70984712875079b91f8af9,,,,, -31,RF Switch,PE4259,U7,PE4259,SOT-363_SC-70-6,1,https://www.psemi.com/pdf/datasheets/pe4259ds.pdf,5face19b12875025b3977e15,,,,, -32,RF Switch,MLAB_IO:PE4259_1,U9,PE4259,SOT-363_SC-70-6,1,https://www.psemi.com/pdf/datasheets/pe4259ds.pdf,5face19b12875025b3977e15,,,,, -33,,QPL9547,U3,QPL9547,SON50P200X200X95-9N-D,1,https://www.qorvo.com/products/p/QPL95474,611b78331287500165a97491,,,,, -34,,Si1060-A-GM,U2,Si1060-A-GM,QFN-36-1EP_5x6mm_P0.5mm_EP3.6x4.1mm_ThermalVias,1,https://www.silabs.com/documents/public/data-sheets/Si106x-8x.pdf,5c70984812875079b91f8ba3,,,,, -35,"Four pin crystal, GND on pins 2 and 4",Crystal_GND24,Y2,~,Crystal_SMD_Abracon_ABM3B-4Pin_5.0x3.2mm,1,~,,ECS-260-8-30B-CKM,ABM3B-30.000MHZ-10-1-U-T,5c70984712875079b91f8ba1,64c9715d76c82a1d3b579549, +13,"Dual LED, cathodes on pins 2 and 4",LED_Dual_AKAK,D1,LED_Dual_AKAK,,1,~,,,,,, +14,Light emitting diode,LED,D2,RED,LED_0603_1608Metric_Pad1.05x0.95mm_HandSolder,1,~,60d581db1287500165f859a2,,,,, +15,Dielectric Band Pass Filter for 1575MHz,SAW_AFS434S3-T_AFS869S3-T,FL1,~,ABRACON_AFS,1,,,AFS869S3-T,AFS434S3-T,5fd09b1b1287507e2b223689,5c70984712875079b91f8b19, +16,2x03 2.54 mm pitch header,HEADER_2x03,J2,HEADER_2x03,SMD_2x03,1,,,,,,,0 +17,,SMA,J3J4,MCX 73415-1061,MCX_Molex_73415-1061,2,,611b66b31287500165a973eb,,,,, +18,1x07 2.54 mm pitch header,SM06B-GHS-TB,J1,SM06B-GHS-TB,JST_GH_SM06B-GHS-TB_1x06-1MP_P1.25mm_Horizontal,1,,5fa0f70212875025b3977932,,,,, +19,Inductor,L,L13,15nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5cd08bde128750448e4542d8,9.1nH,,,, +20,Inductor,L,L16,18nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5c70984412875079b91f8806,,,,, +21,"Inductor, small symbol",L_Small,L3,22nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,60be80ed1287500165e6c3bb,11nH,,,, +22,"Inductor, small symbol",L_Small,L5,27nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,5c70984412875079b91f8807,11nH,,,, +23,"Inductor, small symbol",L_Small,L7,30nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,1,~,611b69d31287500165a9742b,15nH,33nH,,, +24,Inductor,L,L11L12,150nH,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,2,~,611b63ba1287500165a97381,,,,, +25,"Inductor, small symbol",L_Small,L8L9L10,~,L_0805_2012Metric_Pad1.15x1.40mm_HandSolder,3,~,5c70984412875079b91f880d,120nH 24nH,270nH 56nH 62nH,5c70984812875079b91f8ba4 64c92bf976c82a1d3b57944c,5c70984412875079b91f8814 64c969b476c82a1d3b5794d8, +26,,HOLE_TF,M1M2M3M4M5M6M7M8M9M10,HOLE_TF,dira_3mm,10,,,,,,, +27,"Net tie, 2 pins",NetTie_2,NT1,NetTie_2,NetTie-2_SMD_Pad0.5mm,1,~,,,,,, +28,Resistor,R,R8,0R,R_0805_2012Metric,1,~,,,,,, +29,Resistor,R,R1R2R3R4,33R,R_0603_1608Metric,4,~,5c70984512875079b91f8952,,,,, +30,Resistor,R,R22R23,180R,R_0603_1608Metric,2,~,5c70984512875079b91f8957,,,,, +31,Resistor,R,R20,1k,R_0603_1608Metric,1,~,5c70984512875079b91f895c,,,,, +32,Resistor,R,R5,3k32,R_0603_1608Metric,1,~,611b6b921287500165a97468,,,,, +33,Resistor,R,R6R7,~,R_0603_1608Metric,2,~,,,,,, +34,,LM1117,U1,LM1117-3V3,SOT-223,1,,5c70984712875079b91f8af9,,,,, +35,RF Switch,PE4259,U7,PE4259,SOT-363_SC-70-6,1,https://www.psemi.com/pdf/datasheets/pe4259ds.pdf,5face19b12875025b3977e15,,,,, +36,RF Switch,MLAB_IO:PE4259_1,U9,PE4259,SOT-363_SC-70-6,1,https://www.psemi.com/pdf/datasheets/pe4259ds.pdf,5face19b12875025b3977e15,,,,, +37,,QPL9547,U3,QPL9547,SON50P200X200X95-9N-D,1,https://www.qorvo.com/products/p/QPL95474,611b78331287500165a97491,,,,, +38,,Si1060-A-GM,U2,Si1060-A-GM,QFN-36-1EP_5x6mm_P0.5mm_EP3.6x4.1mm_ThermalVias,1,https://www.silabs.com/documents/public/data-sheets/Si106x-8x.pdf,5c70984812875079b91f8ba3,,,,, +39,"Four pin crystal, GND on pins 2 and 4",Crystal_GND24,Y2,~,Crystal_SMD_Abracon_ABM3B-4Pin_5.0x3.2mm,1,~,,ECS-260-8-30B-CKM,ABM3B-30.000MHZ-10-1-U-T,5c70984712875079b91f8ba1,64c9715d76c82a1d3b579549, diff --git a/hw/cam_profi/gbr/TFSIK01A-B_Cu.gbr b/hw/cam_profi/gbr/TFSIK01B-B_Cu.gbr similarity index 99% rename from hw/cam_profi/gbr/TFSIK01A-B_Cu.gbr rename to hw/cam_profi/gbr/TFSIK01B-B_Cu.gbr index 18360e4..2bfcd34 100644 --- a/hw/cam_profi/gbr/TFSIK01A-B_Cu.gbr +++ b/hw/cam_profi/gbr/TFSIK01B-B_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-24T00:38:35+00:00*% +%TF.CreationDate,2023-10-05T13:27:53+00:00*% %TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-24 00:38:35* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 13:27:53* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFSIK01A-B_Mask.gbr b/hw/cam_profi/gbr/TFSIK01B-B_Mask.gbr similarity index 99% rename from hw/cam_profi/gbr/TFSIK01A-B_Mask.gbr rename to hw/cam_profi/gbr/TFSIK01B-B_Mask.gbr index 78bc347..38225be 100644 --- a/hw/cam_profi/gbr/TFSIK01A-B_Mask.gbr +++ b/hw/cam_profi/gbr/TFSIK01B-B_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-24T00:38:35+00:00*% +%TF.CreationDate,2023-10-05T13:27:53+00:00*% %TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-24 00:38:35* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 13:27:53* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFSIK01A-B_Paste.gbr b/hw/cam_profi/gbr/TFSIK01B-B_Paste.gbr similarity index 99% rename from hw/cam_profi/gbr/TFSIK01A-B_Paste.gbr rename to hw/cam_profi/gbr/TFSIK01B-B_Paste.gbr index 02d8707..ed6ba32 100644 --- a/hw/cam_profi/gbr/TFSIK01A-B_Paste.gbr +++ b/hw/cam_profi/gbr/TFSIK01B-B_Paste.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-24T00:38:35+00:00*% +%TF.CreationDate,2023-10-05T13:27:53+00:00*% %TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-24 00:38:35* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 13:27:53* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFSIK01A-B_Silkscreen.gbr b/hw/cam_profi/gbr/TFSIK01B-B_Silkscreen.gbr similarity index 99% rename from hw/cam_profi/gbr/TFSIK01A-B_Silkscreen.gbr rename to hw/cam_profi/gbr/TFSIK01B-B_Silkscreen.gbr index ff35294..b9bc563 100644 --- a/hw/cam_profi/gbr/TFSIK01A-B_Silkscreen.gbr +++ b/hw/cam_profi/gbr/TFSIK01B-B_Silkscreen.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-24T00:38:35+00:00*% +%TF.CreationDate,2023-10-05T13:27:53+00:00*% %TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-24 00:38:35* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 13:27:53* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFSIK01A-Edge_Cuts.gbr b/hw/cam_profi/gbr/TFSIK01B-Edge_Cuts.gbr similarity index 94% rename from hw/cam_profi/gbr/TFSIK01A-Edge_Cuts.gbr rename to hw/cam_profi/gbr/TFSIK01B-Edge_Cuts.gbr index ca0b79d..18dc9dc 100644 --- a/hw/cam_profi/gbr/TFSIK01A-Edge_Cuts.gbr +++ b/hw/cam_profi/gbr/TFSIK01B-Edge_Cuts.gbr @@ -1,11 +1,11 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-24T00:38:35+00:00*% +%TF.CreationDate,2023-10-05T13:27:53+00:00*% %TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-24 00:38:35* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 13:27:53* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFSIK01A-F_Cu.gbr b/hw/cam_profi/gbr/TFSIK01B-F_Cu.gbr similarity index 99% rename from hw/cam_profi/gbr/TFSIK01A-F_Cu.gbr rename to hw/cam_profi/gbr/TFSIK01B-F_Cu.gbr index 57dca1b..cc7ef79 100644 --- a/hw/cam_profi/gbr/TFSIK01A-F_Cu.gbr +++ b/hw/cam_profi/gbr/TFSIK01B-F_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-24T00:38:35+00:00*% +%TF.CreationDate,2023-10-05T13:27:53+00:00*% %TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-24 00:38:35* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 13:27:53* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFSIK01A-F_Mask.gbr b/hw/cam_profi/gbr/TFSIK01B-F_Mask.gbr similarity index 97% rename from hw/cam_profi/gbr/TFSIK01A-F_Mask.gbr rename to hw/cam_profi/gbr/TFSIK01B-F_Mask.gbr index a5d5137..7b54227 100644 --- a/hw/cam_profi/gbr/TFSIK01A-F_Mask.gbr +++ b/hw/cam_profi/gbr/TFSIK01B-F_Mask.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-24T00:38:35+00:00*% +%TF.CreationDate,2023-10-05T13:27:53+00:00*% %TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-24 00:38:35* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 13:27:53* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFSIK01A-F_Silkscreen.gbr b/hw/cam_profi/gbr/TFSIK01B-F_Silkscreen.gbr similarity index 99% rename from hw/cam_profi/gbr/TFSIK01A-F_Silkscreen.gbr rename to hw/cam_profi/gbr/TFSIK01B-F_Silkscreen.gbr index 8caf9db..e4da059 100644 --- a/hw/cam_profi/gbr/TFSIK01A-F_Silkscreen.gbr +++ b/hw/cam_profi/gbr/TFSIK01B-F_Silkscreen.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1*% -%TF.CreationDate,2023-09-24T00:38:35+00:00*% +%TF.CreationDate,2023-10-05T13:27:53+00:00*% %TF.ProjectId,TFSIK01,54465349-4b30-4312-9e6b-696361645f70,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 7.0.7-7.0.7~ubuntu23.04.1) date 2023-09-24 00:38:35* +G04 Created by KiCad (PCBNEW 7.0.7-7.0.7~ubuntu23.04.1) date 2023-10-05 13:27:53* %MOMM*% %LPD*% G01* diff --git a/hw/cam_profi/gbr/TFSIK01A-NPTH_drill.drl b/hw/cam_profi/gbr/TFSIK01B-NPTH_drill.drl similarity index 77% rename from hw/cam_profi/gbr/TFSIK01A-NPTH_drill.drl rename to hw/cam_profi/gbr/TFSIK01B-NPTH_drill.drl index 6191180..f877e57 100644 --- a/hw/cam_profi/gbr/TFSIK01A-NPTH_drill.drl +++ b/hw/cam_profi/gbr/TFSIK01B-NPTH_drill.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Sun Sep 24 00:38:35 2023 +; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Thu Oct 5 13:27:53 2023 ; FORMAT={3:3/ absolute / metric / suppress leading zeros} -; #@! TF.CreationDate,2023-09-24T00:38:35+00:00 +; #@! TF.CreationDate,2023-10-05T13:27:53+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1 ; #@! TF.FileFunction,NonPlated,1,2,NPTH FMAT,2 diff --git a/hw/cam_profi/gbr/TFSIK01A-PTH_drill.drl b/hw/cam_profi/gbr/TFSIK01B-PTH_drill.drl similarity index 97% rename from hw/cam_profi/gbr/TFSIK01A-PTH_drill.drl rename to hw/cam_profi/gbr/TFSIK01B-PTH_drill.drl index 7ed02fe..f236f97 100644 --- a/hw/cam_profi/gbr/TFSIK01A-PTH_drill.drl +++ b/hw/cam_profi/gbr/TFSIK01B-PTH_drill.drl @@ -1,7 +1,7 @@ M48 -; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Sun Sep 24 00:38:35 2023 +; DRILL file {KiCad 7.0.7-7.0.7~ubuntu23.04.1} date Thu Oct 5 13:27:53 2023 ; FORMAT={3:3/ absolute / metric / suppress leading zeros} -; #@! TF.CreationDate,2023-09-24T00:38:35+00:00 +; #@! TF.CreationDate,2023-10-05T13:27:53+00:00 ; #@! TF.GenerationSoftware,Kicad,Pcbnew,7.0.7-7.0.7~ubuntu23.04.1 ; #@! TF.FileFunction,Plated,1,2,PTH FMAT,2 diff --git a/hw/cam_profi/gbr/TFSIK01A-job.gbrjob b/hw/cam_profi/gbr/TFSIK01B-job.gbrjob similarity index 98% rename from hw/cam_profi/gbr/TFSIK01A-job.gbrjob rename to hw/cam_profi/gbr/TFSIK01B-job.gbrjob index 5467aba..2a253e4 100644 --- a/hw/cam_profi/gbr/TFSIK01A-job.gbrjob +++ b/hw/cam_profi/gbr/TFSIK01B-job.gbrjob @@ -5,7 +5,7 @@ "Application": "Pcbnew", "Version": "7.0.7-7.0.7~ubuntu23.04.1" }, - "CreationDate": "2023-09-24T00:38:35+00:00" + "CreationDate": "2023-10-05T13:27:53+00:00" }, "GeneralSpecs": { "ProjectId": {