Reference layout
ARON AYUB
AronAyub-KICAD-board9-KICAD-layout
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AronAyub-KICAD-board9-KICAD-layout
The project archive carries the board, its project file and the upstream licence. The archive is zstd-compressed (tar.zst).
17Placed parts
30Nets
2Copper layers
57.03 × 33.94 mmBoard size
yesRouted
KiCad 5File format
Bill of materials
17 distinct parts
10 resolve to something in the catalog — click through to the footprint.
| Ref | Value | Footprint | Qty |
|---|---|---|---|
| BT1 | 3V | Connector_PinHeader_2.54mm:PinHeader_1x02_P2.54mm_Vertical | |
| C2 | 10uF | Capacitor_SMD:C_0805_2012Metric_Pad1.15x1.40mm_HandSolder | |
| C3 | 22pF | Capacitor_SMD:C_0805_2012Metric_Pad1.15x1.40mm_HandSolder | |
| C4 | 22pF | Capacitor_SMD:C_0805_2012Metric_Pad1.15x1.40mm_HandSolder | |
| D1 | LED | LED_SMD:LED_0805_2012Metric_Pad1.15x1.40mm_HandSolder | |
| J1 | digital pins | Connector_PinSocket_2.54mm:PinSocket_1x09_P2.54mm_Vertical | |
| J2 | I2C | Connector_PinSocket_2.54mm:PinSocket_1x04_P2.54mm_Vertical | |
| J3 | ICSP | Connector_PinSocket_2.54mm:PinSocket_2x03_P2.54mm_Vertical | |
| J4 | serial | Connector_PinSocket_2.54mm:PinSocket_1x04_P2.54mm_Vertical | |
| R1 | 10Kohm | Resistor_SMD:R_0805_2012Metric_Pad1.15x1.40mm_HandSolder | |
| R2 | 330ohm | Resistor_SMD:R_0805_2012Metric_Pad1.15x1.40mm_HandSolder | |
| U2 | ATmega328P-PU | Package_LCC:PLCC-28_SMD-Socket | |
| U3 | DS1337_PDv2 | Package_SO:SOIJ-8_5.3x5.3mm_P1.27mm | |
| U4 | 24LC1025 | Package_SO:SOIC-8_5.275x5.275mm_P1.27mm | |
| U5 | 24LC1025 | Package_SO:PowerIntegrations_SO-8 | |
| Y1 | Crystal 32MHz | Crystal:Crystal_SMD_HC49-SD | |
| Y2 | Crystal 16Mhz | Crystal:Crystal_SMD_HC49-SD |
Provenance
- Repository
- AronAyub/KICAD ↗
- Commit
- unknown
- Licence
- CC-BY-4.0
How it is used
Trace's agent reads this design as context — what parts a board like this carries, how they are grouped across sheets, what a plausible layer stack and board size look like for the job. It is not copied. The licence above is permissive, and it, the repository and the commit are recorded so the origin of anything derived from it is always answerable.