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ESPRSSO32 Smart Scale AI Auto Layout [Example]
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Files
Schematic
Layout
3D View
R3
Resistance
10kΩ
R1
Resistance
10kΩ
L1
Inductance
2.2nH
R4
Resistance
100 Ω
R5
Resistance
10kΩ
R2
Resistance
100 Ω
L2
Inductance
2.2nH
J3
C7
Capacitance
1uF
J4
C13
Capacitance
1uF
C23
Capacitance
.1uF
C18
Capacitance
1uF
C20
Capacitance
1uF
H4
J5
H1
C2
Manufacturer Part Number
OPT
C10
Capacitance
1uF
C3
Capacitance
1uF
C15
Capacitance
1uF
H2
C5
Capacitance
1uF
C12
Capacitance
1uF
C11
Capacitance
1uF
H3
C6
Capacitance
1.2pF
IC1
MCU_TXD
C21
Capacitance
10uF
C17
Capacitance
10uF
U1
C1
Capacitance
10uF
MCU_RXD
MCU_BOOT
J1
Y2
L4
Project
ESPRSSO32 Smart Scale AI Auto Layout [Example]
![Schematic of ESPRSSO32 Smart Scale AI Auto Layout [Example]](data:image/png;base64,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)