![Schematic of ESPRSSO32 Smart Scale AI Auto Layout [Example]](data:image/png;base64,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INT_ADC_DRDY
R1
Resistance
10kΩ
I2C_SDA
PP3V3
I2C_SCL
PP3V3_SPI
LOAD_CELL_A1_P
I2C_SCL
PP3V3
PP5V0
GPIO_SW1
I2C_SCL
INT_ADC_DRDY
R5
Resistance
10kΩ
LOAD_CELL_AI_N
PP5V0
GPIO_SW2
I2C_SDA
PP5V0
I2C_SDA
I2C_SDA
I2C_SCL
PP3V3
C7
Capacitance
1uF
C13
Capacitance
1uF
C23
Capacitance
.1uF
C18
Capacitance
1uF
C10
Capacitance
1uF
C3
Capacitance
1uF
C5
Capacitance
1uF
C12
Capacitance
1uF
C11
Capacitance
1uF
J4
J5
L1
Inductance
2.2nH
MCU_TXD
C21
Capacitance
10uF
C17
Capacitance
10uF
Y2
C6
Capacitance
1.2pF
L4
C1
Capacitance
10uF
L2
Inductance
2.2nH
MCU_RXD
U1
Reviews