![Schematic of [Example] ESP32 Reference Design](data:image/png;base64,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)
+3V3
+3V3
R10
Resistance
10kΩ
+3V3
+3V3
+3V3
+3V3
+3V3
+3V3
+3V3
A3
AIN0
B1
A6
A1
A7
A0
B2
A2
B7
SDA
SDA
B6
SCL
AIN1
AIN3
B3
SCL
B0
A5
AIN2
A4
SCL
B4
B5
C6
Capacitance
=10uF
U2
Manufacturer Part Number
MCP23017-E/SO
C4
Capacitance
0.1uF
C8
Capacitance
0.1uF
C2
Capacitance
10uF
U7
Manufacturer Part Number
PCA9685PW,118
U5
Manufacturer Part Number
ADS1115IDGSR
Reviews