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ESPRSSO32 Smart Scale AI Auto Layout [Example]
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Files
Schematic
Layout
3D View
R3
Resistance
10kΩ
C7
Capacitance
1uF
C13
Capacitance
1uF
R1
Resistance
10kΩ
C9
Capacitance
1uF
C18
Capacitance
1uF
C2
Manufacturer Part Number
OPT
C10
Capacitance
1uF
C15
Capacitance
1uF
C5
Capacitance
1uF
R5
Resistance
10kΩ
C8
Capacitance
13pF
C12
Capacitance
1uF
C11
Capacitance
1uF
C6
Capacitance
1.2pF
C24
Capacitance
1uF
C31
Capacitance
.1uF
C4
Capacitance
13pF
PP5V0
PG_PP5V0
USBC2.0_D_N
SPI_MISO
I2C_SDA
H4
PG_PP5V0
PP3V3
H1
PP3V3
SPI_SCK
USBC2.0_D_P
I2C_SCL
PP3V3_SPI
C25
Capacitance
22uF
PP3V3
Y1
SPI_SCK
PP5V0
LOAD_CELL_A1_P
H2
INT_ADC_DRDY
PP3V3
GPIO_SW1
I2C_SDA
GPIO_SW2
SPI_MISO
H3
PP12V0
SPI_MOSI
LOAD_CELL_AI_N
I2C_SCL
SPI_CS
VOS
PP3V3
PP3V3
SPI_CS
SPI_MOSI
R7
Resistance
100kΩ
L1
Inductance
2.2nH
R8
Resistance
953kΩ
C22
Capacitance
10uF
MCU_TXD
J1
C21
Capacitance
10uF
R6
Resistance
180kΩ
C30
Capacitance
10uF
C1
Capacitance
10uF
L2
Inductance
2.2nH
MCU_RXD
C19
Capacitance
10uF
MCU_BOOT
IC1
U2
U3
Manufacturer Part Number
TPS62130ARGTR
Y2
J2
L3
Inductance
2.2uH
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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)