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lukas666
NF-Dual Output Buck | Basic Board [Example]
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Schematic
Layout
3D View
U1
R7
Resistance
180kΩ
L2
Inductance
2.2uH
R4
Resistance
10kΩ
R5
Resistance
360kΩ
R6
Resistance
180kΩ
L1
Inductance
2.2uH
DNP
Resistance
10kΩ
R8
Resistance
820kΩ
TP3
LED3
J4
R3
Resistance
49.9 Ω
LED2
J2
R1
Resistance
1.5kΩ
.1
C2
Capacitance
22uF
J3
TP2
TP1
TP5
LED1
C1
Capacitance
10uF
TP4
R2
Resistance
330 Ω
C3
Capacitance
22uF
Project
NF-Dual Output Buck | Basic Board [Example]
![Schematic of NF-Dual Output Buck | Basic Board [Example]](data:image/png;base64,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)