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[Example] Simulation of AC to DC Converter
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Schematic
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10+
R_LOAD
Resistance
500 Ω
C1
Capacitance
10000uF
LED1
V1
D2
D3
D4
D1
Project
[Example] Simulation of AC to DC Converter
![Schematic of [Example] Simulation of AC to DC Converter](data:image/png;base64,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)