You need to enable JavaScript to run Flux.
patchu
/
[Example] Simulation of Types of Transformers
Files
Schematic
PCB
Open in Flux
T1
R3
Resistance
1MΩ
T2
V2
Waveform Type
Sinusoid
Square
Triangle
Sawtooth
R1
Resistance
1MΩ
V1
Waveform Type
Sinusoid
Square
Triangle
Sawtooth
Reviews
![Schematic of [Example] Simulation of Types of Transformers](data:image/png;base64,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)