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m4rcdbk
[Example] Simulation of Astable Multivibrator Circuit
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Schematic
Layout
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10+
R3
Resistance
2kΩ
C2
Capacitance
4.7uF
R2
Resistance
2kΩ
Q1
R1
Resistance
2kΩ
C1
Capacitance
22uF
D1
Forward Voltage
2
Saturation Current
93.2e-12 A
Series Resistance
0.42 Ω
VCC
Project
[Example] Simulation of Astable Multivibrator Circuit
![Schematic of [Example] Simulation of Astable Multivibrator Circuit](data:image/png;base64,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)