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