A capacitor of capacitance 10 μF is connected to an oscillator giving an output voltage ϵ = (10V) sin ωt. Find the peak currents in the circuit for ω = 10 s–1, 100 s–1, 500 s–1, 1000 s–1.
Capacitance of the capacitor C=10 μF,
Output voltage of the oscillator ϵ = (10V) sin ωt.
On comparing the output voltage of the oscillator with
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We get Peak voltage ![]()
For a capacitive circuit,
Reactance, ![]()
Here,
is angular frequency,
C is capacitance of capacitor,
Peak current ![]()
{a} At ![]()
Peak current ![]()


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{b} At ![]()
Peak current ![]()


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{c} At ![]()
Peak current ![]()


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{d} At ![]()
Peak current ![]()


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