Q1/ An impulsive voltage E is applied at t=0 to a series circuit containing inductance L and capacitance C. Initially, the current and charge are zero. The current I at time t is given by L-+ dt = E.8(t) da where q is the instantaneous value of charge on the capacitor. Since i = dt determine an expression for the current i in the circuit at time t.
Q1/ An impulsive voltage E is applied at t=0 to a series circuit containing inductance L and capacitance C. Initially, the current and charge are zero. The current I at time t is given by L-+ dt = E.8(t) da where q is the instantaneous value of charge on the capacitor. Since i = dt determine an expression for the current i in the circuit at time t.
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Transcribed Image Text:Q1/ An impulsive voltage E is applied at t=0 to a series circuit containing inductance
L and capacitance C. Initially, the current and charge are zero. The current I at time
t is given by
di
L
+
dt
= E.8(t)
dq
where q is the instantaneous value of charge on the capacitor. Since i =
dt
determine an expression for the current i in the circuit at time t.
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