Question

You have been asked to design a circuit, shown below, that will deliver a high-current, slightly
underdamped, sinusoidal current pulse to a resistive load when the switch is closed at t = 0. You
are given the design requirements and parameters listed in the table:
a) What values of L and C are required to meet the specifications?
b) Calculate the time of the first current peak.
c) Calculate the maximum current delivered by the capacitor?
d) Calculate the value of the damping factor, (alpha), for this circuit?
e) Calculate the time of the second peak of the current (negative direction)?
f) What is the damped radian frequency, (omega)d, for this circuit?
g) At what value of Rload will the circuit become critically damped?
h) Sketch i(t), with labeled scales on both the time and amplitude axes.

t-0 load Value Component/Quantity Initial voltage on capacitor Initial energy stored in capacitor i (o) Rload Half-period of

0 0
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Answer #1

Rload xt) dt2 ale 2·Critical う 노). 218 Ckt

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