Question 2 Given the following values R = 5 kN, L1 = L2 = 2 H, C1 = 2 nF and C2 = 8 nF. i,(1) i,(t) i,(t) C, R L, L, =c, v(t) (a) What is the order of the circuit? Explain. (b) Derive the characteristic equation for v(t). (c) Calculate the poles of the characteristic equation for e(t). (d) Is response over-, under- or critically damped? (c) What Ryields damped frequency at 8 k rad/s?

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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(c) Redraw the circuit at t >4 ms.
(d) Calculate the complete response of the current i(t).
Question 2..
Given the following values R = 5 kN, L1 = L2 = 2 H, C1 = 2 nF and C, = 8 nF.
%3D
i,(1)
i, (t)
i,(t)
C,
R
L,
L,
=C, v(t)
(a) What is the order of the circuit? Explain.
(b) Derive the characteristic equation for v(t).
(c) Calculate the poles of the characteristic equation for e(t).
d) Is response over-, under- or critically damped?
(c) What R yields damped frequency at 8 k rad/s?
27°C
Transcribed Image Text:(c) Redraw the circuit at t >4 ms. (d) Calculate the complete response of the current i(t). Question 2.. Given the following values R = 5 kN, L1 = L2 = 2 H, C1 = 2 nF and C, = 8 nF. %3D i,(1) i, (t) i,(t) C, R L, L, =C, v(t) (a) What is the order of the circuit? Explain. (b) Derive the characteristic equation for v(t). (c) Calculate the poles of the characteristic equation for e(t). d) Is response over-, under- or critically damped? (c) What R yields damped frequency at 8 k rad/s? 27°C
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