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EE 110, Fall 2010, Homework #5, Due November 12, 2010
Problem 1:
This is a continuation of Problem 1 from Homework #4.
(a) What is the transfer function H(s) = V
d
(s)/I
in
(s)?
(b) Identify the poles and zeros of H(s) on a polezero plot. Is this BIBO stable?
(c) Sketch the magnitude and phase responses of H(s) using Bode plots.
(d) Compute the steady state component of v
d
(t) by evaluating H(s).
(e) (PSpice) Perform a transient simulation of the circuit. Plot v
d
(t) and i
in
(t) and determine the
steady state amplitude and phase of v
d
(t).
(f) (PSpice) Perform an ac analysis of the circuit and plot the frequency response of the circuit
(i
in
(t) is the input, v
d
(t) is the output). Compare with your answer to part (c).
(5 + 5 + 5 + 5 + 15 + 15 = 50 points)
Problem 2:
This is a continuation of Problem 2 from Homework #4. Assume that
v
i
(
t
),
v
o
(
t
), and
all the voltages and currents in the network are zero for
t
< 0.
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This note was uploaded on 02/28/2011 for the course EE 110 taught by Professor Gupta during the Spring '08 term at UCLA.
 Spring '08
 Gupta

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