a) Use the illustrated circuit variables Il(t), Ic2(t), Vc1(t), Vc2(t) to write a set of dynamic equations that is necessary and sufficient to describe the behavior of the circuit with any value of time in t. b) Use the result of part (a) to determine the transfer function of the circuit if the input is Vi(t) and output of interest is Ic2(t) c) Draw a block diagram that represents the transfer function determined in the part (b). d) Use the result of part (b) and the definition of Vc2 to determine the function transfer of the circuit if the input is Vi(t) and the output of interest is Vc2(t)

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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R1
L
R2
iz(1)
ic2(t)
+
v,(t)
Vei(t)
C,
Ve2(t)
Transcribed Image Text:R1 L R2 iz(1) ic2(t) + v,(t) Vei(t) C, Ve2(t)
a) Use the illustrated circuit variables Il(t), Ic2(t), Vc1(t), Vc2(t) to write a set of
dynamic equations that is necessary and sufficient to describe the behavior
of the circuit with any value of time in t.
b) Use the result of part (a) to determine the transfer function of the circuit if
the input is Vi(t) and output of interest is Ic2(t)
c) Draw a block diagram that represents the transfer function determined in
the part (b).
d) Use the result of part (b) and the definition of Vc2 to determine the
function transfer of the circuit if the input is Vi(t) and the output of interest
is Vc2(t)
Transcribed Image Text:a) Use the illustrated circuit variables Il(t), Ic2(t), Vc1(t), Vc2(t) to write a set of dynamic equations that is necessary and sufficient to describe the behavior of the circuit with any value of time in t. b) Use the result of part (a) to determine the transfer function of the circuit if the input is Vi(t) and output of interest is Ic2(t) c) Draw a block diagram that represents the transfer function determined in the part (b). d) Use the result of part (b) and the definition of Vc2 to determine the function transfer of the circuit if the input is Vi(t) and the output of interest is Vc2(t)
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