b) A ladder network with one energy storage element as shown in Figure Q2b will act as a first-order low-pass network. The current and voltage equations for the network are: (Vi -V2)/R (V2 - V3)/R (I1 -l2) R I2/sC 12 V2 V3 R R 11(s) 12(s) V1(s) V2 R V3(s) Figure Q2b Construct a block diagram based on the equations given. Finally, determine the transfer function for the low-pass network by applying block diagram reduction technique. (Appendix 1)

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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b)
A ladder network with one energy storage element as shown in Figure Q2b will act as
a first-order low-pass network. The current and voltage equations for the network are:
(Vi -V2)/R
(V2 - V3)/R
(I1 -l2) R
I2/sC
12
V2
V3
R
R
11(s)
12(s)
V1(s)
V2
R
V3(s)
Figure Q2b
Construct a block diagram based on the equations given. Finally, determine the
transfer function for the low-pass network by applying block diagram reduction
technique. (Appendix 1)
Transcribed Image Text:b) A ladder network with one energy storage element as shown in Figure Q2b will act as a first-order low-pass network. The current and voltage equations for the network are: (Vi -V2)/R (V2 - V3)/R (I1 -l2) R I2/sC 12 V2 V3 R R 11(s) 12(s) V1(s) V2 R V3(s) Figure Q2b Construct a block diagram based on the equations given. Finally, determine the transfer function for the low-pass network by applying block diagram reduction technique. (Appendix 1)
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