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Network Synthesis: S S S S S Z

The document contains 10 problems involving network synthesis of various transfer functions. The problems involve realizing the given transfer functions in Foster and Cauer forms, which are common approaches to representing network functions with reactive components like inductors and capacitors. Realizing the network functions in these forms allows drawing the equivalent circuit diagrams for the given transfer functions.

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T. VARMA
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510 views1 page

Network Synthesis: S S S S S Z

The document contains 10 problems involving network synthesis of various transfer functions. The problems involve realizing the given transfer functions in Foster and Cauer forms, which are common approaches to representing network functions with reactive components like inductors and capacitors. Realizing the network functions in these forms allows drawing the equivalent circuit diagrams for the given transfer functions.

Uploaded by

T. VARMA
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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Network Synthesis

( s 2  1)(s 2  3)
1. Synthesize the impedance function Z ( s)  in Cauer-II form.
s(s 2  2)

s ( s  1)( s  3)
2. Realize the network function given by F (s)  in Foster-II form.
s ( s  2)

( s 2  1)(s 2  16)
3. A function is given by F ( s)  . Realize it in the first and second form of
s(s 2  4)
Foster LC form.

4. What do you mean by network synthesis? The network function for a given system is
s ( s  2)
F (s)  . Realize the network function in Foster-II form and show the
( s  1)( s  3)
network connection in a neat diagram.

( s 3  2s)
5. Realize the network function Z ( s)  in Cauer-I form.
( s 4  4s 2  3)

( s 2  4s  3)
6. Realize the network function Z ( s)  in Foster-I and Cauer-I form.
( s 2  2s )

(10s 4  12s 2  1)
7. A function is given by Z (s)  . Obtain the first form of Cauer LC
2s(s 2  1)
network.

8. Synthesize the function Z(s) using first foster form of


s( s 2  10)
realization Z (s)  .
(s 2  4)(s 2  16)

9. Synthesize the network in Cauer-I and Cauer-II form (RL impedance and RC admittance)
of the given function.

s 4  7s 2  9
10. Represent Z ( s )  in the form of Cauer LC network.
s 3  4s

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