Synthesize the following YRL(s) using cauer II from \[ Y_{RL}\left(s \right)= \frac{\left(s+1 \right)\left(s+4 \right)}{s\left(3s+4 \right)} \]

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Synthesize the following YRL(s) using cauer II from

$Y_{RL}\left(s \right)= \frac{\left(s+1 \right)\left(s+4 \right)}{s\left(3s+4 \right)}$

written 3.9 years ago by

teamques10 ★ 69k

• modified 3.9 years ago

circuit transmission lines

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written 3.9 years ago by

teamques10 ★ 69k

caver II form is obtained from continued fraction expansion about pole at origin

$Y_{RL} (s)=\dfrac{(4+5s+s^2)}{(4s+3s^2 )}$

Impedance are connected in series branches whereas the admittance are connected in parallel branches

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