Question

The scattering parameters of a two-port network are given as follows: $$ S_{11}=0.687 \angle 107^{\circ}, S_{21}=1.72 \angle-59^{\circ}, S_{12}=0.114 \angle-81^{\circ}, S_{22}=0.381 \angle 153^{\circ} $$ A source of $3 \mathrm{mV}$ with internal resistance of $50 \Omega$ is connected at port-1. Assuming the characteristic impedance at its ports as $50 \Omega$, determine the scattering variable $a_1, b_1, a_2$, and $b_2$ for the following load conditions: (a) $50 \Omega$ (b) $100 \Omega$

   The scattering parameters of a two-port network are given as follows:
$$
S_{11}=0.687 \angle 107^{\circ}, S_{21}=1.72 \angle-59^{\circ}, S_{12}=0.114 \angle-81^{\circ}, S_{22}=0.381 \angle 153^{\circ}
$$
A source of $3 \mathrm{mV}$ with internal resistance of $50 \Omega$ is connected at port-1. Assuming the characteristic impedance at its ports as $50 \Omega$, determine the scattering variable $a_1, b_1, a_2$, and $b_2$ for the following load conditions:
(a) $50 \Omega$
(b) $100 \Omega$
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Radio-frequency and microwave communication circuits: analysis and design
Radio-frequency and microwave communication circuits: analysis and design
Devendra K. Misra,… 1st Edition
Chapter 7, Problem 21 ↓

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We have the scattering parameters of the two-port network: - \( S_{11} = 0.687 \angle 107^{\circ} \) - \( S_{21} = 1.72 \angle -59^{\circ} \) - \( S_{12} = 0.114 \angle -81^{\circ} \) - \( S_{22} = 0.381 \angle 153^{\circ} \) The source voltage \( V_s =  Show more…

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The scattering parameters of a two-port network are given as follows: $$ S_{11}=0.687 \angle 107^{\circ}, S_{21}=1.72 \angle-59^{\circ}, S_{12}=0.114 \angle-81^{\circ}, S_{22}=0.381 \angle 153^{\circ} $$ A source of $3 \mathrm{mV}$ with internal resistance of $50 \Omega$ is connected at port-1. Assuming the characteristic impedance at its ports as $50 \Omega$, determine the scattering variable $a_1, b_1, a_2$, and $b_2$ for the following load conditions: (a) $50 \Omega$ (b) $100 \Omega$
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