A symmetrical, passive, reciprocal and lossless two-port network has a Z, (real) characteristic impedance at both ports. When the output port (port-2) is terminated with Z11 = Z, and Z12 = 52, loads, the reflection coefficients of I = 0.5 and î2 = 0 are measured from the input port (port-1), respectively. Determine the scattering matrix (S-parameters) of the two-port network by using the relation below. = S11 + 1- S„f

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A symmetrical, passive, reciprocal and lossless two-port network has a Z, (real) characteristic impedance
at both ports. When the output port (port-2) is terminated with Z11 = Z, and Z12 = 52, loads, the
reflection coefficients of I = 0.5 and r2 = 0 are measured from the input port (port-1), respectively.
Determine the scattering matrix (S-parameters) of the two-port network by using the relation below.
n = S11 +1-S2i
Transcribed Image Text:A symmetrical, passive, reciprocal and lossless two-port network has a Z, (real) characteristic impedance at both ports. When the output port (port-2) is terminated with Z11 = Z, and Z12 = 52, loads, the reflection coefficients of I = 0.5 and r2 = 0 are measured from the input port (port-1), respectively. Determine the scattering matrix (S-parameters) of the two-port network by using the relation below. n = S11 +1-S2i
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