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Each of the networks below has two indicated ports. For each, find the equivalent impedance from the perspective of port 1 while assuming the port 2 is left open; and then from the perspective of port 2, assuming port 1 is left open.
Enter your answers as Python expressions. Use L
, C
, R_1
, R_2
,
omega
, and j
for L, C, R_1, R_2, \omega, and j, respectively.
You may also use par(x, y)
to represent the parallel combination of two
impedances if you don't wish to solve out completely.