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Determine the reciprocity and symmetry of the given two-port network.
  • a)
    Reciprocal but not symmetrical
  • b)
    Symmetrical but not reciprocal
  • c)
    Both reciprocal and symmetrical
  • d)
    Neither reciprocal nor symmetrical
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Determine the reciprocity and symmetry of the given two-port network....
The loop equations are:
V1 = 3I1 + 5(I1 + I2) = 8I1 + 5I2
V2 = 4I2 + 5(I1 + I2) = 5I1 + 9I2
When I2 = 0,
Z11 = V1I1 = 8
Z21 = V2I1 = 5 When I1 = 0,
Z12 = V1I2=5
Z22 = V2/I2 = 9
Since Z11 ≠ Z22, the network is not symmetrical. But, Z12 = Z21, so the network is reciprocal.
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Determine the reciprocity and symmetry of the given two-port network.a)Reciprocal but not symmetricalb)Symmetrical but not reciprocalc)Both reciprocal and symmetricald)Neither reciprocal nor symmetricalCorrect answer is option 'A'. Can you explain this answer?
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