Consider a generic traveling wave macromodel for a lossy MTL. Show that

1. when the modal transformations are constant, the terminal admittance matrix

Y¯ p(s) of the modal domain formulation is symmetric;

2. the terminal admittance matrix corresponding to the ULM discussed in

Section 12.11.2.5 is generally not symmetric, even if the rational fit to the

characteristic admittance YC (s) is symmetric;

3. if the rational (or delay-rational as appropriate) approximations to the

characteristic admittance YC (s) and propagated characteristic admittance

Yprop

C (s) = H(s)YC (s) are symmetric, then the terminal admittance matrix

Y¯ p(s) of the macromodel is symmetric.

Solution.pdf

Submit your documents and get free Plagiarism report

Your solution is just a click away! Get it Now

By creating an account, you agree to our terms & conditions

We don't post anything without your permission

Attach Files

Get it solved from our top experts within 48hrs!