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HFSS15: Differential Admittance and Impedance Matrices
The terminal admittance (Y) and impedance (Z) matrices discussed in the previous topics in the Technical Notes relate single-ended voltages and currents as i = Yv and v = Zi, respectively. If you defined differential voltages and currents e and u, equations (3) can be used to derive new Y and Z matrices that relate differential quantities.
For example, if i = Yv , then substituting equations (3) yields
Q-Tu = YQe.
Solving for u yields
u = QTYQe
and the matrix Y’ relating differential quantities e and u is defined by
| Y’ = QTYQ | (6) |
A similar procedure applies to the terminal Z matrix.
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