Abstract
It is shown how the inverse solution of certain wave-impedance problems can be found explicitly by using Jacobi's theta functions. It is possible to find directly the geometrical dimensions, given the transmission-line wave-impedance parameters. Inverse formulas for a shielded single stripline and coupled symmetrical striplines are presented. The numerical computations are simplified by the excellent convergence properties of Jacobi's theta functions.

This publication has 0 references indexed in Scilit: