Abstract
AbstractA procedure to synthesize ladder networks in which each series arm impedance is fiz(s) and each shunt arm admittance is giy(s) is presented. Given a specified network function T(s), the function G = z(s)y(s) is first established by a polynomial decomposition. Then the appropriate chain parameters associated with T(s) are constructed as polynomials in G. The constants fi, gi are determined from a straightforward continued fraction expansion of a related RL impedance function in G. Necessary and sufficient conditions for the steps in the procedure are established and examples are included.
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