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Simple formulas are derived for computing the sensitivities of a network function with respect to its network elements for a lumped/distributed active network. These formulas are in terms of immittance parameters of an augmented network. It is shown that these formulas may be used directly for the computation of higher-order sensitivities.
The invariant nature of the sum of the sensitivities of network functions of a general linear active lumped/distributed network is established. Results of Holt and Fidler on summed sensitivities are extended to networks containing tapered lines, v.c.t.s and c.v.t.s simultaneously.
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