Lossless Reciprocal Transformation and Synthesis of a Two-State Network
- 1 June 1966
- journal article
- Published by Institute of Electrical and Electronics Engineers (IEEE) in IEEE Transactions on Circuit Theory
- Vol. 13 (2) , 128-136
- https://doi.org/10.1109/TCT.1966.1082584
Abstract
Behavior of 1-port or n-port two-state networks under lossless reciprocal transformations is studied. Transformations include both those preserving and those not preserving the number of. terminal pairs. The group invariants and canonical forms are found, and their physical meaning is elucidated. The group invariants are viewed as the measure of change in performance and, therefore, may be used as the figure of merit when the two-state network is used as a switch, modulator, etc. Theorems are stated in both impedance-matrix and scattering matrix representations. These theorems make it possible to synthesize several two-state networks in an optimum way with respect to the number and figure of merit of "material" impedance pairs.Keywords
This publication has 5 references indexed in Scilit:
- Figure of Merit Associated with a Variable-Parameter One-Port for RF Switching and ModulationIEEE Transactions on Circuit Theory, 1965
- Theory of lossless reciprocal transformation of a reciprocal 2-state networkElectronics Letters, 1965
- Direct Single Frequency Synthesis from a Prescribed Scattering MatrixIRE Transactions on Circuit Theory, 1959
- On the Optimum Performance of Variable and Nonreciprocal NetworksIRE Transactions on Circuit Theory, 1959
- Power Gain in Feedback AmplifierTransactions of the IRE Professional Group on Circuit Theory, 1954