NETWORK ANALYSIS AND DESIGN BY PARAMETER PLANE TECHNIQUES.
Abstract
Parameter plane techniques of analysis and design are applied to variable parameter linear electric networks. Parameter plane theory is extended in several areas. A theorem permits the constant zeta and omega loci to be obtained in non-parametric form. The class of network functions to which parameter plane techniques may be applied is broadened by permitting parameters to appear nonlinearly in the polynomial coefficients. Algebraic design methods are presented which permit the solution for parameter values which will simultaneously meet many different types of specifications. Pole-zero sensitivity formulas are derived from the non-parametric equations of the constant zeta and omega loci. Equations for curves of constant bandwidth and Q are derived which permit these characteristics to be displayed on the parameter plane. Examples are presented which demonstrate the application of these techniques to several common networks. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Jan 01, 1965
- Accession Number
- AD0475299
Entities
People
- Floyd H. Hollister
Organizations
- Naval Postgraduate School