A complex variable approach to the analysis of linear multivariable feedback systems

From MaRDI portal
Publication:1255928

zbMath0402.93001MaRDI QIDQ1255928

Ian Postlethwaite, Alistair G. J. MacFarlane

Publication date: 1979

Published in: Lecture Notes in Control and Information Sciences (Search for Journal in Brave)




Related Items (23)

Squaring down with zeros cancellation in generalized systemsOn the generic structure of multivariable root-loci†Phase of linear time-periodic systemsComplex-coefficient frequency domain stability analysis method for a class of cross-coupled antisymmetrical systems and its extension in MSR systemsAnalysis of feedback-loop interactions with actuator and sensor parasiticsPredator-prey and neo-classical models of cyclical growthComposite matrix inverses and generalized Gershgorin setsOn the initialization problem in the design of structurally constrained regulatorsnD methods for 1D parameter-dependent systemsAn abstract Nyquist criterion containing old and new resultsUnnamed ItemOn infinite zerosMethods of invariant analysis for linear control systems.New phase of phaseOn poles of a transfer-function matrix, poles of the associated characteristic gain function, and fixed and semi-fixed modesRealization theory and the infinite-dimensional root locusOn the relationships between the unbounded asymptote behaviour of multivariable root loci, impulse response and infinite zerosMultivariable feedback: a personal reminiscenceThe McMillan and Newton polygons of a feedback system and the construction of root loci†Robustness with simultaneous pole and zero movement across the j\(\omega\)- axisA note on the generalized inverse Nyquist stability criterionGeometric methods for the classification of linear feedback systemsA robustness test for distributed feedback systems†




This page was built for publication: A complex variable approach to the analysis of linear multivariable feedback systems