Pole-shifting techniques for multivariable feedback systems
H.M. Power, A.G.J. MacFarlane, D.G. Retallack
Abstract
H.M. Power, A.G.J. MacFarlane, D.G. Retallack
Abstract
A straightforward state-feedback pole-shifting algorithm is derived from the Hsu-Chen theorem relating the open- and closed-loop characteristic frequencies of multivariable feedback systems to the return-difference determinant. The simplicity of the derivation and its relationship to transfer-function descriptions should prove helpful in the search for design techniques for systems with incomplete state feedback.
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A straightforward state-feedback pole-shifting algorithm is derived from the Hsu-Chen theorem relating the open- and closed-loop characteristic frequencies of multivariable feedback systems to the return-difference determinant. The simplicity of the derivation and its relationship to transfer-function descriptions should prove helpful in the search for design techniques for systems with incomplete state feedback.
Key concepts: Multivariable calculus, Control theory (sociology), Full state feedback, Transfer function, Closed-loop pole, Simplicity, Chen, State (computer science)