2002Unpublished venueRequires access

Robust pole-zero region assignment for structured linear multivariable uncertain systems

O. Ismail

Open publisher page 1 citations

Abstract

Presents a method of designing the state feedback matrix based upon the relationship between the open-loop and closed-loop poles and zeros of the given structured linear MIMO uncertain system. The state feedback matrix is obtained such that the poles and zeros of the closed-loop uncertain system belong to the desired poles and zeros under all admissible parameter variations. A numerical example illustrates the proposed procedure.

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What this paper is about

Presents a method of designing the state feedback matrix based upon the relationship between the open-loop and closed-loop poles and zeros of the given structured linear MIMO uncertain system. The state feedback matrix is obtained such that the poles and zeros of the closed-loop uncertain system belong to the desired poles and zeros under all admissible parameter variations. A numerical example illustrates the proposed procedure.

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Available abstract

Presents a method of designing the state feedback matrix based upon the relationship between the open-loop and closed-loop poles and zeros of the given structured linear MIMO uncertain system. The state feedback matrix is obtained such that the poles and zeros of the closed-loop uncertain system belong to the desired poles and zeros under all admissible parameter variations. A numerical example illustrates the proposed procedure.

Key concepts: Control theory (sociology), Closed-loop pole, Multivariable calculus, Pole–zero plot, Full state feedback, MIMO, Mathematics, Matrix algebra

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