Design of a periodic feedback control law for systems with higher dimension

S. E. Mentzelopoulou; G. E. Antoniou; N. J. Theodorou

doi:10.1049/ip-d.1993.0031

Design of a periodic feedback control law for systems with higher dimension

S. E. Mentzelopoulou
, G. E. Antoniou
, N. J. Theodorou

Computer Science

Research output: Contribution to journal › Article › peer-review

Abstract

The problem considered in this paper is the design of a feedback control law such that the closed loop system meets desired performance specifications. Particularly, we are dealing with the exact model matching problem for systems with two-dimensions using periodic state and output feedback, assuming that the states and the output are accessible to measurements, and that noise is not present. The method leads to necessary conditions for the solution of the problem. To illustrate the procedure, two step-by-stem examples are presented.

Original language	English
Pages (from-to)	225-231
Number of pages	7
Journal	IEE Proceedings D: Control Theory and Applications
Volume	140
Issue number	4
DOIs	https://doi.org/10.1049/ip-d.1993.0031
State	Published - 1993

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title = "Design of a periodic feedback control law for systems with higher dimension",

abstract = "The problem considered in this paper is the design of a feedback control law such that the closed loop system meets desired performance specifications. Particularly, we are dealing with the exact model matching problem for systems with two-dimensions using periodic state and output feedback, assuming that the states and the output are accessible to measurements, and that noise is not present. The method leads to necessary conditions for the solution of the problem. To illustrate the procedure, two step-by-stem examples are presented.",

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AU - Antoniou, G. E.

AU - Theodorou, N. J.

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N2 - The problem considered in this paper is the design of a feedback control law such that the closed loop system meets desired performance specifications. Particularly, we are dealing with the exact model matching problem for systems with two-dimensions using periodic state and output feedback, assuming that the states and the output are accessible to measurements, and that noise is not present. The method leads to necessary conditions for the solution of the problem. To illustrate the procedure, two step-by-stem examples are presented.

AB - The problem considered in this paper is the design of a feedback control law such that the closed loop system meets desired performance specifications. Particularly, we are dealing with the exact model matching problem for systems with two-dimensions using periodic state and output feedback, assuming that the states and the output are accessible to measurements, and that noise is not present. The method leads to necessary conditions for the solution of the problem. To illustrate the procedure, two step-by-stem examples are presented.

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DO - 10.1049/ip-d.1993.0031

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JO - IEE Proceedings D: Control Theory and Applications

JF - IEE Proceedings D: Control Theory and Applications

IS - 4

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Design of a periodic feedback control law for systems with higher dimension

Abstract

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