Decentralized H∞ norm bounding control for discrete-time systems

Decentralized H∞ norm bounding control for discrete-time systems

This paper presents the design of a decentralized control scheme, which not only stabilizes the system, but also guarantees disturbince attenuation as measured by the H ∞ norm. The results rely on the existence of the solution to the state-feedback H ∞ norm bounding problem, as well as a solution of...

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Bibliographic Details
Published in:1992 American Control Conference pp. 3274 - 3278
Main Authors: Paz, R.A., Medanic, J.V.
Format: Conference Proceeding
Language:English
Published: IEEE 01-06-1992
Subjects:
Attenuation measurement
Centralized control
Continuous time systems
Control systems
Control theory
Costs
Discrete transforms
Distributed control
Riccati equations
Sufficient conditions
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Summary:This paper presents the design of a decentralized control scheme, which not only stabilizes the system, but also guarantees disturbince attenuation as measured by the H ∞ norm. The results rely on the existence of the solution to the state-feedback H ∞ norm bounding problem, as well as a solution of a certain modified discrete algebraic Riccati equation.
ISBN:0780302109
9780780302105
DOI:10.23919/ACC.1992.4792756