Robustness of perturbed large-scale systems with local constant state feedback

Wen June Wang; Cheng Fa Cheng

doi:10.1080/00207178908953367

Robustness of perturbed large-scale systems with local constant state feedback

Wen June Wang, Cheng Fa Cheng

電機工程學系

研究成果: 雜誌貢獻 › 期刊論文 › 同行評審

28 引文斯高帕斯（Scopus）

摘要

The robustness problem of perturbed large-scale systems is considered. The nominal large-scale system is stabilized by a local constant state feedback u_i(t) = k_ix_i(t) and the local optimal control law u_i(t) = − R_i⁻¹_i^TP_ix_i(t), respectively. In the above two cases, bounds are obtained for an allowable non-linear time-invariant (or time-varying) perturbation such that the resulting closed-loop large-scale system remains stable. The special case of a linear perturbation is also treated here.

原文	???core.languages.en_GB???
頁（從 - 到）	373-384
頁數	12
期刊	International Journal of Control
卷	50
發行號	1
DOIs	https://doi.org/10.1080/00207178908953367
出版狀態	已出版 - 7月 1989

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10.1080/00207178908953367

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abstract = "The robustness problem of perturbed large-scale systems is considered. The nominal large-scale system is stabilized by a local constant state feedback ui(t) = kixi(t) and the local optimal control law ui(t) = − Ri−1iTPixi(t), respectively. In the above two cases, bounds are obtained for an allowable non-linear time-invariant (or time-varying) perturbation such that the resulting closed-loop large-scale system remains stable. The special case of a linear perturbation is also treated here.",

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AU - Cheng, Cheng Fa

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N2 - The robustness problem of perturbed large-scale systems is considered. The nominal large-scale system is stabilized by a local constant state feedback ui(t) = kixi(t) and the local optimal control law ui(t) = − Ri−1iTPixi(t), respectively. In the above two cases, bounds are obtained for an allowable non-linear time-invariant (or time-varying) perturbation such that the resulting closed-loop large-scale system remains stable. The special case of a linear perturbation is also treated here.

AB - The robustness problem of perturbed large-scale systems is considered. The nominal large-scale system is stabilized by a local constant state feedback ui(t) = kixi(t) and the local optimal control law ui(t) = − Ri−1iTPixi(t), respectively. In the above two cases, bounds are obtained for an allowable non-linear time-invariant (or time-varying) perturbation such that the resulting closed-loop large-scale system remains stable. The special case of a linear perturbation is also treated here.

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JF - International Journal of Control

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Robustness of perturbed large-scale systems with local constant state feedback

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