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Necessary and sufficient conditions for robust oscillatory stability
journal contribution
posted on 2007-01-01, 00:00 authored by Nong Gu, W Yu, Yong XiangYong Xiang, M TanThe problem of robust oscillatory stability of uncertain systems is investigated in this article. For the uncertain systems, whose characteristic polynomial sets belong to the interval polynomial family or diamond polynomial family, sufficient and necessary conditions are given based on the stability and/or oscillation properties of some special extreme point polynomials. A systematic approach exploiting Yang's complete discrmination system is proposed to check the robust oscillatory stability of such uncertain systems. The proposed method is efficient in computation and can be easily implemented.
History
Journal
International journal of systems scienceVolume
38Issue
2Pagination
179 - 185Publisher
Taylor and Francis LtdLocation
London, EnglandPublisher DOI
ISSN
0020-7721eISSN
1464-5319Language
engPublication classification
C1.1 Refereed article in a scholarly journalCopyright notice
2007, Taylor & FrancisUsage metrics
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No categories selectedKeywords
robust oscillatory stabilityuncertain systeminterval polynomial familydiamond polynomial familycomplete discrimination systemextreme point verificationScience & TechnologyTechnologyAutomation & Control SystemsComputer Science, Theory & MethodsOperations Research & Management ScienceComputer SciencePOLYNOMIALSSYSTEM
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