几类奇异摄动系统的鲁棒控制研究

几类奇异摄动系统的鲁棒控制研究

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时间:2019-05-14

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1、ABSTRACThaveextensiveapplicationsintheareaofSingularperturbationsystemsandtechnology,andtherobustcontrolofwhichhasbeenstudiedengineeringrecentlybymanyresearcherswhoarefromdifferentfields.Amongallkindsisanone.ofmethodsproposedsingularperturbationtechniqueimpor

2、tantHowever,uptothepresent,itisessentialconditionthatthecoefficientmatrixisofstatevariableinthesystemisnonsingularwhentheoriginalsystemdecomposedintotwosubsystems:aslowreducedsystemandafastrestricttheuseofthesingularperturbationboundary.1ayersystem,whichthis,

3、inthisdissertation,attentionisfocusedonthetheory.Consideringantosolverobustcontroldevelopmentofsingularperturbationapproachforsingularlyperturbedsystemswithpulsebehavior.Themainproblemsresultsobtainedinthisdissertationareasfollows:Firstly,westudytheglobalrobu

4、ststabilizationproblemforaclassofisnonlinearuncertainsingularperturbationsystems.Whentherepulseforbehaviorinperturbationsystems,thecompostedrobustfeed-backcontrolthewholesystemswasobtainedbyapplyingthetwo·timescaledesigntheoremandinequalityskill,andtheupperst

5、abilityapproach,matrixanalysisisboundofsmallparameter£wasalsogiven.Finally,anumericalexampleprovidedtodemonstratetheeffectivenessandfeasibilityofthedesignmethod.withtime_delayandpulseSecondly,asingularlyperturbedsystemforstabilityisbehaviorisconsidered.Corres

6、pondingsufficientconditionobtainedintermsofthetwo-timescaledesignapproach,Lyapunovstabilityiterativedesignprocedurefortheoryandlinearmatrixinequality(LMI).Anthestabilizingcontrollerisalsopresented.Numericalexamplesaregiventoillustratetheefficacyoftheproposeda

7、pproach.forthenonlinearthree—speciesFinally,thesingularlyperturbedproblemsfood..chainreactiondiffusionsystemsareconsidered.Byusingthedifferentialmeanvaluetheoremandthemethodofupperandlowersolutions,thebehaviorofthesolutionfortheinitialboundaryvalueproblemsiSa

8、symptoticstudied.Moreover,theexistenceanduniquenessofsolutionfortheoriginallIproblemandtheuniformlyvalidasymptoticestimationarealsodiscussed.Keywords:singularlyperturbedsystems;uncertaint

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