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 Posted: Sat 23:58, 07 May 2011 Post subject: magasin abercrombie Mappings - Small Perturbations |
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Mappings - Small Perturbations to Control Chaos
hys. Rev. A, 1988; 37:1711-172418AuerbachD, CvitanovicPandEckmannJP,[link widoczny dla zalogowanych], eta1. Ex-ploringchaoticmotionthroughperiodicorbits. Phys. Rew. Lett. . 1987; 58:2387-238919ZhangWen. ZhangHuishengandXuXiaofeng. Studyofgeneralnonlinearformulaofoil-filmforceactingonajournalwithunsteadymotion. Asia-PacificVibrationConfeFences. Korea. 1997218 Vibration Engineering Volume 16 2O YU Jie. MDOF rotor system Numerical analysis of nonlinear dynamics and chaos control. [PhD thesis]. Dalian: Dalian University of Technology Department of Engineering Mechanics, 200,221 Lu and Xiang, YU Jie, Qiu Spring Air. Precise integration of the nonlinear dynamic integral equations and its solution. Solid Mechanics, 2001; 22 (3): 3O3-3O822 Hao Bolin, ZHANG Shu Yu. Of forced nonlinear oscillator in the period doubling bifurcation and chaos phenomena of frequency sampling method. Physics, 1983; 32 (2) :198 - 208ChaosControlBasedonContractionMappingsandSmallPerturbationsYuHongieIHexiang (DepartmentofEngineeringMechanics.DalianUniversityofTechnologyDalian, 116023) AbstractAmethodusingcompactmapping-smallparameterperturbationtocontrolthechaoticbehaviorispresented. Bymeansofthetemporalsmallperturbationfeedbackoftheadjustableparametersofthesystem, oneoftheinfinitenumberoftheunstableperiodicorbitsembeddedinthechaoticattractorisdirectedandisstabilizedontothedesiredorbit. ThemethodisusedtocontrolthechaoticmotionsofnonlinearrotorsystemandDullingsystem. Numericalresultsshowthatthemethodiseffective. Keywords: nonlinearvibratoin; ceriodicorbit; chaos; control; contractionmappings the first of the cleaning woman,[link widoczny dla zalogowanych], Yu Hong,[link widoczny dla zalogowanych], Ph.D., 1968. Tel: 13645602600, E-mail: y-yh! I @ sina. corn magazine 16 2003 1 12 Formula (12) read as follows: M2Q + (K2 one. M2) Q + H. Weiwei Gu Ji c,[link widoczny dla zalogowanych], + F-1. Dh * ...) OQ, Q + a + n. b} Q +1 A (4E + E2k + E. 3k,)] qQ, a Σ + one by one [2. +. RsinO + O (u. + RcosO)] G2 a 1,2 a Ⅳ 2k , ..., n2 (12) / [Σ Bu ¨ FΣ vii ΣΣ + QQ},, C a ¨ C, 2ΣΣQQQQQQ, from a uDΣΣΣ Pu Q gl II MΣ2
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