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Synchronization of Unified Chaotic System Using Occasional Driving
作者姓名:Wu Xiao\|qun  Lu Jun\|an  School of Mathematics and Statistics  Wuhan University  Wuhan  Hubei  China
作者单位:Wu Xiao\|qun,Lu Jun\|an  School of Mathematics and Statistics,Wuhan University,Wuhan 430072,Hubei,China
基金项目:theNationalNaturalScienceFoundationofChina (50 2 0 90 1 2 )
摘    要:0 IntroductionBecausethechaoticsystemishighlysensitivetoitsinitialvalues,peoplethoughtthatitwasdifficulttosynchronizechaos.However,sincePecoraandCarroladvancedtheprogramofdrivingandresponsesynchronization1 ] andrealizeditintheelectroniccircuit,chaossynchronizationandthepotentialofitsapplicationinsecurecommunicationhavearousedextensiveatten tions,andvarioussynchronizingalgorithmshavebeen pro posed2 5] .Butinpracticalapplication ,weshouldtakethecon trolcostintoconsideration .Inrecentyears,t…

收稿时间:10 January 2006

Synchronization of unified chaotic system using occasional driving
Wu Xiao-qun,Lu Jun-an.Synchronization of Unified Chaotic System Using Occasional Driving[J].Wuhan University Journal of Natural Sciences,2003,8(3):808-812.
Authors:Wu Xiao-qun  Lu Jun-an
Institution:(1) School of Mathematics and Statistics, Wuhan University, 430072 Wuhan, Hubei, China
Abstract:The synchronization of the unified chaotic systems using occasional driving technique is studied. The relation among interim period T, sampling interval 2ε, feedback gain r and the parameter α of the system is thoroughly investigated. Numerical results show that smaller interim period T and properly larger sampling interval 2ε can accelerate the synchronizing pace. Furthermore, for a unified chaotic system in which a is given, we can achieve satisfying synchronizing results as long as T,ε and r are appropriately chosen. As we adopt the occasional driving method, we greatly reduce the control cost. Therefore with this method we can obtain the expecting goals with little control cost.
Keywords:synchronization  occasional drive  unified chaotic system
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