IMECH-IR  > 流固耦合系统力学重点实验室
Chaos synchronization between fractional-order unified chaotic system and Rossler chaotic system
Wu XY; Cheng YL; Liu K; Yu XL; Wu XQ(吴先前)
Source PublicationMATERIALS ENGINEERING AND AUTOMATIC CONTROL
2012
Pages2088-2091
Conference Name2012 International Conference on Materials Engineering and Automatic Control, ICMEAC 2012
Conference DateAPR 27-29, 2012
Conference PlaceJinan, China
AbstractThe chaotic dynamics of the unified chaotic system and the Rossler system with different fractional-order are studied in this paper. The research shows that the chaotic attractors can be found in the two systems while the orders of the systems are less than three. Asymptotic synchronization of response and drive systems is realized by active control through designing proper controller when system parameters are known. Theoretical analysis and simulation results demonstrate the effective of this method.
KeywordAutomation Control Process Control Active Control Analysis And Simulation Asymptotic Synchronization Chaos Synchronization Chaotic Attractors Chaotic Dynamics Chaotic Synchronization Different Structure Drive Systems Fractional-order Unified Chaotic System Rossler Chaotic System Rossler System Unified Chaotic Systems
DepartmentLMFS冲击与耦合效应(LHO)
ISBN978-3-03785-458-7
URL查看原文
Indexed ByEI
Language英语
Document Type会议论文
Identifierhttp://dspace.imech.ac.cn/handle/311007/46865
Collection流固耦合系统力学重点实验室
Corresponding AuthorWu XY
Recommended Citation
GB/T 7714
Wu XY,Cheng YL,Liu K,et al. Chaos synchronization between fractional-order unified chaotic system and Rossler chaotic system[C]:TRANS TECH PUBLICATIONS, P.O. BOX 1254, CLAUSTHAL-ZELLERFELD, D-38670, GERMANY,2012:2088-2091.
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