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基于超稳定性理论的统一混沌系统的混合同步

Hybrid synchronization of unified chaotic system based on hyperstability theory
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摘要 研究了统一混沌系统的混合同步问题。利用超稳定性理论,给具有扇形有界输入、有界参数和有界外部扰动的统一混沌系统设计了一个混合同步控制方案。所提方案对非线性输入和扰动都是稳定的,数值仿真说明了它的有效性。 Hybrid synchronization of the unified chaotic system is investigated. Based on hyperstabilitytheory, a control scheme is designed to realize hybrid synchronization for the unified chaotic system withso-called sector-bounded inputs and parameter perturbation and external disturbance. The proposedcontrol scheme is robust against both the input nonlinearities and the perturbations. The simulations showthe effectiveness of the developed methods.
作者 李圣荣
出处 《信息技术》 2014年第8期133-136,共4页 Information Technology
关键词 混合同步 统一混沌系统 超稳定性理论 hybrid synchronization unified chaotic system hyperstability theory
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参考文献9

  • 1Hu M F, Xu Z Y, Zhang R. Full state hybrid projective synchroni- zation incontinuous-time chaotic (hyperchaotic) systems[J]. Com- mun. Nonlinear Sci. Numer. Simul,2008,13:456-464.
  • 2Hu M F, Xu Z Y, Zhang R. Full state hybrid projective synchroniza- tionof a general class of chaotic maps[ M]. Commun. Nonlinear Sci Nu- mer. Simul. , in press, doi:10, 1016/j, cnsns. 2006. 07. 012.
  • 3Hu M F, Xu Z Y, Zhang R, et al. Adaptive full state hybrid projec- tive syrtchrortization of chaotic systems with the same and different order[ C]. Phys. Lett. A 365,2007:315 -327.
  • 4Hu M F, Xu Z Y, Zhang R, et al. Parameters identification and adaptive full state hybrid projective synchronization of chaotic ( hy- per-chaotic) systems[C]. Phys. Lett. A 361,2007:231-237.
  • 5Li G H. Modified projective synchronization of chaotic system[ J ]. Chaos, Solitons & Fractals ,2007,32 : 1786 - 1790.
  • 6Chang K M. Adaptive control for a class of chaotic systems with non- linear inputs and disturbances[ Z]. Chaos, Solitons & Fractals, In press, doi : 10. 1016/j. chaos. 2006.06. 090.
  • 7Chiang T Y, Hung M L, Yan J J, et al. Sliding mode control for uncertain unified chaotic systems with input nonlinearity[ Z]. Cha- os Solitons & Fraetals,2007 ,34 :437 -442.
  • 8Yau H T, Yah J J. Robust controlling hyperehaos of the R"ossler system subject to input nonlinearities by using sliding mode control [ Z]. Chaos, Solitons & Fractals,2007,33 : 1767 - 1776.
  • 9V.M. Popov. Hyperstability of control systems [ M ]. New York : Springer - Verlag, 1973.

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