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Studies on Variable Rate Pulse Feedback of Chaos System
LüLing,Ou Yongcheng
Author NameAffiliation
LüLing Department ofPhysics, LiaoningNormal University, Dalian 116029 
Ou Yongcheng Department ofPhysics, LiaoningNormal University, Dalian 116029 
Abstract:
A newmethod, variable rate pulse feedback (VRPF), is presented in order to control chaos in continuous nonlinear system. The selection technique of the feedback coefficients and the pulse interval is introduced. The method is applied, for example, to control the chaotic dynamical behaviors in the Belousov-Zhabotinsky (BZ) reaction systemofthe 3D model. The numerical results showthat the system can be stabilized at the different periodic orbits of 1p, 2p, 3p, 4p,…, 2n×3mp (n, mare integers) by appropriately selecting the feedback coefficients and the pulse interval, and the powerspectra ofthe systemcan also be changed fromthe continuous spectra in the chaotic state intothe discrete spectra having some separate single peaks. Besides, the VRPF method is of an extremelywide control region found from the computer simulation.
Key words:  BZ reaction, 3D model, Chaotic control, Variable rate, Periodic orbit
FundProject:
混沌系统的变量变化率反馈控制方法研究
吕翎,欧永成
摘要:
设计了一种控制连续非线性系统中混沌的新方法--变量变化率脉冲反馈(VRPF)方法.介绍了VRPF方法的控制原理以及反馈系数和脉冲间隔的选择技巧.将此方法应用到BZ反应3D模型系统混沌的控制中,计算机仿真模拟显示,通过恰当地选择反馈系数和脉冲间隔,可以将系统稳定在1p、2p、3p、4p、…、2n×3mp (n、m为整数)这样不同的周期轨道,从而使系统的功率谱也由混沌态时的连续谱转变为具有分立单峰的分立谱.此外,仿真模拟还发现VRPF方法具有极宽的控制域.
关键词:  BZ反应  3D模型  混沌控制  变量变化率  周期轨道
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