【作者】 刘振泽； 田彦涛； 宋彦；

【Author】 Liu Zhenze Tian Yantao Song Yan Department of control science and engineering , JiLin University , Changchun 130025,China

【机构】 吉林大学通信工程学院控制科学与控制工程系；

【摘要】 基于混沌系统同步问题,提出分别采用线性和非线性项变量耦合的方法,并在chen氏系统和Lorenz系统中得以系统仿真验证.在此基础上提出了耦合设计的更一般方法,并对混沌系统同步条件进行深层次的分析,给出误差动态方程判稳的简化判据.并将此方法推广到一类高维超混沌系统当中,并对仿真中出现的问题进行了讨论和解决。更多还原

【Abstract】 For the synchronization of chaotic system,the method of linear and non-linear coupled way has been discussed and furthermore has been applied in the system of chen’s and Lorenz’s.Besides,this paper also proposed the way of the design of coupled system,in addition discussed the synchronization condition of chaotic system and bring forward the betterment of the simplification stability condition of error dynamic equation.Apart from this,we generalize this method to the hyper-chaos system.The problem which appear in the simulation experiment is analyzed in our paper,and we give the solution to the problem.更多还原