基于混沌信号的统计特性,提出了一种通过改善混沌信号的空间关联性实现混沌控制的方法。以Hénon离散混沌系统和四阶Chua’s电路超混沌连续系统为例进行了数值研究,验证了这种控制方法的有效性.结果表明,通过改善混沌信号之间的空间关联性,混沌系统能以较快的速度收敛到它的平衡点或多种周期轨道。
A method of chaotic control based on improving the space correlation is presented. As examples, the Hénon discrete chaotic system and the four-order Chua's circuit is studied numerically. The results show that by improving the space correlation between chaotic signals, the chaotic dynamic systems can be controlled to converge rapidly to its equilibrium point or to the multi-periodic orbits.