摘要
提出了用间歇性正比于系统参量的脉冲微扰控制混沌方法．用此法分别研究了一维和二维离散混沌系统的控制，获得了稳定的２ ｎＰ，２ ｎ ＊ ３ ｍＰ 序列和１２８ Ｐ，１９２ Ｐ 的高周期轨道．分析表明，对于一维逻辑斯谛映象的混沌控制。
A method of controlling chaos based on intermitant proportional pulse perturbation to the system parameters is proposed. The unidimensional and two\|dimensional discrete chaotic systems are studied respectively with the method proposed, and a series of stable 2 nP and 2\+n*3\+mP as well as 128P,192P high periodic orbits are obtained. The analysis shows that the method of intermitant proportional pulse to the system parameters is equivalent to the method of intermitant proportional feedback to system variables for controlling chaos in unidimensional logistic map.
出处
《物理学报》
SCIE
EI
CAS
CSCD
北大核心
1999年第12期2196-2201,共6页
Acta Physica Sinica
