WAVELET BASE CONTROL FOR CHAOS MOTION
Zhongyong Wang, CAI YUAN-LI, JIA DONG, (1)西安交通大学自动控制系，西安 710049; (2)郑州大学电子工程系，郑州 450052 · Acta Physica Sinica · 1999
Based on the property that the wavelet can approximate any nonlinear continuous function in the compact supporting set,a new method is presented to control chaos.By this method the trajectories of some typical chaotic systems,such as Duffing equation,Lorenz model,etc.,are controlled to the target orbits or points.It is proved that the wavelet base control algorithm is feasible and control effect is better.