连续时间混沌动力系统的线性反馈控制

Linear Feedback Control of Continuous-Time Chaotic Dynamic Systems

基于非线性常微分方程平衡点的稳定性理论,提出了连续时间混沌动力系统的线性反馈方法,控制混沌轨道到不稳定平衡点,对Lorenz方程进行了数值仿真.

In this paper a linear feedback approach is proposed to control the chaotic trajectories of a chaotic system to a non - stable equilibrium point, based on the stability theory of non - linear ordinary differential equation. We apply this method to the well - known Lorenz model. The data simulation shows that we can control the trajectories to the non - stable equilibrium point.