中国物理B ›› 2001, Vol. 10 ›› Issue (2): 97-102.doi: 10.1088/1009-1963/10/2/302
万继宏1, 张家树2, 肖先赐2
Zhang Jia-shu (张家树)a, Wan Ji-hong (万继宏)b, Xiao Xian-ci (肖先赐)a
摘要: An adaptive nonlinear feedback-control method is proposed to control continuous-time chaotic dynamical systems, where the adaptive nonlinear controller acts on only one-dimensional error signal between the desired state and the observed chaotic state of a system. The reduced parameter adaptive quadratic predictor used in adaptive feedback cancellation of the nonlinear terms can control the system to any desired state. Computer simulation results on the Lorenz system are shown to demonstrate the effectiveness of this feedback-control method.
中图分类号: (Control of chaos, applications of chaos)