Chaos control and anticontrol of a tachometer system by Ge-Yao-Chen partial region stability theory

Abstract

In this paper, chaos control and anticontrol of a tachometer system by Ge-Yao-Chen (GYC) partial region stability are proposed. The Lyapunov function becomes a simple linear homogeneous function and the controllers become simpler by using the GYC partial region stability theory. The simulation results are more precise because the controllers are in lower degree than that of traditional controllers. Finally, chaos control and anticontrol of the tachometer system by GYC partial region stability are obtained and verified by numerical simulations.