The dynamic analysis of a chaotic system

Affiliation of Author(s):电子信息工程学院

Journal:ADVANCES IN MECHANICAL ENGINEERING

Key Words:Chaotic system Poincare mapping Hopf bifurcation Lyapunov exponent horseshoe

Abstract:A three-dimensional chaotic system which contains different parameters is proposed in this article. By applying numerical and analytical methods, the basic properties of the system, such as dynamical behaviors, dissipation, sensitivity, power spectrum, Poincare map, and Lyapunov exponents, are investigated. In addition, the existence of both Hopf bifurcation and topological horseshoe is presented. The obtained results clearly show that this is a new chaotic system.

ISSN No.:1687-8140

Translation or Not:no

Date of Publication:2017-03-10

Co-author:Wang, Shao Fu

Correspondence Author:Wang, Shao Fu,Dazhuan Xu

Date of Publication:2017-03-10