Dynamical analysis of a cubic Lienard system with global parameters: (III)
发布时间：2019-11-30
点击次数：
发表刊物：Nonlinearity
摘要：Continuing Chen and Chen (2015 Nonlinearity 28 3535) and (2016 Nonlinearity 29 1798) which deal with the cases of two equilibria and three equilibria respectively, in this paper we investigate the global dynamics of a cubic Liénard system with global parameters in the case of exact one equilibrium. After analyzing qualitative properties of all equilibria and judging the number of limit cycles, we give the bifurcation diagram and all global phase portraits. Our method in judging the number of limit cycles is to construct a parameter transformation such that in new parameter space the vector fie
第一作者：Chen Hebai
论文类型：基础研究
通讯作者：Chen Xingwu
学科门类：数学
文献类型：J
卷号：33
期号：4
页面范围：1443-1465
是否译文：否
发表时间：2020-02-14
收录刊物：SCI