loading page

Explicit compacton and generalized kink wave solutions for a CH-DP equation
  • Shaoyong Li,
  • Ming Song
Shaoyong Li
Shaoguan University
Author Profile
Ming Song
Shaoxing University
Author Profile

Abstract

In this paper, we consider a Camassa and Holm-Degasperis and Procesi (CH-DP) equation $u_{t}- c_{0}u_{x}+4uu_{x}-\alpha^2(u_{xxt}+uu_{xxx}+3u_{x}u_{xx})+\gamma u_{xxx}=0$. By using the bifurcation method of dynamical systems, some new explicit compacton and generalized kink wave solutions are presented through some special phase orbits. The results of before references are extended.