Title of article
Analytic and loop solutions for the K(2,2) equation (focusing branch)
Author/Authors
Li ، Chunhai - Guilin University of Electronic Technology , Tang ، Shengqiang - Guilin University of Electronic Technology , Ma ، Zhongjun - Guilin University of Electronic Technology
Pages
7
From page
1334
To page
1340
Abstract
In this paper, we study analytic and loop solutions of the K(2,2) equation(focusing branch), which is first proposed by Rosenau. The implicit analytic and loop solutions are obtained by using the dynamical system approach. Moreover, we investigate how the famous RosenauHyman compactons can be recovered as limits of classical solitary wave solutions forming analytic homoclinic orbits for the reduced dynamical system by theoretical analysis and numerical simulation.
Keywords
Loop solution , peakon , compacton , solitary wave , K (2 , 2) equation.
Journal title
Journal of Nonlinear Science and Applications
Serial Year
2016
Journal title
Journal of Nonlinear Science and Applications
Record number
2475808
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