Title of article
Dynamical behavior of traveling wave solutions for the K(2, 2) equation
Author/Authors
ZHANG, Lina Kunming University of Science and Technology Kunming - Center for Nonlinear Science Studies, CHINA
From page
121
To page
127
Abstract
In this paper, we discuss the qualitative behavior of degenerate singular points for the K(2, 2) equation. By analyzing the different dynamical behaviors of the singular system and its associated regular system, we come to the conclusion that for the singular system the smoothness property of its orbits, which have intersection point(s) with the singular straight line, will not be destroyed. Meanwhile, the corresponding smooth traveling wave solutions for the K(2, 2) equation are obtained.
Keywords
K(2 , 2) equation , singular traveling wave system , nilpotent , smooth periodic wave
Journal title
Turkish Journal of Physics
Journal title
Turkish Journal of Physics
Record number
2528733
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