Open AccessTravelling Wave Solutions of the Perturbed Wadati-Segur-Ablowitz Equation by (G'/G)-Expansion Method
Author(s) -
Fi̇gen Kangalgi̇l
Publication year - 2018
Publication title -
international journal of scientific research and management
Language(s) - English
Resource type - Journals
ISSN - 2321-3418
DOI - 10.18535/ijsrm/v6i6.m01
Subject(s) - maple , correctness , trigonometry , exact solutions in general relativity , traveling wave , nonlinear system , mathematics , mathematical analysis , trigonometric functions , physics , geometry , algorithm , quantum mechanics , botany , biology
The investigation of the exact solutions of NLPDEs plays an im-
portant role for the understanding of most nonlinear physical phenomena.
Also, the exact solutions of this equations aid the numerical solvers to assess
the correctness of their results. In this paper, (G'/G)-expansion method is pre-
sented to construct exact solutions of the Perturbed Wadati-Segur-Ablowitz
equation. Obtained the exact solutions are expressed by the hyperbolic, the
trigonometric and the rational functions. All calculations have been made with
the aid of Maple program. It is shown that the proposed algorithm is elemen-
tary, e¤ective and has been used for many PDEs in mathematical physics.