(1/G')-Açılım Metodunu Kullanarak Sawada–Kotera Denkleminin Hiperbolik Yürüyen Dalga Çözümleri

Authors : Hülya DURUR, Asıf YOKUŞ

Pages : 615-619

Doi:10.35414/akufemubid.559048

View : 25 | Download : 13

Publication Date : 2019-12-31

Article Type : Research Paper

Abstract :-expansion method is an effective and powerful method to obtain the traveling wave solutions of nonlinear partial differential equations. ) )- expansion method is applied to reach the goals set. )- expansion methods. Special values are given to the parameters in the solutions obtained and graphs are drawn. These graphs are presented using a computer package program. In this paper, In this study, we obtain hyperbolic traveling wave solutions of the Sawada–Kotera equation (S-K), using
Keywords : 1 G' Expansion Method, SawadaKotera equation, Nonlinear partial differential equation, Hyperbolic traveling wave solution