Downloads: 32 | Views: 98
Research Paper | Mathematics | Iraq | Volume 5 Issue 11, November 2016
Exact Solutions for the Mikhailov-Shabat Equation, and Classical Boussinesq Equation by Tan-Cot Method
Anwar Ja'afar Mohamad Jawad | Syeda Naima Hassan
Abstract: In this paper, we established a travelling wave solution by using the proposed Tan-Cot function algorithm for non-linear partial differential equations. The method is used to obtain new solitary wave solutions for non-linear partial differential equations such as, for the Mikhailov-Shabat ( MS) equation, and Classical Boussinesq (CB) equation, which are the important Soliton equations. Proposed method has been successfully implemented to establish new solitary wave solutions for the non-linear PDEs.
Keywords: Non-linear PDEs, Tan-Cot function method, Mikhailov-Shabat (MS) equation, Classical Boussinesq (CB) equation
Edition: Volume 5 Issue 11, November 2016,
Pages: 1971 - 1974