THE NEW ANALYTICAL SOLUTIONS OF THE SPACE – TIME FRACTIONAL DMBBM EQUATION BY USING KUDRYASHOV METHOD

Conference proceedings article

Authors/Editors

SETTAPAT CHINVIRIYASIT

Strategic Research Themes

Simulation (Computational Science and Engineering)

Publication Details

Author list: NATHANON SRIBUA – IAM, SETTAPAT CHINVIRIYASIT

Publication year: 2024

Title of series: Processing of IRAJ International Conference

Start page: 1

End page: 4

Number of pages: 4

Languages: English-United States (EN-US)

Abstract

In this article, the dispersive modified Benjamin – Bona – Mahony (DMBBM) equation is solved by a traveling wave analysis method as the Kudryashov method. The solutions of space-time fractionalDMBBMequation can be expressed in the forms of exponential functions. The purpose of this article is to explore the new method for solving one of nonlinear partial differential equation (NPDE) which is difficult to solve.

Keywords

Dispersive modified Benjamin – Bona – Mahony (DMBBM) Equation/ Exact Solution/ Nonlinear Partial Differential Equation/ Traveling Wave Analysis Method/ Kudryashov