Finding exact solutions for selected nonlinear evolution differential equations

Journal article

Bhanot, Rajeev P., Mohammed, Mayada G. and Strunin, Dmitry V.. (2023). Finding exact solutions for selected nonlinear evolution differential equations. Journal of Interdisciplinary Mathematics. 26(7), pp. 1461-1470. https://doi.org/10.47974/JIM-1566
AuthorsBhanot, Rajeev P., Mohammed, Mayada G. and Strunin, Dmitry V.
Abstract

Burgers, Breaking Soliton and Boussinesq equations are applicable in different areas of physics. Searching their real solutions are particularly important. In this research the modified Kudryashov method is applied for finding exact travelling wave solutions of the Burgers, Boussinesq and Breaking soliton equation. To visualize the dynamics, we present the solutions in the form of graphs in 2D and 3D plots. The solutions summarize that, the Kudryashov modified method is effectual for solving nonlinear evolution differential equations in exact form.

KeywordsKudryashov method; Nonlinear partial differential equations
Year01 Jan 2023
JournalJournal of Interdisciplinary Mathematics
Journal citation26 (7), pp. 1461-1470
PublisherTaylor & Francis Ltd (UK)
ISSN0972-0502
Digital Object Identifier (DOI)https://doi.org/10.47974/JIM-1566
Web address (URL)https://www.tarupublications.com/doi/10.47974/JIM-1566
Open accessPublished as non-open access
Research or scholarlyResearch
Page range1461-1470
Publisher's version
License
All rights reserved
File Access Level
Controlled
Output statusPublished
Publication dates
Online01 Nov 2023
Publication process dates
Deposited23 Aug 2024
Additional information

© Taru Publications

Place of publicationUnited Kingdom
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