Document Details

Document Type : Article In Journal 
Document Title :
Exact traveling wave solutions of a higher-dimensional nonlinear evolution equation
Exact traveling wave solutions of a higher-dimensional nonlinear evolution equation
 
Subject : Mathematics 
Document Language : English 
Abstract : The exact traveling wave solutions of (4 + 1)-dimensional nonlinear Fokas equation is obtained by using three distinct methods with symbolic computation. The modified tanhcoth method is implemented to obtain single soliton solutions whereas the extended Jacobi elliptic function method is applied to derive doubly periodic wave solutions for this higher-dimensional integrable equation. The Exp-function method gives generalized wave solutions with some free parameters. It is shown that soliton solutions and triangular solutions can be established as the limits of the Jacobi doubly periodic wave solutions. 
ISSN : 0217-9849 
Journal Name : Modern Physics Letters B 
Volume : 24 
Issue Number : 10 
Publishing Year : 1431 AH
2010 AD 
Article Type : Article 
Added Date : Sunday, November 20, 2011 

Researchers

Researcher Name (Arabic)Researcher Name (English)Researcher TypeDr GradeEmail
J LeeLee, J ResearcherDoctorate 
R SakthivelSakthivel, R ResearcherDoctoratesakthi@skku.edu
لؤي أحمد وزانWazzan, Luwai AResearcherDoctoratelwazzan@hotmail.com

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