Title of article
General traveling wave solutions of the strain wave equation in microstructured solids via the new approach of generalized (G0/G)-expansion method
Author/Authors
Nur Alam, Md. Pabna University of Science and Technology - Department of Mathematics, Bangladesh , Akbar, Md. Ali University of Rajshahi - Department of Applied Mathematics, Bangladesh , Mohyud-Din, Tauseef HITEC University - Department of Mathematics, Pakistan
From page
233
To page
241
Abstract
The new approach of generalized (G /G)-expansion method is significant, powerful and straightforward mathematical tool for finding exact traveling wave solutions of nonlinear evolution equations (NLEEs) arise in the field of engineering, applied mathematics and physics. Dispersive effects due to microstructure of materials combined with nonlinearities give rise to solitary waves. In this article, the new approach of generalized (G /G)-expansion method has been applied to construct general traveling wave solutions of the strain wave equation in microstructured solids. Abundant exact traveling wave solutions including solitons, kink, periodic and rational solutions have been found. These solutions might play important role in engineering fields.
Keywords
New approach of the generalized (G0 , G) , expansion method , Strain wave equation , Microstructured solids , Solitons , Traveling wave solutions , Solitary wave solutions
Journal title
Alexandria Engineering Journal
Journal title
Alexandria Engineering Journal
Record number
2540412
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