On The Prototype Solutions of Symmetric Regularized Long Wave Equation by Generalized Kudryashov Method
Hasan Bulut,
Haci Mehmet Baskonus,
Eren Cüvelek
Issue:
Volume 1, Issue 2, August 2015
Pages:
10-16
Received:
19 August 2015
Accepted:
7 November 2015
Published:
14 December 2015
DOI:
10.11648/j.ml.20150102.11
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Views:
Abstract: In this study, we have applied the generalized kudryashov method to the symmetric regularized long wave equation for obtaining some new analytical solutions such as trigonometric function solution, exponential function solution, complexl function solution, hyperbolic function solution after giving the fundamental properties of method. Afterwards, we have observed that these analytical solutions are verified the symmetric regularized long wave equation by means of Wolfram Mathematica 9. Then, we have drawn two and three dimensional surfaces of analytical solutions. Finally, we have submitted a conclusion to literature.
Abstract: In this study, we have applied the generalized kudryashov method to the symmetric regularized long wave equation for obtaining some new analytical solutions such as trigonometric function solution, exponential function solution, complexl function solution, hyperbolic function solution after giving the fundamental properties of method. Afterwards, w...
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