Speaker
Özge Hamzaoğlu
Description
In our study, the tanh method was considered and applied to a nonlinear partial differential equation that describes a physical phenomenon. By applying the method to the equation, six different solution families were obtained, and the solutions were expressed in terms of hyperbolic functions. By assigning values to the arbitrary constants in the obtained solutions, 3D, 2D, and contour graphs were plotted. The physical interpretation of the graphs was conducted, and comments were made regarding wave motions. As a result, it was observed that the proposed method is effective and suitable for finding solutions to the equation. Our findings are applicable in fields such as physics and engineering.
| Keywords | Tanh Procedure, Wave solutions, Exact Solutions, Nonlinear differential Equations |
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Primary author
Co-author
Dr
Arzu AKBULUT
(Bursa uludağ Üniversity)
