Analysis of traveling wave solutions of nonlinear mathematical models by trial equation method
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Abstract (EN)
In this study, new and different exact solutions of the nonlinear Reaction Duffing and (1+1) dimensional nonlinear Ostrovsky equations were found by applying the new version trial equation method moving wave transformation. In addition, two and three dimensional graphics were drawn to show the physical behaviors of these new exact solutions and to interpret these behaviors more effectively.
Author
Sebahattin Ertaş
How to Cite
Sebahattin Ertaş (Master Thesis). Analysis of traveling wave solutions of nonlinear mathematical models by trial equation method, 2025, Fırat University.
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