Analysis of nonlinear partial differential equation of traveling wave solutions with an effective method
1Fırat University, Department of Mathematics, Elazığ, Turkey
2Ordu University, Department of Mathematics and Science Education, Ordu, Turkey
3Yıldız Technical University, Department of Information Technologies, İstanbul, Turkey
4Harran University, Program of Computer Programming, Şanlıurfa, Turkey
2Ordu University, Department of Mathematics and Science Education, Ordu, Turkey
3Yıldız Technical University, Department of Information Technologies, İstanbul, Turkey
4Harran University, Program of Computer Programming, Şanlıurfa, Turkey
Sigma J Eng Nat Sci - DOI: 10.14744/sigma.2024.00085
Abstract
In the study, the wave solutions of (2+1)-dimensional generalized Hirota–Satsuma–Ito equation are acquired by utilizing modified exponential function method. Obtaining different solution functions under various conditions according to the method allows the analysis of the behavior of the linear mathematical model to be analyzed from different aspects. Therefore, after the solution functions representing the behavior of the nonlinear mathematical model have been obtained, the graphs of these functions have been drawn under the appropriate parameters.
Keywords: The (2+1)-dimensional generalized Hirota-Satsuma-Ito equation, modified exponential function method, traveling wave solution
