Document Type : Original Article

Authors

• Mostafa Eslami ¹
• Yasin Asghari ²
• M Matinfar ³

¹ University of Mazandaran

² Mazandaran

³ UMZ

Abstract

The Sardar Subequation method (SSM) is utilized in this paper to construct exact soliton solutions of the nonlinear Zoomeron equation (ZE). A feature of the SSM is its ability to produce multiple types of soliton solutions, including dark, bright, singular, periodic, and mixed dark–bright solitons. The findings indicate that the SSM is both efficient and powerful, while being computationally simple and extendable to other NLPDEs. To demonstrate the behavior and development of the obtained exact solutions, a variety of graphical representations is employed, including 3D, contour and 2D profiles. To depict these solutions, MATLAB software is employed, with different values assigned to the relevant parameters

Keywords

• Zoomeron equation (ZE)
• Sardar Subequation method (SSM)
• nonlinear partial differential equations (NLPDEs)
• Soliton