Wave Propagation and Stability Analysis for Ostrovsky and Symmetric Regularized Long-Wave Equations

This work focuses on the propagation of waves water’s surface, which can be described via different mathematical models. Here, we apply generalized exponential rational function method (GERFM) to several nonlinear models surface wave identify their multiple solitary structures. We provide stability analysis and graphical representations for considered Additionally, this paper compares results obtained in existing solutions literature. The effectiveness potency utilized approach are demonstrated, indicating applicability a broad range partial differential equations physical phenomena.