O'Regan, DonalAderyani, Safoura RezaeiSaadati, RezaAllahviranloo, Tofigh2024-05-192024-05-1920242075-1680https://doi.org10.3390/axioms13020074https://hdl.handle.net/20.500.12713/5138This paper focuses on obtaining traveling wave solutions of the Fornberg-Whitham model derived from Gilson-Pickering equations, which describe the prorogation of waves in crystal lattice theory and plasma physics by some analytical techniques, i.e., the exp-function method (EFM), the multi-exp function method (MEFM) and the multi hyperbolic tangent method (MHTM). We analyze and compare them to show that MEFM is the optimum method.eninfo:eu-repo/semantics/openAccessFornberg-Whitham ModelGilson-Pickering EquationAnalytical MethodsPartial Differential EquationsSolving the Fornberg-Whitham Model Derived from Gilson-Pickering Equations by Analytical MethodsArticle132WOS:001172369500001N/A10.3390/axioms13020074