مصطفی اسلامی

In this paper‎,‎ different types of soliton solutions of the modified equal width wave (MEW) equation with beta time derivative are obtained by implementing the two different methods named as‎:‎ extended Jacobi's elliptic expansion function method and Kudryashov method‎.‎ The dark‎,‎ bright‎,‎ singular and other solitons are achieved‎.‎ The obtained soliton solutions are verified through MATHEMATICA‎.‎ At the end‎,‎ the results are also explained through graphs‎.‎ These soliton solutions suggest that these two methods are effective‎,‎ straight forward and reliable as compare to other methods‎.‎ The obtained results can be used in describing the substantial understanding of the studious structures as well as others related non-linear physical structures‎.