Turkish Journal of Mathematics and Computer Science
Yazarlar: Md. Habibul BASHAR, Tasnim TAHSEEN, Nur Hasan Mahmud SHAHEN
Konular:Matematik
DOI:10.47000/tjmcs.725815
Anahtar Kelimeler:Conformable fractional derivative,Advanced $\text{exp}( -\varphi ( \xi ))$-expansion method,Exact solution,Time fractional modified Kawahara equation
Özet: With the assistance of representative calculation programming, the present paper examines the careful voyaging wave arrangements from the nonlinear time fractional modified Kawahara equation by utilizing the advanced $\text{ exp}( -\varphi ( \xi ) $-expansion strategy in-terms of hyperbolic, trigonometric and rational function with some appreciated parameters. The dynamics nonlinear wave solution is examined and demonstrated by maple18 in 3-D, 2-d plots and contour plot with specific values of the intricate parameters are plotted. The advanced $\text{ exp}( -\varphi ( \xi ) )$-expansion method is reliable treatment for searching essential nonlinear waves that enrich a variety of dynamic models that arises in engineering fields.