In the current article, the generalized Kudryshov method is applied to determine exact solitary wave solutions for the time-fractional generalized Hirota-Satsuma coupled KdV model. Here, the fractional derivative is illustrated in the conformable derivative. Therefore, plentiful exact traveling wave solutions are achieved for this model, which encourage us to enlarge, a novel technique to gain unsteady solutions of autonomous nonlinear evolution models that occurs in physical and engineering branches. The obtained traveling wave solutions are expressed in terms of the exponential and rational functions. It is effortless to widen that this method is powerful and will be applied in further tasks to create advance exclusively innovative solutions to other higher-order nonlinear conformable fractional differential models in engineering problems.
Singapore Book Publishers Association Membership Jan 13, 2023
2022 2nd International Conference on Computer Application an... Nov 17, 2022
Sustainability GEN-4 Post COP 27 Conference 2023 Nov 04, 2022
Contemporary Mathematics Accepted for Coverage in Scopus Oct 29, 2022
Contemporary Mathematics Accepted in Emerging Sources Citati... Oct 19, 2022