New solutions for four novel generalized nonlinear fractional fifth-order equations  

作　　者：Mehmet Senol Lanre Akinyemi Henrietta Nkansah Waleed Adel 

机构地区：[1]Nevsehir HacıBekta¸s Veli University,Department of Mathematics,Nevsehir,Turkey [2]Department of Mathematics,Lafayette College,Easton,Pennsylvania,USA [3]Department of Mathematics,University of Cape Coast,Cape Coast,Ghana [4]Department of Mathematics and Engineering Physics,Faculty of Engineering,Mansoura University,Egypt [5]UniversitéFrançaise dÉgypte,Ismailia Desert Road,El Shorouk,Cairo,Egypt

出　　处：《Journal of Ocean Engineering and Science》2024年第1期59-65,共7页海洋工程与科学（英文）

摘　　要：In this paper,new four fifth-order fractional nonlinear equations are derived and investigated.The frac-tional terms are defined in the conformable sense and these equations are then solved using two effective methods,namely,the sub-equation and the generalized Kudryashov methods.These methods were tested on the proposed models and succeeded in finding new solutions with different values of parameters.A graphical representation of some results is provided and proves the efficiency and applicability of the proposed methods for providing solutions with known physical behavior.These methods are good candi-dates for solving other similar problems in the future.

关 键 词：Conformable derivative Generalized Kudryashov method Sub-equation method Riccati equation SOLITONS 

分 类 号：O17[理学—数学]