NEW VARIETY TYPES OF SOLUTION TO THE FUJIMOTO-WATANABLE EQUATION WITH THE CORRESPONDING NUMERICAL SOLUTIONS

Autor: EMAD H.M. ZAHRAN, AHMET BEKİR
Rok vydání: 2022
Zdroj: Journal of Science and Arts. 22:837-844
ISSN: 2068-3049
1844-9581
Popis: In this article, new variety types of exact solution to the Fujimoto-Watanable- equation (FWE) that equivalent to the modified Korteweg- de Vries- equation have been derived. These new types of solutions which weren’t realized before by any other technique have been established in the framework of the Ricatti-Bernolli Sub-ODE method (RBSODM). Also, the identical numerical solutions whose initial conditions are emerged from the achieved exact solutions have been constructed by using the famous numerical variational iteration method (VIM).
Databáze: OpenAIRE