Exploring Soliton Solutions for Fractional Nonlinear Evolution Equations: A Focus on Regularized Long Wave and Shallow Water Wave Models with Beta Derivative

Exploring Soliton Solutions for Fractional Nonlinear Evolution Equations: A Focus on Regularized Long Wave and Shallow Water Wave Models with Beta Derivative

The fractional regularized long wave equation and the fractional nonlinear shallow-water wave equation are the noteworthy models in the domains of fluid dynamics, ocean engineering, plasma physics, and microtubules in living cells. In this study, a reliable and efficient improved F-expansion techniq...

Szczegółowa specyfikacja

Opis bibliograficzny
Główni autorzy: Sujoy Devnath, Maha M. Helmi, M. Ali Akbar
Format: Artykuł
Język:English
Wydane: MDPI AG 2024-09-01
Seria:Computation
Hasła przedmiotowe:
improved F-expansion method
beta derivative
fractional regularized long wave equation
fractional nonlinear shallow-water wave equation
soliton solutions
Dostęp online:https://www.mdpi.com/2079-3197/12/9/187

Internet

https://www.mdpi.com/2079-3197/12/9/187

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