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- Title
A SHORT SOLUTION OF THE LOCAL FRACTIONAL (2+1)-DIMENSIONAL DISPERSIVE LONG WATER WAVE SYSTEM.
- Authors
BENLI, FATMA BERNA; BASKONUS, HACI MEHMET; GAO, WEI
- Abstract
In this paper, a local fractional Riccati differential equation method is applied. A new travelling wave solution to the nonlinear local fractional (2 + 1) -dimensional dispersive long water wave system is investigated. After travelling wave transformation, the governing model studied is converted into nonlinear ordinary differential equation. Some properties with the strain conditions are also reported.
- Subjects
WATER waves; FRACTIONAL differential equations; ORDINARY differential equations; NONLINEAR differential equations; NONLINEAR waves
- Publication
Fractals, 2024, Vol 32, Issue 4, p1
- ISSN
0218-348X
- Publication type
Article
- DOI
10.1142/S0218348X23401278