EXACT SOLUTIONS OF BETA-FRACTIONAL FOKAS–LENELLS EQUATION VIA SINE-COSINE METHOD

ТОЧНЫЕ РЕШЕНИЯ БЕТА-ДРОБНОГО УРАВНЕНИЯ ФОКАСА – ЛЕНЕЛЛСА С ПОМОЩЬЮ МЕТОДА СИНУС-КОСИНУС
Ala V. Rakhimzhanov B.
May 2023 South Ural State University

Bulletin of the South Ural State University, Series: Mathematical Modelling, Programming and Computer Software
2023 #16 Issue 2 5 - 13 pp.

In nonlinear plasma physics, photonics and optics, the space-time fractional nonlinear Fokas–Lenells equation associated with beta derivative has significiant applications. This equation is used in this study to provide precise solutions using the Sine-Cosine method. Furthermore, using computer software, we plot the 2D-3D figures of the obtained solutions based on the appropriate parameters. The findings indicate that the suggested technique is simple, efficient and capable of producing complete solutions to nonlinear models due to mathematical physics.

beta derivative , exact solutions , Fokas–Lenells equation , Sine-cosine method

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Mersin University, Science Faculty, Department of Mathematics, Mersin, Turkey
JSC National Company Kazakhstan Gharysh Sapary, Astana, Kazakhstan

Mersin University
JSC National Company Kazakhstan Gharysh Sapary

10 лет помогаем публиковать статьи Международный издатель

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