On the soliton solutions to the density-dependent space time fractional reaction–diffusion equation with conformable and M-truncated derivatives

Esen Handenur; Ozdemir Neslihan; Secer AydinBayram MustafaSulaiman Tukur AbdulkadirAhmad HijazYusuf AbdullahiAlbalwi M. Daher

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On the soliton solutions to the density-dependent space time fractional reaction–diffusion equation with conformable and M-truncated derivatives

机译：On the soliton solutions to the density-dependent space time fractional reaction–diffusion equation with conformable and M-truncated derivatives

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Abstract In this manuscript, the density-dependent space-time fractional reaction–diffusion equation in the sense of conformable and M-truncated derivatives (CMD) is presented. Through fractional transformation, these nonlinear fractional equations can be converted into nonlinear ordinary differential equations (NLPDEs). Besides, with the help of the Riccati–Bernoulli sub-ODE method (RBM), new exact solutions for these nonlinear fractional equations are produced. In order to construct the comparative analysis between different type fractional derivatives, graphical representations are demonstrated for chosen values of unknown parameters.

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来源
《Optical and Quantum Electronics》 |2023年第10期|共5页
作者
Esen Handenur; Ozdemir Neslihan; Secer AydinBayram MustafaSulaiman Tukur AbdulkadirAhmad HijazYusuf AbdullahiAlbalwi M. Daher;
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作者单位

Yildiz Technical University;

Istanbul Gelisim University;

Biruni UniversityOperational Research Center in HealthcareThe Royal Commission for Jubail and Yanbu;

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种英语
中图分类光学;
关键词
Reaction–diffusion equation; Conformable derivative; M-truncated derivative; Riccati–Bernoulli sub-ODE technique;

On the soliton solutions to the density-dependent space time fractional reaction–diffusion equation with conformable and M-truncated derivatives

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