论文标题

使用EXP函数和指数合理函数方法的精确时间分数概括的汉堡式式式式式式框架方程

Exact Solutions Of Time Fractional Generalized Burgers-Fisher Equation Using Exp function and Exponential Rational Function Methods

论文作者

Selvaraj, Ramya, Venkatraman, Swaminathan

论文摘要

使用修改后的Riemann-Liouville衍生衍生物,实现EXP函数和指数合理函数方法来求解时间段的广义汉堡犬方程(TF-GBF)。 TF-GBF通过应用行驶波的转换来转化为非线性普通微分方程(NLODE)。然后引入建议的方法以制定结果方程式的精确解决方案。使用2D和3D图描绘了解决方案。

Using modified Riemann-Liouville derivative, the Exp function and Exponential rational function methods are implemented to solve the time-fractional generalized Burgers-Fisher equation (TF-GBF). The TF-GBF is transformed into a nonlinear ordinary differential equation (NLODE) by applying the transformation of traveling wave. The suggested methods are then introduced to formulate exact solutions for the resulting equation. The solutions are depicted using 2D and 3D plots.

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