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Reliable analysis for time-fractional nonlinear differential difference equations

机译:时分非线性微分差分方程的可靠分析

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摘要

In this study, we used HPM to determine the approximate analytical solution of nonlinear differential difference equations of fractional time derivative. By using initial conditions, the explicit solutions of the coupled nonlinear differential difference equations have been derived which demonstrate the effectiveness, potentiality and validity of the method in reality. The present method is very effective and powerful to determine the solution of system of non-linear DDE. The numerical calculations are carried out when the initial condition in the form of hyperbolic functions and the results are shown through the graphs.
机译:在这项研究中,我们使用HPM来确定分数时间导数的非线性微分差分方程的近似解析解。通过使用初始条件,导出了耦合非线性微分差分方程的显式解,证明了该方法在实际中的有效性,潜力和有效性。该方法对于确定非线性DDE系统的解是非常有效和强大的。当双曲线函数形式的初始条件和结果通过图表显示时,将进行数值计算。

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