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Extension of the Sumudu homotopy perturbation method to an attractor for one-dimensional Keller-Segel equations

机译:Sumudu同态摄动方法扩展到一维Keller-Segel方程的吸引子

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摘要

Using an iterative method based on the Sumudu transform, we have solved a system of non-linear partial differential equations, which is derived from attractor for Keller-Segel dynamics system. Graphical representations are provided and display biologically reasonable dependencies of the parameters values. The reliability of the SHPM and the reduced number of computations make the method broadly applicable. In addition, the SHPM calculations are very simple and straightforward. This study demonstrates that SHPM is a powerful and efficient tool for solving non-linear partial differential equations.
机译:使用基于Sumudu变换的迭代方法,我们求解了非线性偏微分方程组,该系统是从Keller-Segel动力学系统的吸引子导出的。提供了图形表示,并显示了生物学上合理的参数值依存关系。 SHPM的可靠性和减少的计算量使该方法广泛适用。此外,SHPM的计算非常简单明了。这项研究表明,SHPM是求解非线性偏微分方程的强大而有效的工具。

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