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Application of Differential Transform Method in Richards' Equation

机译:差分变换法在理查兹方程中的应用

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An approximate analytical solution of Richards' equation was derived by the differential transform method (DTM) in this paper. The basic idea is that the Richards' equation can be converted to an ordinary differential equation (ODE) by introducing the Boltzmann variable. Then DTM was applied to solve the resulting ODE. In the calculations, an intermediate variable was introduced in DTM for accelerating the convergence rate. In the end, an example was presented to demonstrate the accuracy of the present solution.
机译:本文中的差分变换方法(DTM)导出了Richards等式的近似分析解决方案。基本思想是通过引入Boltzmann变量,可以将理查兹等式转换为普通微分方程(ODE)。然后应用DTM来解决所得到的颂歌。在计算中,在DTM中引入了中间变量,以加速收敛速度。最后,提出了一个例子以证明目前解决方案的准确性。

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