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Stability Analysis of the Solution of the One-dimensional Richards Equation by the Finite Difference Method

机译:有限差分法稳定性分析一维理查德方程求解

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The solution by the Finite Difference Method of the Richards equation written as a function of the degree of saturation of the domain and the matrix potential is obtained and the convergence of the solutions is analyzed. The necessary time and spatial sizes for convergence are obtained and established.
机译:通过作为域的饱和度的函数写入的理查兹方程的有限差分方法的解决方案,分析了溶液的收敛性。获得并建立了收敛的必要时间和空间尺寸。

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