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Examples of numerical simulations of two- dimensional unsaturated flow with VS2DI code using different interblock conductivity averaging schemes

机译:使用不同块间电导率平均方案使用VS2DI代码进行二维不饱和流数值模拟的示例

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摘要

Flow in unsaturated porous media is commonly described by the Richards equation. This equation is strongly nonlineardue to interrelationships between water pressure head (negative in unsaturated conditions), water content and hydrau-lic conductivity. The accuracy of numerical solution of the Richards equation often depends on the method used toestimate average hydraulic conductivity between neighbouring nodes or cells of the numerical grid. The present paperdiscusses application of the computer simulation code VS2DI to three test problems concerning infiltration into an ini-tially dry medium, using various methods for inter-cell conductivity calculation (arithmetic mean, geometric mean andupstream weighting). It is shown that the influence of the averaging method can be very large for coarse grid, but thatit diminishes as cell size decreases. Overall, the arithmetic average produced the most reliable results for coarse grids.Moreover, the difference between results obtained with various methods is a convenient indicator of the adequacy ofgrid refinement.
机译:不饱和多孔介质中的流动通常由Richards方程描述。由于水压头(在非饱和条件下为负),水含量和水力传导率之间的相互关系,因此该方程是高度非线性的。理查兹方程的数值解的精度通常取决于用于估计数值网格的相邻节点或单元之间的平均水力传导率的方法。本文讨论了计算机模拟代码VS2DI在涉及渗透到初始干燥介质中的三个测试问题上的应用,并使用各种方法进行单元间电导率计算(算术平均值,几何平均值和上游权重)。结果表明,平均法对粗网格的影响可能很大,但随着像元大小的减小而减小。总体而言,算术平均值产生了最可靠的粗网格结果。此外,使用各种方法获得的结果之间的差异是网格细化是否足够的便利指标。

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