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溶质运移模型的有限元数值解

Finite Element Numerical Solution for a Solute Transport Model

  • 摘要: 将混合拉普拉斯变换有限单元法引入到求解首采区卤水动态二维模型的溶质运移问题中, 能够有限地消除在求解对流占优的地下水溶质运移问题时产生的数值扩散和过量的现象, 具有一步到位、局部求解的优点, 最后将该方法应用到具有空间一阶导数项的对流弥散方程, 以检验该方法的数值有效性和求解溶质运移模型的能力.

     

    Abstract: In the paper, the hybrid laplace transform finite element method was used for solving solute transport problems of dynamic two-dimensional model of brine water in the first exploitation area, which can limitedly eliminate numerical diffusion and overdo phenomena from the solving convection dominated underwater solute transport problems, whose advantages were one step and local solving. And the method was used for convective-diffusion equation which have first derivative to test the numerical effectiveness and the capability to solve solute transport model.

     

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