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Three-dimensional finite/infinite elements analysis of fluid flow in porous media

机译:多孔介质中流动的三维有限元分析

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Fluid flow in naturally fractured porous media can always be regarded as an unbounded domain problem and be better solved by finite/infinite elements. In this paper, a three-dimensional two-direction mapped infinite element is generated and combined with conventional finite elements and one direction infinite element to simulate poroelasticity. Therefore, the entire semi-infinite domain can be included in the numerical analysis. Both single- and dual-porosity porous media are considered. For the purpose of validation, we compare the results of finite/infinite elements with those of finite elements under two extreme boundary conditions. The comparison indicated that mapped infinite element is an appropriate approach to model fluid flow in porous media and provides an intermediate solution.
机译:自然破裂的多孔介质中的流体流动始终可以被视为一个无界域问题,并可以通过有限/无限元更好地解决。本文生成了三维二维映射无限元,并将其与常规有限元和一个方向无限元组合以模拟多孔弹性。因此,整个半无限域可以包含在数值分析中。同时考虑了单孔和双孔多孔介质。为了进行验证,我们将有限/无限元素的结果与两个极端边界条件下的有限元素的结果进行了比较。比较表明,映射的无限元是模拟多孔介质中流体流动的合适方法,并提供了中间解决方案。

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