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Numerical Verification of the Cross-Property Connections Between Electrical Conductivity and Fluid Permeability of a Porous Material

机译:多孔材料的电导率和流体渗透率之间的跨属性连接的数值验证

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摘要

In this paper we provide numerical verification on the cross-property connection between effective fluid permeability and effective electrical conductivity. A set of 10 different microstructural patterns has been generated using a molecular dynamics algorithm. The problems are solved numerically using homogenous boundary conditions. The volumetric average over a cubic volume is used to obtain with the effective electrical conductivity and the effective fluid permeability. The tortuosity of the porous phase τ p was estimated by assuming a non-conductive solid phase, the inverse problem was solved to get the tortuosity of the matrix τ s . The accuracy of the cross-property connection developed by Sevostianov and Shrestha (2010) is verified, an error of less than 1% is found.
机译:在本文中,我们对有效流体渗透率和有效电导率之间的交叉属性连接进行了数值验证。使用分子动力学算法已经生成了一组10种不同的微结构模式。使用均匀边界条件在数值上解决了这些问题。立方体积的体积平均值用于获得有效的电导率和有效的流体渗透率。通过假设非导电固相来估算多孔相的曲折度τp ,通过求解反问题来获得矩阵τs 的曲折度。验证了由Sevostianov和Shrestha(2010)开发的跨属性连接的准确性,发现误差小于1%。

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