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首页> 外文期刊>Mathematical geosciences >Flow Study in a Double Porosity Medium Containing Low Concentrations of Ellipsoidal Occluded Macro-voids I. Analytical Determination of Fluid Pressure and Velocities
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Flow Study in a Double Porosity Medium Containing Low Concentrations of Ellipsoidal Occluded Macro-voids I. Analytical Determination of Fluid Pressure and Velocities

机译:低浓度椭圆形封闭大孔隙双孔隙介质中的流动研究I.流体压力和速度的解析测定

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摘要

This paper presents an analytical study of fluid flow in a porous medium presenting pores of two different length scales: at the smallest or microscopic scale, the presence of connected voids confers a porous medium structure to the material investigated, while at the upper or mesoscopic scale, macro-pores are present. This microstructure is employed to represent the progressive opening of inter-aggregate pore spaces observed in natural compacted montmorillonites polluted by heavy metal ions. Three-dimensional analytical expressions are rigorously derived for pore fluid velocity and excess pore fluid pressure within the porous matrix, around an occluded ellipsoidal inter-aggregate void. The eccentricity ratio is employed to characterize the geometrical shape of the ellipsoidal void, while its orientation with respect to the inflow in the far field is determined by the dip angle theta. As an application, we investigate the flow focusing effect for varying eccentricity ratios and dip angles.
机译:本文对多孔介质中存在两种不同长度尺度的孔的流体流动进行了分析研究:在最小尺度或微观尺度下,连通孔隙的存在赋予了所研究材料以多孔介质结构,而在较高尺度或介观尺度下,存在大孔。该微结构用于表示在被重金属离子污染的天然压实蒙脱石中观察到的聚集体间孔隙空间的逐渐打开。严格地针对封闭的椭球体聚集体空隙周围的多孔基质中的孔隙流体速度和过量孔隙流体压力,得出了三维分析表达式。偏心率用于表征椭圆形空隙的几何形状,而其相对于远场流入的方向则由倾角θ确定。作为一种应用,我们研究了偏心率和倾角变化时的流动聚焦效应。

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