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Multi-scale study of permeability evolution of a bentonite clay owing to pollutant transport Part I--Model derivation

机译:污染物迁移引起的膨润土渗透性演变的多尺度研究第一部分-模型推导

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This work deals with the modelling of permeability evolution of compacted natural bentonite clay owing to pollutant migration. The Homogenization of Periodic Media approach employed to derive the permeability tensor fully acknowledges the heterogeneous and multiscale microstructure of clay, as well as structural and textural changes induced by fixation of a metallic cation. In complementarity with existing experimental investigations of clay/metallic interaction, structural modifications that range from the nanometer scale to the micrometer scale have been accounted for and special attention is given to inter-aggregate porosity development. Consequently, three levels of description are considered: the microscopic level of clay particles, the mesoscopic level of clay aggregates, mineral grains and inter-aggregate porosity, and the macroscopic level of the sample subjected to permeability tests in the laboratory. Several cases are distinguished as inter-aggregate pores are not present within the compacted material before contaminant migration, while during macropores opening, inter-aggregate pores may form a connected flow path or remain occluded. For all three cases considered, starting from the local description of fluid flow, the expression of the effective permeability tensor is derived. The local problems to solve within the unit cells to obtain the macroscopic permeability are solved using the Finite Element Method. Numerical computations have allowed us to investigate the influence of several microstructural parameters, such as clay saturation, grain shape, macro-porosity in the connected and non connected configurations, eccentricity ratio for the non connected microstructures, threshold porosity for the connected microstructures.
机译:这项工作涉及由于污染物迁移而致密的天然膨润土的渗透性演变模型。用于推导渗透率张量的周期介质均质化方法充分认识到粘土的非均质和多尺度微观结构,以及由金属阳离子固定引起的结构和纹理变化。与现有的粘土/金属相互作用的实验研究相辅相成,已考虑了从纳米级到微米级的结构修饰,并特别注意了聚集体间孔隙的发展。因此,考虑了三个层次的描述:粘土颗粒的微观层次,粘土聚集体的中观层次,矿物颗粒和聚集体间的孔隙度,以及在实验室中进行渗透性测试的样品的宏观层次。几种情况的区别在于,在污染物迁移之前,压实材料内不存在聚集体间孔,而在大孔开放期间,聚集体间孔可形成连接的流动路径或保持封闭。对于所有三种情况,从流体流动的局部描述开始,得出有效渗透率张量的表达式。使用有限元方法解决了要解决的问题,以解决在晶胞内获得宏观渗透率的问题。数值计算使我们能够研究几个微观结构参数的影响,例如粘土饱和度,晶粒形状,连通和非连通构型的大孔隙率,非连通微结构的偏心率,连通微结构的阈值孔隙率。

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