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Computer simulation study of the permeability of a porous sediment model

机译:多孔沉积物模型渗透率的计算机模拟研究

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A computer simulation model is used to study the permeability of fluid flow through porous media generated by the random distribution of the sediments in a two-dimensional lattice. Fluid particles are confined to pore space with the sediments forming the rigid barriers at the pore boundaries. An interaction between the fluid particles and the pore substrate is introduced to incorporate the additional drag in the pore space. The pressure gradient causes a bias to drive the fluid and the Metropolis algorithm is used to hop the fluid particles. The permeability of this system is studied as a function of the global pressure, the concentration of the fluid particles, and the porosity. The permeability shows a nonmonotonic dependence on the fluid concentration and on the driving bias. The fluid particles exhibit unusual transport behavior as the ramification of the porous media is enhanced and the bias is increased.
机译:使用计算机仿真模型来研究流体在多孔介质中的渗透率,该渗透率是由二维格子中沉积物的随机分布产生的。流体颗粒被限制在孔隙空间内,沉积物在孔隙边界形成了刚性屏障。引入流体颗粒与孔基质之间的相互作用以将额外的阻力并入孔空间中。压力梯度导致偏压来驱动流体,并且使用Metropolis算法来跳跃流体粒子。研究该系统的渗透率是总压力,流体颗粒浓度和孔隙度的函数。渗透率显示出对流体浓度和驱动偏压的非单调依赖性。随着多孔介质的分枝作用增强和偏压增加,流体颗粒表现出异常的传输行为。

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