论文标题

有限尺寸颗粒对流体速度和通过多孔介质传输的影响

The influence of finite size particles on fluid velocity and transport though porous media

论文作者

Residori, Mirko, Praetorius, Simon, de Anna, Pietro, Voigt, Axel

论文摘要

在多孔培养基中了解流量,流体动力传输和胶体的分散之间的耦合是一个长期的挑战。该问题与广泛的自然和工程地下过程有关,包括污染物和胶体运输,生物化学化合物的混合,反应动力学和地下水生物修复,以及与不同系统(如膜(如膜)或血流相关的转运现象。尽管胶体运输的经典模型依赖于宏分散理论,并且不考虑多孔宿主介质的复杂和异质结构,但最近的研究考虑了多孔系统的详细结构及其对流体速度的影响。但是,限制条件的影响是忽略了颗粒半径$ a $ a $ a $ a $ a $ $λ$的比例。在这里,我们使用已解决的多孔培养基中流体颗粒动力学的数值模拟,以证明颗粒限制会影响流体宏观速度场U,从而影响颗粒本身的颗粒自身。我们的结果表明,即使对于小的限制条件($ a/λ\ sim 2 $〜%),流体和运输的颗粒也会动态地重新穿线到更可渗透的路径。这导致短暂层流涡旋在毛孔喉咙入口处出现,并影响方差和平均流体速度。

Understanding the coupling between flow, hydrodynamic transport and dispersion of colloids with finite-size in porous media is a long-standing challenge. This problem is relevant for a broad range of natural and engineered subsurface processes, including contaminant and colloidal transport, mixing of bio-chemical compounds, kinetics of reactions and groundwater bio-remediation, but also transport phenomena related to different systems like membranes, or blood flow. While classical models for colloidal transport rely on macro-dispersion theory and do not take into consideration the complex and heterogeneous structure of the porous host medium, recent studies take into consideration the detailed structure of the porous system and its impact on the fluid velocity. However, the impact of confinement condition, represented by the ratio of particles radius $a$ and pore throat size $λ$, has been overlooked. Here, we use numerical simulations of fluid particle dynamics in resolved porous media to demonstrate that particles confinement affects the fluid macroscopic velocity field u which in turn affects the particles transport itself. Our results show that even for small confinement conditions ($a/λ\sim 2$~\%), fluid and transported particles are dynamically re-routed towards more permeable paths. This leads to the emergence of ephemeral laminar vortexes at pore throat entrances and affects the variance and mean fluid velocity.

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