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Modeling at Pore-Scale Isothermal Drying of Porous Materials: Liquid and Vapor Diffusivity

机译:多孔材料的等温干燥的模型:液体和蒸气的扩散率

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摘要

Numerical simulations of isothermal drying of non-hygroscopic liquid-wet rigid porous media are performed. Two- and three-dimensional pore networks represent pore spaces. Two types of mechanisms are considered: evaporation and hydraulic flow. The drying is considered to be a modified form of invasion percolation. Liquid in pore corners allows for a hydraulic connection throughout the network at all times. As drying progresses, liquid is replaced by vapor by two fundamental mechanisms: evaporation and pressure gradient-driven liquid flow. Using a Monte Carlo simulation, evaporation and drainage times are computed. The controlling mechanism is indicated by the shorter calculated time. Initially, the drying is governed by liquid flow, then by a combination of liquid flow and evaporation and finally by local evaporation. Reported here are the distributions of liquid and vapor with drying time, capillary pressure curves, liquid film saturation curves, and liquid diffusivity and vapor diffusivity as a function of liquid saturation.
机译:进行了非吸湿液体-湿硬性多孔介质等温干燥的数值模拟。二维和三维孔网络代表孔空间。考虑了两种类型的机制:蒸发和液压流。干燥被认为是入侵渗透的改良形式。孔角处的液体始终可以在整个网络中进行液压连接。随着干燥的进行,液体通过两种基本机制被蒸气代替:蒸发和压力梯度驱动的液体流动。使用蒙特卡洛模拟,可以计算出蒸发和排水时间。控制机构以较短的计算时间表示。最初,干燥是由液体流量控制的,然后是液体流量和蒸发的结合,最后是局部蒸发。此处报告的是液体和蒸气随干燥时间的分布,毛细管压力曲线,液膜饱和度曲线以及液体扩散率和蒸气扩散率随液体饱和度的变化。

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