毛细管作用
多孔介质
毛细管压力
饱和(图论)
石油工程
毛细管数
流量(数学)
材料科学
机械
多相流
多孔性
工程类
数学
复合材料
物理
组合数学
作者
Jingong Cai,Chen Yin,J.C. Qiao,Yang Liu,Jianhui Zeng,Chenhao Sun
标识
DOI:10.1016/j.petsci.2022.01.017
摘要
The relationship between capillary pressure and saturation plays a critical role in the characterization of two-phase flow and transport in aquifers and oil reservoirs. This relationship is usually determined under the static condition, where capillary pressure is the only function of saturation. However, considerable experiments have suggested that the dependence of capillary pressure on desaturation rate is under the dynamic condition. Thus, a more general description of capillary pressure that includes dynamic capillary effect has been approved widely. A comprehensive understanding of the dynamic capillary effect is needed for the investigation of the two-phase flow in porous media by various methods. In general, dynamic capillary effect in porous media can be studied through the laboratory experiment, pore- to macro-scale modeling, and artificial neural network. Here, main principle and research procedures of each method are reviewed in detail. Then, research progress, disadvantages and advantages are discussed, respectively. In addition, upscaling study from pore- to macro-scale are introduced, which explains the difference between laboratory experiment and pore-scale modeling. At last, several future perspectives and recommendations for optimal solution of dynamic capillary effect are presented.
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