首页> 外文期刊>Journal of geophysical research. Solid earth: JGR >Multiphase electrokinetic coupling: Insights into the impact of fluid and charge distribution at the pore scale from a bundle of capillary tubes model
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Multiphase electrokinetic coupling: Insights into the impact of fluid and charge distribution at the pore scale from a bundle of capillary tubes model

机译:多相电动耦合:通过一捆毛细管模型洞察孔尺度上的流体和电荷分布的影响

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A bundle of capillary tubes model is used to investigate multiphase electrokinetic coupling during the flow of water and an immiscible second phase such as air or oil. The charge on the surface of each capillary is assumed constant, and the impact of charge distribution at the pore scale is investigated by calculating the relative streaming potential coupling coefficient assuming that the diffuse part of the electrical double layer' is (1) much less than the capillary radius ("thin") and (2) comparable to the capillary radius ("thick"). The relative coupling coefficient generally decreases with decreasing water saturation, falling to zero at the irreducible water saturation. In the limit of a thin double layer, the relative coupling coefficient at partial saturation is independent of capillary size distribution and depends upon the wettability of the capillaries only if surface electrical conductivity is significant and the irreducible water saturation is small. In the limit of a thick double layer, the relative coupling coefficient depends upon the capillary size distribution and wettability. If water is the only phase that contains an excess of charge, the relative coupling coefficient can be described in terms of the water relative permeability, relative electrical conductivity, and relative excess countercharge density transported by the water. This latter quantity increases with decreasing water saturation in water-wet models and decreases with decreasing water saturation in oil-wet models. It does not scale inversely with water saturation as has been assumed previously and depends upon the pore scale distribution of fluid and charge.
机译:一捆毛细管模型用于研究水和不可混溶的第二相(例如空气或油)流动期间的多相电动耦合。假设每个毛细管表面上的电荷是恒定的,并假设双电层'的扩散部分比(1)小得多,通过计算相对流电势耦合系数来研究孔尺度上电荷分布的影响。毛细管半径(“细”)和(2)可与毛细管半径(“粗”)相比。相对耦合系数通常随着水饱和度的降低而降低,在不可降低的水饱和度时降至零。在薄的双层的极限中,部分饱和时的相对耦合系数与毛细管尺寸分布无关,并且仅在表面电导率显着且不可还原的水饱和度较小时才取决于毛细管的润湿性。在厚的双层的极限中,相对的耦合系数取决于毛细管的尺寸分布和润湿性。如果水是唯一包含过量电荷的相,则相对耦合系数可以用水相对渗透率,相对电导率和由水传输的相对过量反电荷密度来描述。在水湿模型中,后者的数量随着水饱和度的降低而增加,而在油湿模型中,随着水饱和度的降低而降低。它不会像先前假设的那样与水饱和度成反比,而是取决于流体和电荷的孔隙尺度分布。

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