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Scaling of spontaneous imbibition data with wettability included

机译:包括自发吸收数据的比例和润湿性

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Wettability is a dominant parameter governing spontaneous imbibition. However less attention has been paid to the effect of wettability on the scaling of spontaneous imbibition data. Actually few models can include wettability in scaling of spontaneous imbibition data. To this end, a scaling model has been developed for NAPL (oil)-saturated porous media with different wettability based on the fluid flow mechanisms in porous media. Relative permeability, capillary pressure, initial water saturation, and wettability are considered in the scaling model. Theoretically this scaling model is suitable for both cocurrent and countercurrent spontaneous imbibition. The experimental data of countercurrent spontaneous water imbibition at different wettability cannot be scaled using the frequently used scaling model but can be scaled satisfactorily using the scaling model developed in this study. An analytical solution to the relationship between recovery and imbibition time for linear spontaneous imbibition has also been derived in the case in which gravity is ignored. The analytical solution predicts a linear correlation between the recovery by spontaneous water imbibition and the square root of imbibition time, which has been verified against experimental data.
机译:润湿性是控制自发吸收的主要参数。但是,对于可湿性对自发吸水数据的标度的影响已很少受到关注。实际上,很少有模型可以在自发吸水数据的标度中包括润湿性。为此,基于多孔介质中的流体流动机理,已经为具有不同润湿性的NAPL(油)饱和的多孔介质开发了比例模型。在比例模型中考虑了相对渗透率,毛细管压力,初始水饱和度和润湿性。从理论上讲,此缩放模型适用于并发和逆流自吸。不同润湿性下逆流自吸水的实验数据不能使用常用的缩放模型进行缩放,但是可以使用本研究开发的缩放模型来令人满意地缩放。在忽略重力的情况下,还获得了线性自发吸收的恢复与吸收时间之间关系的解析解。该分析解决方案预测了自发吸水的恢复率与吸水时间的平方根之间的线性相关性,已针对实验数据进行了验证。

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