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Identification of Fluid Dynamics in Forced Gravity Drainage Using Dimensionless Groups

机译:使用无因次组识别强迫重力排水中的流体动力学

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A number of forced gravity drainage experiments have been conducted using a wide range of the physical and operational parameters, wherein the type, length, and permeability of the porous medium as well as oil viscosity and injection rate were varied. Results indicate that an increase in the Bond number has a positive effect on oil recovery whereas the capillary number has an opposite effect. These trends were observed over a two-order of magnitude change in the value of the dimensionless groups. Furthermore, it was found that use of each number alone is insufficient to obtain a satisfactory correlation with recovery. A combined dimensionless group is proposed, which combines the effect of all the three forces. Recoveries from all the experiments conducted in this study show a very good correlation with the proposed group. The exponent of the Bond number in the proposed group is larger than the capillary number suggesting a larger importance for the former. We then show that the same group provides a good correlation for recovery from additional experiments conducted in this study (in the presence of connate water) with that of another set of experiments in the literature.
机译:已经使用广泛的物理和操作参数进行了许多强制重力排水实验,其中多孔介质的类型,长度和渗透性以及油的粘度和注入速率是变化的。结果表明,键数的增加对油的采收率有积极影响,而毛细管数的作用却相反。在无量纲组的值发生了两个数量级的变化后,观察到了这些趋势。此外,发现单独使用每个数字不足以获得令人满意的与恢复的相关性。提出了一个组合的无量纲组,它结合了所有三个力的作用。从这项研究中进行的所有实验中发现的回收率与所提出的研究组非常相关。在提议的组中,键数的指数大于毛细管数,表明对前者的重要性更大。然后,我们表明同一组为本研究中进行的其他实验(在存在天然水的情况下)与文献中另一组实验的恢复提供了良好的相关性。

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