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Fractional Flow Theory for Suspension Flow in Petroleum Reservoirs

机译:石油储层悬架流量的分数流理论

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Transport of particle suspensions in oil reservoirs occurs during sea- or produced water injection with particle capture and consequent injectivity decline, produced water disposal in aquifers and subterranean water contamination, drilling fluid invasion causing formation damage, fines migration during production of heavy oils in low consolidated reservoirs resulting in productivity decline and during sand production control by gravel packs and sand screens. Previous studies derive micro- and macro scale equations for deep bed filtration in rocks. A finite size particle cannot enter smaller pore; it also cannot approach the wall of the larger pore closer that its radius. Therefore, mono dispersed suspension and clean water move in separate parts of porous space, and have different viscosities and densities. The suspension "saturation" is so-called accessibility factor. Relative permeabilities for each "phase" in modified Darcy's law depend on saturation and on deposited particle concentration. It closes system of equations for mono dispersed suspension transport in porous media. Finally, so-called flux reduction factor turned to be the fractional flow function. The closed macro scale system has fractional flow type. The developed model significantly differs from the classical filtration model. In the current work, the laboratory data on injectivity impairment with suspension coreflood were treated. The model exhibits good agreement with experimental data.
机译:粒子储存器中的颗粒悬浮液中的运输发生在海外或生产的注水中,并导致含水层和地下水污染的水处理,钻井液侵袭导致形成损伤,在低巩固中生产重油过程中的迁移水库导致生产率下降和砂砾砂屏的砂生产控制。以前的研究推出了岩石中深床过滤的微型和宏观方程。有限尺寸的粒子不能进入较小的孔;它也无法接近其半径更近的孔的墙壁。因此,单分散悬浮液和清洁水在多孔空间的单独部分中移动,并具有不同的粘度和密度。悬浮液“饱和”是所谓的可访问因子。改性达西法律中每个“阶段”的相对渗透率取决于饱和度和沉积的颗粒浓度。它关闭了多孔介质中单声道分散悬浮液的方程式的系统。最后,所谓的磁通量减少因子转向分数流量。封闭的宏观尺度系统具有分数流式类型。开发的模型显着不同于经典过滤模型。在目前的工作中,治疗了有关悬浮芯灌木丛的注射损伤的实验室数据。该模型与实验数据表现出良好的一致性。

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