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Upscaling of Miscible Floods in Heterogeneous Reservoirs Considering Reservoir Mixing

机译:考虑水库混合作用的非均质水库混溶洪水的放大

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Inaccurate modeling of reservoir mixing by using large gridblocks in compositional simulation can affect recoveries significantly in miscible gasfloods and lead to inaccurate predictions of recovery performance. Reservoir mixing or dispersion is caused by diffusion of particles across streamlines; mixing can be enhanced significantly if the surface area of contact between the reservoir and injected fluid is increased as fluids propagate through the reservoir. A common way to convert geological models into simulation models is to upscale permeabilities on the basis of reservoir heterogeneity. Upscaling affects the degree of mixing that is modeled, but the importance of reservoir mixing in upscaling is largely ignored. This paper shows how to estimate the level of mixing in a reservoir and how to incorporate mixing into the upscaling procedure.rnWe derive the key scaling groups for first-contact miscible (FCM) flow and show how they have an impact on reservoir mixing. Heterogeneities are assumed to dominate the flow regime so that gravity effects are negligible. We examine only local mixing, not apparent mixing caused by variations in streamline path lengths (convective spreading). Local mixing is important because it affects the strength of the injected fluid and can cause an otherwise multicontact miscible (MCM) flood to become immiscible. More than 1,000 2D numerical simulations are carried out using experimental design to estimate dispersivity as a function of the derived scaling groups.rnWe show that reservoir mixing is enhanced owing to fluid propagation through heterogeneous media. Because mixing is dependent on heterogeneities, upscaling is an iterative process in which the level of mixing in both the longitudinal and transverse directions must be matched from the fine to the coarse scale. The most important groups that affect mixing are the mobility ratio, dispersion number, correlation lengths, and the Dykstra-Parson coefficient. Large dispersion numbers yield greater dispersivities away from the injection well. We show through simulations of both FCM and MCM floods that gridblock size can be increased significantly when reservoir mixing is large. Heterogeneous reservoirs with large longitudinal correlation lengths can be upscaled to larger gridblocks than reservoirs with random permeability fields. This paper shows how to determine a priori the maximum gridblock size allowed in both the x- and z-directions to predict the oil recovery from miscible gasfloods accurately.
机译:在组成模拟中通过使用大网格块对储层混合进行不正确的建模会严重影响可混溶气驱的采收率,并导致对采收性能的预测不准确。储层的混合或分散是由颗粒在流线上的扩散引起的。如果储层和注入的流体之间的接触表面积随着流体通过储层的传播而增加,则可以大大增强混合效果。将地质模型转换为模拟模型的常用方法是在储层非均质性的基础上提高渗透率。升水规模影响建模的混合程度,但是储层混合在升水规模中的重要性被忽略。本文展示了如何估算储层中的混合水平以及如何将混合纳入升比例过程中。我们推导了第一接触混溶(FCM)流的关键比例组,并展示了它们如何影响储层混合。假设非均质性主导了流动状态,因此重力影响可以忽略不计。我们仅检查局部混合,而不检查由流线路径长度(对流扩散)的变化引起的明显混合。局部混合很重要,因为它会影响注入流体的强度,并可能导致原本不存在的多触点可混溶(MCM)溢流变得不可混溶。使用实验设计进行了1,000多个2D数值模拟,以估计分散性随导出的比例基团的变化。rn我们表明,由于流体通过非均质介质传播,储层混合得到了增强。因为混合取决于异质性,所以放大是一个迭代过程,其中纵向和横向的混合水平必须从细到粗匹配。影响混合的最重要的组是迁移率,分散数,相关长度和Dykstra-Parson系数。较大的分散数会使远离注入井的分散度更高。我们通过对FCM和MCM洪水的模拟表明,当储层混合量很大时,网格块的大小可以显着增加。与具有随机渗透率场的储层相比,具有大的纵向相关长度的非均质储层可以被提升到更大的网格块。本文展示了如何先验确定在x和z方向上允许的最大网格块大小,以准确预测可混溶瓦斯油的采收率。

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