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Numerical Modeling of the Gas-Oil Gravity Drainage Process in Stratified and Fractured Porous Media

机译:分层裂隙多孔介质中气-油重力排水过程的数值模拟

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The saturation profiles in homogeneous and nonhomogeneous layered porous media have been analyzed, and the oil recovery rates as well as the ultimate recovery have been calculated. A two-phase flow model is set up and solved numerically to produce the oil saturation profile and estimate the rate of oil recovery in layered porous medium under the gas-oil gravity drainage process. The model was further extended to model very high permeability layers stacked in between two dense layers to simulate horizontally fractured media. This numerical scheme reveals the importance of capillary pressure in the vicinity of the different layers for the calculation of the saturation profile. Oil entrapment in the matrix on top of the more permeable layers is responsible for the low oil recovery efficiency from fractured reservoirs under gravity drainage. Several different tests, including the use of a single high-permeability layer, a single low-permeability layer, and a low on top of a high and high on top of a low permeable stratum, are performed using the propdsed technique, qualitatively.
机译:分析了均相和非均质层状多孔介质中的饱和度分布,并计算了采油率和最终采收率。建立了两相流模型,并对其进行了数值求解,以得出油气饱和重力驱替过程中层状多孔介质中油的饱和度分布曲线,并估算了采收率。该模型进一步扩展为对堆叠在两个致密层之间的高渗透率层进行建模,以模拟水平裂缝介质。该数值方案揭示了在计算饱和度曲线时不同层附近毛细管压力的重要性。在渗透性更高的层之上,基质中的油截留是造成重力排水下裂缝性储层采油效率低的原因。定性地使用支撑技术进行了几种不同的测试,包括使用单个高渗透率层,单个低渗透率层,高低层之上的低层和低低层之上的高层。

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