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An Improvement on Modeling of Forced Gravity Drainage in Dual Porosity Simulations Using a New Matrix-Fracture Transfer Function

机译:使用新的矩阵-断裂传递函数对双孔隙度模拟中的重力重力排水建模的改进

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摘要

In fractured oil reservoirs, the gravity drainage mechanism has great potentials to higher oil recovery in comparison with other mechanisms. Recently, the forced gravity drainage assisted by gas injection has also been considered; however, there are few comprehensive studies in the literature. Dual porosity model, the most common approach for simulation of fractured reservoirs, uses transfer function concept to represent the fluid exchange between matrix and its neighborhood fractures. This study compares the results of different available transfer functions with those of fine grid simulations when forced gravity drainage contributes to oil production from a single matrix block. These comparisons can lead to a more sophisticated formulation including the interplay of capillary, gravity and viscous forces. As a result, a new matrix-fracture transfer function can be developed and its results can be tested against the results of fine-grid simulations. Moreover, the reliability of this model for simulation of forced gravity drainage has been demonstrated by performing some sensitivity analysis.
机译:与其他机理相比,在裂缝性油藏中,重力排放机理具有更高的采收率潜力。最近,还考虑了借助注气的强制重力排水。但是,文献中很少有全面的研究。对偶孔隙度模型是模拟裂缝储层的最常用方法,它使用传递函数概念来表示基质与其邻域裂缝之间的流体交换。这项研究将不同的可用传递函数的结果与精细网格模拟的结果进行了比较,当强迫重力引流有助于从单个基质区块中采油时。这些比较可以得出更复杂的公式,包括毛细作用,重力和粘性力的相互作用。结果,可以开发一个新的矩阵-断裂传递函数,并且可以将其结果与细网格模拟的结果进行测试。此外,通过进行一些敏感性分析已经证明了该模型用于重力重力排水模拟的可靠性。

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