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A hybrid up scaling procedure for modeling of fluid flow in fractured subsurface formations

机译:混合放大过程,用于模拟地下裂缝地层中的流体流动

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Natural fractures reside in various subsurface formations and are at various length scales with different intensities. Fluid flow in fractures, in matrix and between matrix and fractures are following different flow physics. It is thus a great challenge for efficiently modeling and simulation of fluid flow in fractured media due to the multi-scale and multi-physics nature of the flow processes. Traditional dual-porosity and dual-permeability approach represents fractures and matrix as different continuum. The transfer functions or shape factors are derived to couple the fluid flow in matrix and fractures. The dual-porosity and dual-permeability model can be viewed as a multi-scale method and the transfer functions are used to propagate fine-scale information to the coarse-scale reservoir simulation. In this paper, we perform a detailed study to better understand the optimal way to propagate the fracture information to the coarse-scale model based on the detailed fracture characterization at fine-scale. The Discrete Fracture Modeling (DFM) approach is used to represent each fracture individually and explicitly. The multiple sub-region (MSR) method is previously used for up scaling calculations based on fine-scale flow solution by finite volume method on the DFM. The MSR method is the most appropriate up scaling procedure for connected fracture network but not for disconnected fractures. In this paper, we propose an adaptive hybrid multi-scale approach that combines MSR and DFM adaptively for up scaling calculation for complex fractured subsurface formations that usually involve both connected fracture network and disconnected fractures. The numerical results suggest that adaptive hybrid multi-scale approach can provide accurate up scaling results for flow in a complicated geological system.
机译:天然裂缝存在于各种地下构造中,并且具有不同的长度尺度和不同的强度。裂缝中,基质中以及基质与裂缝之间的流体流动遵循不同的流动物理原理。因此,由于流动过程的多尺度和多物理性质,对于在裂缝介质中进行有效的流体流动建模和仿真是一个巨大的挑战。传统的双孔双渗透方法将裂缝和基质表示为不同的连续体。导出传递函数或形状因数以耦合基质和裂缝中的流体流动。双重孔隙度和双重渗透率模型可以看作是一种多尺度方法,并且可以使用传递函数将精细尺度的信息传播到粗尺度油藏模拟中。在本文中,我们进行了详细的研究,以更好地了解基于细裂缝的详细裂缝特征将裂缝信息传播到粗模型的最佳方法。离散断裂建模(DFM)方法用于分别且明确地表示每个断裂。以前,多子区域(MSR)方法用于通过DFM上的有限体积法基于精细流解决方案的向上比例计算。对于连接的裂缝网络,MSR方法是最适合的按比例放大程序,但对于不连续的裂缝则不是。在本文中,我们提出了一种自适应混合多尺度方法,该方法将MSR和DFM自适应地结合起来,用于按比例放大计算复杂裂缝的地下地层,这些裂缝通常涉及连接的裂缝网络和不连续的裂缝。数值结果表明,自适应混合多尺度方法可以为复杂地质系统中的流动提供准确的按比例放大结果。

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