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Development of FEM Reservoir Model Equipped with Effective Permeability Tensor and Its Application to Naturally Fractured Reservoirs

机译:有效渗透率张量的有限元油藏模型的建立及其在天然裂缝性油藏中的应用

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The numerical simulation of naturally fractured reservoirs isrncommonly based on the continuum dual-porosity model.rnHowever, the model needs to assume that the fractures formrnvery regular patterns, different from field observations. In orderrnto overcome this problem, this study proposed a method thatrnconsiders the characteristics of the real fracture system, andrndeveloped a two-phase transient FEM model being able tornimplement effective permeability tensor. For the permeability ofrnnatural fractures assigned to the numerical grid, Darcy’s law inrnmatrix and cubic law in fracture were adopted for consideringrnthe flowing characteristics in discrete fracture network (DFN)rnapproach. The developed model was applied to paludal sandrnreservoir of MWX (multi well experiment) site to demonstraternthe validity and the applicability of the model for the naturallyrnfractured reservoirs. The estimated average permeability in thernMWX is almost identical compared to the results of the welltestrnanalysis. Then the numerical simulation with the FEM modelrnwas performed by using the transient pressure recorded from gasrnwell test on the MWX #1. From the results of BHP and pressurerndistribution within the system, it was noted that the model withrneffective permeability tensor generated almost identical resultsrnagainst DFN model in the aspects of the behavior and therndirection of fluid propagation with pressure decline, andrntherefore, the proposed model is considered to be more efficientrnin terms of the computation time as well as the required storagerncapacity. Also from the upscaling study, it was shown that evenrnwith fewer numbers of gridblocks the developed model canrneffectively describe the directional flow caused by the fracturerncharacteristics such as orientation and density of the fracture.
机译:天然裂缝性储层的数值模拟通常是基于连续双孔隙度模型。然而,该模型需要假定裂缝具有规则的模式,这与现场观测不同。为了克服这一问题,本研究提出了一种考虑实际裂缝系统特征的方法,并开发了一种能够实现有效渗透率张量的两相瞬态有限元模型。对于分配给数值网格的天然裂缝的渗透率,考虑了离散裂缝网络(DFN)方法中的流动特性,采用了达西定律和裂缝中的立方定律。将所开发的模型应用于MWX(多井实验)现场的砂质砂岩储层,证明了该模型对天然裂缝储层的有效性和适用性。与测井分析的结果相比,rnMWX中估计的平均渗透率几乎相同。然后,通过使用Gasrnwell试验记录的MWX#1上的瞬态压力,进行了FEM模型的数值模拟。从系统中的BHP和压力分布的结果可以看出,有效渗透率张量的模型与DFN模型在压力下降的流体传播行为和方向方面产生了几乎相同的结果,因此,该模型被认为是就计算时间和所需的存储容量而言,效率更高。从升级研究中还可以看出,即使网格块数量较少,开发的模型也可以有效地描述由裂缝特征(如裂缝的方向和密度)引起的定向流。

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