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Numerical simulation of water flooding in natural fractured reservoirs based on control volume finite element method

机译:基于控制体积有限元方法的天然裂缝性油藏注水数值模拟

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A numerical method is employed to investigate the fluid flowing dynamics in fractured reservoirs in this paper. Owing to the multi-scales and strong heterogeneity, description of fracture network systems plays a significant role for a successful fractured reservoir simulation model. Comparing to previous works, this paper proposes a combination of dual continuum and discrete fracture network (DFN) model, which is used to simulate the flow in reservoirs with multi-scale fractures and proved feasible. In the first part of the paper, implicit flow equations of oil and water phase in fractured reservoirs are established to consider the nonlinearity properties. And then the control volume finite element method based on the unstructured grid system and N-R iteration are used to obtain the numerical solution. Moreover, the accuracy of this simulator is proved to be reasonable by field data; Sensitivity analysis shows that the existences of complex multi-scale fracture networks have great impacts on water flooding. Compared with the homogeneous reservoir, natural fracture (micro and large scale) networks can change the direction and velocity of the waterfront, which finally leads to the more serious water breakthrough, higher water cut and less recovery. The research and the numerical results obtained in this paper can provide theoretical guidance for efficient and scale development of natural fractured reservoirs. (C) 2016 Elsevier B.V. All rights reserved.
机译:本文采用数值方法研究了裂缝性油藏中的流体流动动力学。由于多尺度和强非均质性,裂缝网络系统的描述对于成功的裂缝储层模拟模型起着重要作用。与以前的工作相比,本文提出了双重连续介质和离散裂缝网络(DFN)模型的组合,该模型用于模拟多尺度裂缝储层中的流动,并证明是可行的。在本文的第一部分中,考虑了非线性特性,建立了裂缝性油藏的油水相隐式流动方程。然后基于非结构化网格系统和N-R迭代的控制体积有限元方法获得了数值解。此外,现场数据证明了该模拟器的准确性是合理的。敏感性分析表明,复杂的多尺度裂缝网络的存在对水驱影响很大。与均质储层相比,天然裂缝(微观和大型)网络可以改变滨水区的方向和速度,最终导致越严重的水突破,更高的含水率和更少的采收率。本文的研究成果和数​​值结果可为天然裂缝性储层的有效,规模化开发提供理论指导。 (C)2016 Elsevier B.V.保留所有权利。

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