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Multiple Fracture Propagation Model for a Three-Dimensional Hydraulic Fracturing Simulator

机译:三维水力压裂模拟器的多重裂缝扩展模型

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Multiple nonplanar hydraulically induced fractures are often observed or assumed to exist in well stimulation sites of petroleum and geothennal reservoirs. Although such multiple and nonplanar features of the fractures affect the fracture extension and well stimulation efficiency, or even cause failure of the fracturing treatments, most of the available numerical simulators for hydraulic fracturing place restrictions on the fracture geometry such as a single, planar, and symmetrical fractures. To develop design tools and investigate the nature of fracture formation in consideration of the interaction between each fracture, the authors developed a true three-dimensional simulator of the fracturing process. The stress field around a fracture induced by the entire fracture system is computed and used to determine fracture aperture and its advance. The displacement discontinuity method is used to model arbitrary shapes of fractures with a fully coupled solution of fracture deformation and injected fluid pressure under the condition of mass conservation. In this paper, the theoretical basis and numerical method are presented with some examples of the simulated results for multiple fractures.
机译:通常在石油和地热油藏的增产井中观察到或假定存在多个非平面性水力诱发的裂缝。尽管裂缝的这种多种非平面特征会影响裂缝的延伸和井的增产效率,甚至会导致压裂处理的失败,但大多数可用的水力压裂数值模拟程序都对裂缝的几何形状施加了限制,例如单个,平面和对称性骨折。为了开发设计工具并考虑每个裂缝之间的相互作用来研究裂缝形成的性质,作者开发了一个真正的压裂过程三维模拟器。计算整个裂缝系统引起的裂缝周围的应力场,并将其用于确定裂缝口及其前进方向。在质量守恒的情况下,位移不连续方法用于模拟裂缝形状与裂缝变形和注入流体压力的完全耦合解。本文给出了多个裂缝模拟结果的理论基础和数值方法。

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