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Hydraulic Fracture Growth from a Non-Circular Wellbore

机译:来自非圆形井筒的液压骨折生长

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Predicting the near-well pathway of a hydraulic fracture is important for understanding development of tortuosity that can impact on injection pressures, proppant placement and production rates. In this paper, a 2D fully coupled hydraulic fracture model is used to study how these pathways depend on both wellbore geometry and starter fracture sizes. Non-circular wellbores and cased circular wellbores are studied and taken to correspond to a wellbore with breakouts and with a pressure mismatch between the wellbore and fracture, respectively. The initial starter fracture length for cased wellbores is varied to study its effect on fracture path. The formation is assumed to be elastic and impermeable and the fluid is incompressible and Newtonian. The numerical results show that, for the conditions considered in this paper, the fracture reorientation and path can be predicted for each non-circular wellbore by the value of a dimensionless parameter that has previously been shown to control fracture paths for fracture initiation and growth from circular wellbores. For the cased conditions with a reduced or zero pressure acting on the wellbore walls, the initial fracture length is also an important factor affecting fracture trajectory. As the low pressure wellbore results in the radial stress becoming the minimum principal stress, a fracture initiating from a short flaw will orbit around the wellbore, while the initiation from a longer flaw allows the fracture to escape the stress conditions near the wellbore to eventually follow the far-field maximum principal stress direction.
机译:预测液压骨折的近井途径对于了解可能影响注射压力,支撑剂放置和生产率的曲折的发展是重要的。在本文中,使用2D完全耦合的液压骨折模型研究这些途径如何取决于井筒几何形状和起动器骨折尺寸。研究并采取了非圆形井筒和套管圆形井筒,并与骨折,分别与井喷和骨折之间的压力不匹配对应于井筒。套壳阱孔的初始起动器断裂长度是不同的,以研究其对裂缝路径的影响。假设形成是弹性的,不可渗透的,流体是不可压缩的,牛顿的。数值结果表明,对于本文所考虑的条件,可以通过先前显示的无量纲参数的值来预测裂缝重新定向和路径,所述无量纲参数控制裂缝裂缝的裂缝引发和生长圆形井筒。对于在井筒壁上减小或零压力的套管条件,初始断裂长度也是影响骨折轨迹的重要因素。随着低压井眼导致径向应力成为最小的主应力,从短缺陷开始发起的骨折将在井筒周围轨道,而较长缺陷的开始允许骨折逃避井筒附近的压力条件以最终遵循远场的最大主应力方向。

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