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Advanced Computational Modeling of Proppant Settling in Water Fractures for Shale Gas Production

机译:页岩气产量水骨折支撑剂沉降的先进计算建模

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This paper shows advances in the numerical simulation of proppant transport in hydraulically stimulated fractures for oil and gas production. Water or commonly known “slickwater” hydraulic fracture treatments have become increasingly popular in shale gas. This is widely applied in the Haynesville shale in north Louisiana but, due to the large depths and high pressure, conventional wisdom requires that the intermediate strength proppants (generally 4,000 to 6,000 psi crush strength) should be used. This strength envelope is in the transition between ceramics and sand. Sand, which is lower in cost, also has the advantage of having better transport properties in water fractures. In the paper, a 3-D computational fluid dynamics model with Lagrangian solid particle transport is used to visualize the propagation of sand and other lighter proppants in a simulated fracture. Demonstrated is the proppant settling behavior influenced by proppant density, size and flow rates. The final proppant settling patterns can vary dramatically and may result in significant changes on the fracture’s conductivity. Model assumptions, simplifications and numerical details are discussed along with issues regarding validation and simulation strategy. The model geometry is highly idealized (i.e., neglecting fracture tortuosity and expansion during water fracturing, surface roughness and fluid leakoff). The importance of this work lies in the fact that the model can resolve the interactions between fracturing fluid (water) and proppants within complex 3-D geometries, thus providing a better understanding of the fracturing process to allow for possible enhancements to production procedures.
机译:本文显示了用于油气生产水力刺激骨折的支撑剂运输数值模拟的进步。水或众所周知的“光滑”水力骨折治疗在页岩气中越来越受欢迎。这广泛应用于北路路易斯安那州的海恩斯维尔页岩,但由于深度和高压,常规智慧要求使用中间强度支撑剂(通常为4,000至6,000psi挤压强度)。这种强度包络在陶瓷和沙子之间的过渡。砂质成本较低,还具有在水骨折中具有更好的运输性质的优点。本文中,采用拉格朗日固体颗粒输送的三维计算流体动力学模型用于可视化砂和其他较轻的支撑剂在模拟骨折中的传播。证明是受支撑剂密度,尺寸和流速影响的支撑剂沉降行为。最终的支撑剂沉降模式可以显着变化,可能导致骨折的电导率显着变化。模型假设,简化和数值细节以及关于验证和仿真策略的问题。模型几何形状高度理想化(即,忽略水压裂,表面粗糙度和液体泄漏过程中的断裂曲折和膨胀)。这项工作的重要性在于,该模型可以解决复杂的3-D几何形状内压裂液(水)和支撑剂之间的相互作用,从而更好地理解压裂过程,以允许对生产程序进行可能改进。

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