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A Computational Model for Simulating Proppant Transport in Wellbore and Fractures for Unconventional Treatments

机译:用于模拟井筒支线运输的计算模型,骨折骨折,对非传统治疗

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This paper presents a new and comprehensive model for proppant transport that is applicable inside both the wellbore and the fracture,along with an appropriate fast computational algorithm.This model can be used efficiently in both real-time and design modes of hydraulic fracturing processes. The spatio-temporal proppant evolution is crucial in hydraulic fracturing processes as it directly affects production during shut-in and flowback.Yet,the computational cost is quite high because of multidi- mensional multiphase flow models,while most of the numerical approximations,such as the standard Galerkin finite element,are limited in their validity,prohibiting the numerical models from properly modeling the proppant dynamics correctly and practically. This paper discusses a new one-dimensional(1D)two-phase flow model that accounts for the leading two-dimensional(2D)effects,such as proppant settling,resuspension,and bed transport,among others. Accounting for these effects helps ensure the conservation of momentum and mass conservation for the fluid flow for the proppant as well as for the proppant bed transport.The momentum conservation equations embed the interphase momentum transfer between the fluid and the solid phases,the momentum changes caused by proppant settling and resuspension,and the momentum exchange associated with the shear on the dynamic built-up proppant bed.This is accompanied by the mass conservations equations to include the fluid and the proppant mass flux induced by the settling and resuspension. This computational model simulates proppant transport by using a first-order implicit scheme in time and first-order upwind scheme in space for the convection over a collocated grid for flow variables.The simulations demonstrate that the proppant bed is gradually formed and expanded downstream.These simulations also show that the formation of the proppant bed is caused mainly by proppant settling,and height change is determined by interactions among proppant settling and its resuspension during transport. Also,it is shown that the proppant properties strongly affect slurry transport and proppant bed dynamics. The general results provide insight into the different mechanisms of the transport process,including gravitational settling and resuspension of proppant and proppant bed buildup and transport inside both the wellbore and fractures.This model provides a more pragmatic approach that enables field engineers to gain better insight into the proppant transport phenomena during a fracturing treatment.
机译:本文介绍了适用于井筒和骨折内部适用的Proppant运输的新和综合模型,以及适当的快速计算算法。该模型可以在液压压裂过程的实时和设计模式中有效地使用。时空支撑剂进化在液压压裂过程中是至关重要的,因为它在关闭和汇流期间直接影响生产。由于多层多相流动模型,计算成本非常高,而大多数数值近似,例如标准Galerkin有限元有限,有效性,禁止使用数值模型正确地建模支撑剂动力学和实际上。本文讨论了一种新的一维(1D)两相流量模型,其占前导二维(2D)效应,例如支撑剂沉降,重避,床上运输等。这些效果的核算有助于确保用于支撑剂的流体流量以及用于支撑剂床的流体流动的动力和质量守恒。动量保护方程在流体和固相之间嵌入间间动量转移,引起的势头变化通过支撑剂沉降和重新悬浮,以及与动态内置支撑剂床上的剪切相关的势头交换。本文伴随着质量保护方程,包括沉降和重悬浮引起的流体和支撑剂质量通量。该计算模型通过在用于流变量的并置网格上的对流中使用一阶隐式方案来模拟支撑剂运输,以便在用于流量变量的分割网格上的对流。模拟表明,支撑剂床逐渐形成并扩展下游。这些模拟还表明,支撑剂床的形成主要是通过支撑剂沉降引起的,并且通过支撑剂沉降和运输过程中的重悬浮来确定高度变化。此外,结果表明,支撑物性能强烈影响浆料输送和支撑剂床动态。一般结果提供了进入运输过程的不同机制的洞察力,包括引力沉降和支撑剂和支撑剂床的重新悬浮在井筒和骨折内部的运输。本文提供了一种更务实的方法,使现场工程师能够更好地了解在压裂处理过程中的支撑剂运输现象。

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