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On the use of high aspect ratio finite elements to model hydraulic fracturing in deformable porous media

机译:关于使用高纵横比有限元模拟可变形多孔介质中的水力压裂

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Hydraulic fracturing is a technique based on the injection of a viscous fluid at high pressure into an engineered well with the intention of initiating and propagating multiple fractures in a rock formation containing hydrocarbons to increase well-reservoir connectivity. This work proposes a framework to simulate the initiation and propagation of hydraulically induced fracture based on the Continuum Strong Discontinuity Approach (CSDA) and solid finite elements with high aspect ratio (HAR) in the context of conventional continuum constitutive (stress-strain) relationships (based on damage theory). The porous media considered here are deformable and the hydro-mechanical problem is solved in a fully-coupled manner. Full details about the proposed continuous approach to model hydraulic fractures are presented, including the finite element equations and their approximations. The new approach is validated against analytical and numerical solutions. Moreover, the influence of the dimensions of the HAR interface elements on the results is also investigated. (C) 2019 Elsevier B.V. All rights reserved.
机译:水力压裂是一种基于将高压粘性流体注入工程井的技术,目的是在含有烃的岩层中引发和传播多个裂缝,以增加油藏的连通性。这项工作提出了一个框架,该模型在常规连续性本构(应力-应变)关系的背景下,基于连续性强不连续性方法(CSDA)和高纵横比高固体有限元(HAR)来模拟水力诱发裂缝的萌发和扩展(根据损害理论)。这里考虑的多孔介质是可变形的,并且以完全耦合的方式解决了流体力学问题。提出了有关建议的连续方法进行水力压裂建模的完整细节,包括有限元方程及其逼近。新方法已针对分析和数值解决方案进行了验证。此外,还研究了HAR接口元素的尺寸对结果的影响。 (C)2019 Elsevier B.V.保留所有权利。

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