Laboratory validation of a new hydro-mechanical energy-based brittleness index model for hydraulic fracturing

IF 3.3 2区 工程技术 Q3 ENERGY & FUELS
Runhua Feng , Joel Sarout , Jeremie Dautriat , Yousef M. Al Ghuwainim , Reza Rezaee , Mohammad Sarmadivaleh
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引用次数: 0

Abstract

Brittleness Index (BI) is a critical parameter characterising the deformation regime of geo-materials, covering the range from purely brittle (fractures) to ductile (plastic flow). A variety of BI models have been developed based on rock properties such as mineralogy, elastic parameters, or constitutive law. However, very few of them are based on the hydro-mechanical interactions emerging in underground engineering applications. In this study, we propose a BI model based on the partitioning of the injection energy EI into non-seismic deformation energy Ed associated with hydraulic fracture propagation. To calculate the Ed, we apply a model for temporal fracturing area (Ad) within the penny-shaped fracture; and we also correlate the wellbore pressure and the three-dimensional strain induced by hydraulic fracturing of the different types of rock samples subjected to true triaxial stress conditions (TTSC), either σv = 6.5 MPa, σH = 3 MPa, σh = 1.5 MPa or σv = 15 MPa, σH = 10 MPa, σh = 5 MPa. As a comparison, the BI is also quantified based on the existing models: (i) acoustic measurement from Rickman et al. (2008), and (ii) the Mohr-Coulomb’s criteria from Papanastasiou et al. (2016). The Ed ranges between 32.4% and 90.6% of the total injection energy EI, which is slightly higher than the value reported from field-scale data (15% to 80%), but comparable to laboratory-derived data (18% to 94%) from literature. The results show that the predictions based on our proposed energy-based BI model are qualitatively consistent with Papanastasiou et al.’s, but less so with Rickman et al.’s. Our BI model is shown to be stress-dependent and capable of capturing the brittle-to-ductile behaviour of geomaterials subjected to hydraulic fracturing. This study demonstrates that our BI model opens a new way for quantifying the brittleness index regarding to realistic fracture propagation scenarios in field.

基于水力机械能的新型水力压裂脆性指数模型的实验室验证
脆性指数(BI)是表征岩土材料变形机制的一个关键参数,涵盖了从纯脆(断裂)到韧性(塑性流动)的范围。目前已根据矿物学、弹性参数或构成法等岩石特性开发出多种 BI 模型。然而,很少有模型是基于地下工程应用中出现的水力机械相互作用。在本研究中,我们提出了一种 BI 模型,其基础是将注入能 EI 分解为与水力裂缝传播相关的非地震变形能 Ed。为了计算 Ed,我们在笔形裂缝内应用了一个时间压裂面积 (Ad) 模型;我们还将井筒压力与不同类型岩石样本在真实三轴应力条件 (TTSC) 下(σv = 6.5 MPa、σH = 3 MPa、σh = 1.5 MPa 或 σv = 15 MPa、σH = 10 MPa、σh = 5 MPa)由水力压裂引起的三维应变相关联。作为比较,还根据现有模型对 BI 进行了量化:(i) Rickman 等人(2008 年)的声学测量;(ii) Papanastasiou 等人(2016 年)的 Mohr-Coulomb 标准。Ed 值介于总注入能量 EI 的 32.4% 到 90.6% 之间,略高于现场规模数据的报告值(15% 到 80%),但与文献中的实验室数据(18% 到 94%)相当。结果表明,根据我们提出的基于能量的 BI 模型所做的预测与 Papanastasiou 等人的预测在质量上是一致的,但与 Rickman 等人的预测则不太一致。研究表明,我们的 BI 模型与应力有关,能够捕捉到受水力压裂作用的岩土材料从脆到韧性的行为。这项研究表明,我们的脆性指数模型为量化脆性指数开辟了一条新的途径,使之适用于现场的实际裂缝扩展情况。
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来源期刊
Geomechanics for Energy and the Environment
Geomechanics for Energy and the Environment Earth and Planetary Sciences-Geotechnical Engineering and Engineering Geology
CiteScore
5.90
自引率
11.80%
发文量
87
期刊介绍: The aim of the Journal is to publish research results of the highest quality and of lasting importance on the subject of geomechanics, with the focus on applications to geological energy production and storage, and the interaction of soils and rocks with the natural and engineered environment. Special attention is given to concepts and developments of new energy geotechnologies that comprise intrinsic mechanisms protecting the environment against a potential engineering induced damage, hence warranting sustainable usage of energy resources. The scope of the journal is broad, including fundamental concepts in geomechanics and mechanics of porous media, the experiments and analysis of novel phenomena and applications. Of special interest are issues resulting from coupling of particular physics, chemistry and biology of external forcings, as well as of pore fluid/gas and minerals to the solid mechanics of the medium skeleton and pore fluid mechanics. The multi-scale and inter-scale interactions between the phenomena and the behavior representations are also of particular interest. Contributions to general theoretical approach to these issues, but of potential reference to geomechanics in its context of energy and the environment are also most welcome.
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