使用不同元素类型对粘土基材料中的气体注入进行水力机械耦合分析

IF 3.3 2区 工程技术 Q3 ENERGY & FUELS Geomechanics for Energy and the Environment Pub Date : 2024-02-07 DOI:10.1016/j.gete.2024.100541
Yangyang Mo , Alfonso Rodriguez-Dono , Sebastia Olivella
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引用次数: 0

摘要

本研究通过对所谓的热与天然气压裂模型(HGFRAC)和所谓的天然气阈值压力测试(GTPT)进行多类别分析,研究各种因素对 HM 耦合地质介质的影响。HGFRAC 模型由六种不同类型的基准练习组成。值得注意的是,有限元模拟中使用的不同元素类型和积分方法会影响得到的结果。比较四边形元素和三角形元素的结果可以发现,由于四边形元素具有双线性梯度特征,因此与线性三角形元素相比,四边形元素产生的应力场更加稳定。由于引入了四边形元素的选择性积分法,HGFRAC 模型的计算效率得到了提高。这是因为标准积分法缺乏稳定性,容易产生锁定效应,从而导致收敛问题。此外,还对控制粘性变形的粘土材料流动性参数进行了敏感性分析。使用 GTPT 轴对称模型对四边形元素响应的进一步分析表明,高斯点积分法可能会导致收敛问题。这些问题可以通过引入节点点积分法、选择性积分法或两者的结合来解决。一般来说,在处理 HM 耦合注气问题时,使用选择性积分法可提高计算的稳定性和成本效益。虽然节点积分法可以解决 GTPT 模型中的收敛问题,但值得注意的是,计算结果仍会受到锁定效应的影响。
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Hydro-Mechanical coupled analysis of gas injection in clay-based materials using different element types

This study investigates the impact of various factors on HM-coupled geological media through a multi-category analysis of the so-called Heat and Gas Fracking model (HGFRAC) and the so-called Gas Threshold Pressure Test (GTPT). The HGFRAC model consists of six different types of benchmark exercises. It is important to note that different types of elements and integration methods used in finite element simulations can influence the obtained results. Comparing the results of quadrilateral and triangle elements, it is observed that the quadrilateral element, due to its bi-linear gradient characteristic, produces a more stable stress field compared to the linear triangle element. The computational efficiency of the HGFRAC model has been improved due to the introduction of the selective integration method for quadrilateral elements. This is because the standard integration method lacks stability and is prone to locking effects, which leads to convergence problems. Additionally, sensitivity analyses have been performed on the fluidity parameter of the clay material, which controls the viscoplastic deformations. Further analysis of the response of quadrilateral elements, using the GTPT axisymmetric model, reveals that the integration method on Gauss points may cause convergence issues. These issues can be resolved by introducing the nodal point integration method, the selective integration method or a combination of both. In general, when dealing with HM-coupled gas injection problems, the use of selective integration enhances stability and cost-efficiency in calculations. Although the integration method on nodal points can resolve convergence issues in the GTPT model, it is worth noting that the calculation results can still be affected by locking effects.

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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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