Exploring different FEM strategies for hydro-mechanical coupled gas injection simulation in clay materials

IF 3.3 2区 工程技术 Q3 ENERGY & FUELS
Yangyang Mo , Alfonso Rodriguez-Dono , Sebastia Olivella
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Abstract

Over the last few decades, the study of gas injection in porous media, particularly under multi-field coupled conditions, has emerged as a prominent focus within the field of geotechnical engineering. This article presents a comprehensive comparison of three numerical strategies, evaluating their impact on computational efficiency and result accuracy during Hydro-Mechanical (HM) coupled simulations of gas injection in clay-based geomaterials. This comprehensive comparison encompasses three numerical simulation methods for the mechanical sub-problem: The Standard Finite Element Method (SFEM), the Standard Finite Element Method with Selective Integration (SFEM+SI), and the Mixed Finite Element Method (MFEM). The Heat and Gas Fracking model (HGFRAC) is introduced to illustrate the computational characteristics of these methods. The results indicate that the effective application of SFEM is heavily dependent on a high-precision mesh. Convergence issues may arise when dealing with relatively coarse meshes. Nevertheless, these convergence issues can be effectively mitigated by incorporating either the Selective Integration method or the MFEM formulations. In terms of computational efficiency, it is evident that the SFEM+SI method demonstrates higher efficiency than SFEM and MFEM. However, it is noteworthy that the computed gas flow patterns of SFEM and SFEM+SI can be affected by the alignment of the mesh. With MFEM, displacements and strains are calculated as independent unknowns, enhancing result accuracy and achieving mesh independence.

探索粘土材料中水力机械耦合注气模拟的不同有限元策略
在过去几十年中,多孔介质中的气体注入研究,尤其是多场耦合条件下的气体注入研究,已成为岩土工程领域的一个突出焦点。本文全面比较了三种数值策略,评估了它们在对粘土基岩土材料中的气体注入进行水力机械耦合模拟时对计算效率和结果精度的影响。该综合比较包括针对力学子问题的三种数值模拟方法:标准有限元法(SFEM)、带选择性积分的标准有限元法(SFEM+SI)和混合有限元法(MFEM)。为了说明这些方法的计算特性,介绍了热与天然气压裂模型 (HGFRAC)。结果表明,SFEM 的有效应用在很大程度上取决于高精度网格。在处理相对较粗的网格时,可能会出现收敛问题。不过,通过采用选择性积分法或 MFEM 公式,这些收敛问题可以得到有效缓解。在计算效率方面,SFEM+SI 方法的效率显然高于 SFEM 和 MFEM。但值得注意的是,SFEM 和 SFEM+SI 计算出的气体流动模式会受到网格排列的影响。在 MFEM 中,位移和应变作为独立的未知量进行计算,从而提高了结果的准确性,并实现了网格的独立性。
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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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