A Review on Micro/Macroscopic Modelling of Desiccation Cracking in Soils

IF 12.1 2区 工程技术 Q1 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
Panyong Liu, Xin Gu, Annan Zhou, Qing Zhang
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引用次数: 0

Abstract

Soils, particularly clayey soils, show desiccation cracking when drying. Soil desiccation cracking is a prevalent natural phenomenon involving complex physical processes and mechanisms, presenting significant challenges in developing numerical models. This review summarizes numerical methodologies for addressing soil cracking issues from microscopic to macroscopic scales. At microscales, the fundamental theory of the Young–Laplace equation and hemisphere approximation for water meniscus is introduced to investigate the attracting force between soil particles. Various numerical methods used to model the evolution of the water meniscus and the development of microcracks in soil are reviewed and compared here. At macroscales, coupled thermo-hydro-mechanical models are the mainstream approach for simulating desiccation cracking owing to varying temperature and moisture. Different numerical methods, such as mesh-based methods, mesh-free methods and particle-based methods, for addressing soil desiccation cracking are reviewed, including their advantages, disadvantages, and recommended application scenarios. Furthermore, the future perspectives for soil desiccation cracking are discussed combined with the peridynamics method, including the three-phase solid–liquid-gas medium model for water meniscus, parameter homogenization for multiscale models, thermo-hydro-mechanical coupling and elastoplastic peridynamic model, cracking and healing criteria, complex climatic and environmental conditions and the development of hybrid numerical models. This review provides not only an in-depth understanding of the mechanisms underlying soil desiccation cracking modelling but also numerical techniques for the digital implementation of theoretical models for soil desiccation cracking modeling.

Abstract Image

土中干裂细观/宏观模型研究进展
土壤,特别是粘土,在干燥时表现出干裂。土壤干裂是一种普遍存在的自然现象,涉及复杂的物理过程和机制,对建立数值模型提出了重大挑战。本文综述了从微观到宏观尺度解决土壤开裂问题的数值方法。在微观尺度上,引入Young-Laplace方程的基本理论和水半月板的半球近似来研究土壤颗粒间的吸引力。本文综述和比较了用于模拟水半月板演化和土壤微裂缝发展的各种数值方法。在宏观尺度上,热-水-力耦合模型是模拟温度和湿度变化引起的干燥开裂的主流方法。综述了基于网格法、无网格法和基于颗粒法等研究土壤干燥开裂问题的不同数值方法,包括它们的优缺点和推荐的应用场景。结合周动力学方法,讨论了土壤干裂研究的未来前景,包括水半月板的三相固液气介质模型、多尺度模型的参数均匀化、热-水-力耦合和弹塑性周动力学模型、开裂和愈合准则、复杂气候和环境条件以及混合数值模型的发展。这篇综述不仅提供了对土壤干燥开裂建模的机制的深入理解,而且为土壤干燥开裂建模的理论模型的数字化实现提供了数值技术。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
19.80
自引率
4.10%
发文量
153
审稿时长
>12 weeks
期刊介绍: Archives of Computational Methods in Engineering Aim and Scope: Archives of Computational Methods in Engineering serves as an active forum for disseminating research and advanced practices in computational engineering, particularly focusing on mechanics and related fields. The journal emphasizes extended state-of-the-art reviews in selected areas, a unique feature of its publication. Review Format: Reviews published in the journal offer: A survey of current literature Critical exposition of topics in their full complexity By organizing the information in this manner, readers can quickly grasp the focus, coverage, and unique features of the Archives of Computational Methods in Engineering.
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