Analysis of step-path failure mechanisms in rock slopes with en-echelon joints based on FDEM simulation

IF 3.5 2区 计算机科学 Q2 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
Haoyu Han , Xuantao Liu , Hongyuan Liu , Daisuke Fukuda , Lingyu Zeng , Zicheng Xiong , Yuxing Wang , Yangtian Ye , Andrew Chan
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引用次数: 0

Abstract

In this study, an in-house combined finite-discrete element method (FDEM) is implemented to simulate and analyze the entire step-path failure process in rock slopes with en-echelon joints under natural conditions. Based on the Longmenqiao Reservoir slope in Chongqing, China, numerical models of the slope with and without en-echelon joints are established, and a comparative analysis is first conducted to explore the effects of the en-echelon joints on the slope failure mode. Then, to further investigate the slope failure mechanisms due to various influencing factors on site, a series of parametric analyses is conducted following an orthogonal experimental design with six factors at three levels. Through range and variance analyses of the computation results from 18 numerical models, the sensitivities of the slope stability to slope angle, slope height, joint angle, joint length, rock bridge angle, and rock bridge length are evaluated. Furthermore, a single-variable analysis method is adopted to build 24 numerical models with a focus on the aforementioned six key influencing factors to investigate the specific impacts of each factor on the slope stability, slope failure mode, and kinetic energy variation during the slope failure process. It is found that the fracture of the slopes with the en-echelon joints emerges sequentially along the joints and rock bridges from the bottom to top during the small deformation stage and reversals in shear stress direction are observed within the rock bridges during the detachment stage. The slope stability is found to be sensitive to the following six key influencing factors in descending order: joint angle, slope angle, slope height, joint length, rock bridge angle, and rock bridge length. A negative correlation is identified between the slope stability and the slope angle, slope height as well as joint angle while no clear linear relationship exists with the other three parameters. The numerical findings not only deepen the understanding of the mechanisms of step-path failure in rock slopes but also provide solid theoretical and data foundations for landslide risk assessment and prediction under complex environmental conditions.
基于FDEM模拟的阶梯式节理岩质边坡阶梯破坏机制分析
本研究采用内部有限-离散元组合方法(FDEM),对自然条件下含梯队节理岩质边坡的整个阶梯破坏过程进行了模拟和分析。以重庆龙门桥水库边坡为例,建立了有和无梯队节理边坡的数值模型,并首先进行了对比分析,探讨了梯队节理对边坡破坏模式的影响。然后,为了进一步研究现场各种影响因素对边坡破坏机理的影响,采用六因素三水平正交试验设计进行了一系列参数分析。通过对18个数值模型计算结果的极差和方差分析,评价了边坡稳定性对坡角、坡高、节理角、节理长度、岩桥角和岩桥长度的敏感性。采用单变量分析方法,围绕上述6个关键影响因素建立了24个数值模型,研究各因素对边坡稳定性、边坡破坏模式以及边坡破坏过程中动能变化的具体影响。结果表明:小变形阶段,雁列节理边坡沿节理和岩桥由下向上依次出现断裂,拆离阶段岩桥内部出现剪应力方向反转。边坡稳定性受节理角、坡角、坡高、节理长度、岩桥角、岩桥长度6个关键影响因素影响,影响程度由大到小依次为:节理角、坡角、坡高。边坡稳定性与坡角、坡高、节理角呈负相关关系,与其他3个参数无明显的线性关系。数值研究结果不仅加深了对岩质边坡阶梯破坏机理的认识,而且为复杂环境条件下的滑坡风险评估和预测提供了坚实的理论和数据基础。
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来源期刊
Simulation Modelling Practice and Theory
Simulation Modelling Practice and Theory 工程技术-计算机:跨学科应用
CiteScore
9.80
自引率
4.80%
发文量
142
审稿时长
21 days
期刊介绍: The journal Simulation Modelling Practice and Theory provides a forum for original, high-quality papers dealing with any aspect of systems simulation and modelling. The journal aims at being a reference and a powerful tool to all those professionally active and/or interested in the methods and applications of simulation. Submitted papers will be peer reviewed and must significantly contribute to modelling and simulation in general or use modelling and simulation in application areas. Paper submission is solicited on: • theoretical aspects of modelling and simulation including formal modelling, model-checking, random number generators, sensitivity analysis, variance reduction techniques, experimental design, meta-modelling, methods and algorithms for validation and verification, selection and comparison procedures etc.; • methodology and application of modelling and simulation in any area, including computer systems, networks, real-time and embedded systems, mobile and intelligent agents, manufacturing and transportation systems, management, engineering, biomedical engineering, economics, ecology and environment, education, transaction handling, etc.; • simulation languages and environments including those, specific to distributed computing, grid computing, high performance computers or computer networks, etc.; • distributed and real-time simulation, simulation interoperability; • tools for high performance computing simulation, including dedicated architectures and parallel computing.
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