Study on Stability Analysis Method of Loess Slope Based on Catastrophe Theory – A Case Study of Loess Slope in Yili, Xinjiang

IF 1.5 Q3 MECHANICS
Mao Wei, Ruheiyan Muhemaier, Xuejun Liu, Shuqiang Chen, Yanjun Li
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Abstract

Based on the mutation theory, the paper studies the stability of loess slope, and discusses the loess slope in Yili region in Xinjiang. From the perspective of mechanics, the paper focuses on the influence of mutation phenomenon on the stability of loess slope, and deeply analyzes the mechanical mechanism in the mutation process. As an effective tool to study the phenomenon of discontinuous change, mutation theory has important applications in the stability analysis of loess slopes. By applying the mutation theory, the mutation characteristics of the loess slope in the Xinjiang Yili area were analyzed. In terms of mechanical mechanism, the stress distribution, deformation characteristics and the instability mode are discussed in detail. Through theoretical analysis and numerical simulation, it is found that when the slope stress reaches a certain critical value, mutation will occur, leading in a sharp decline of slope stability. Specific data show that in a typical loess slope in Yili area, when the stress reaches about 0.6 MPa, the slope changes, and the displacement instantly increases to more than twice the original, indicating that the slope has been in a state of instability. In the case study of loess slope in Yili, Xinjiang, the slope stability is comprehensively evaluated by combining field investigation to monitoring data and indoor test. By identifying and analyzing the mutation characteristics of the slope, it is found that there are widespread subsidence and disintegration problems in this area, which play a key role in the mutation process. The specific data show that the subsidence coefficient of the loess slope in Yili area is generally above 0.05, and the disintegration rate is more than 0.5% per hour. These factors jointly aggravate the mutation risk of the slope. Based on the above data analysis, the paper puts forward targeted disaster prevention and mitigation measures, including strengthening slope drainage, using appropriate reinforcement technology, etc. These measures aim to reduce the risk of mutation and improve the stability of the loess slope.
基于灾变理论的黄土边坡稳定性分析方法研究--以新疆伊犁黄土边坡为例
本文以突变理论为基础,研究了黄土边坡的稳定性,并对新疆伊犁地区的黄土边坡进行了探讨。本文从力学角度出发,重点研究了突变现象对黄土边坡稳定性的影响,并深入分析了突变过程中的力学机理。突变理论作为研究不连续变化现象的有效工具,在黄土边坡稳定性分析中具有重要的应用价值。应用突变理论分析了新疆伊犁地区黄土边坡的突变特征。在力学机制方面,详细讨论了应力分布、变形特征和失稳模式。通过理论分析和数值模拟发现,当边坡应力达到一定临界值时,就会发生突变,导致边坡稳定性急剧下降。具体数据显示,在伊犁地区的一个典型黄土边坡中,当应力达到 0.6 MPa 左右时,边坡就会发生变化,位移瞬间增加到原来的两倍以上,表明边坡已经处于不稳定状态。通过对新疆伊犁黄土边坡的案例研究,结合实地调查、监测数据和室内试验,对边坡稳定性进行了综合评价。通过对边坡变异特征的识别和分析,发现该地区普遍存在沉陷和崩塌问题,在边坡变异过程中起着关键作用。具体数据显示,尉犁地区黄土边坡的沉陷系数普遍在 0.05 以上,崩塌率每小时超过 0.5%。这些因素共同加剧了边坡的变异风险。基于上述数据分析,本文提出了有针对性的防灾减灾措施,包括加强边坡排水、采用适当的加固技术等。这些措施旨在降低变异风险,提高黄土边坡的稳定性。
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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CiteScore
1.70
自引率
8.30%
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