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Slope-Stability Assessments Using Finite-Element Limit-Analysis Methods

机译:使用有限元极限分析方法的边坡稳定性评估

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This paper utilizes finite-element limit-analysis methods to investigate the stability of slopes of various properties and in nature. Specifically, a slope with a soft (weak material) band, a postquake slope, and rock slopes were investigated. The conventional Mohr-Coulomb failure criterion and the Hoek-Brown failure criterion are utilized for soil and rock slopes, respectively. The Hoek-Brown failure criterion can be applied directly in the finite-element limit-analysis methods without the need for conversion to the equivalent Mohr-Coulomb parameters. The applicability of the numerical limit-analysis methods in both soil and rock slopes is clearly demonstrated. It is also significant to note that the results presented in this paper have two distinct solutions: the upper- and lower-bound solutions. In addition, the failure mechanisms of the slopes are also shown. Prior assumptions of the failure mechanisms are not required for these finite-element limit-analysis methods, therefore providing a more realistic understanding of slope failures.
机译:本文利用有限元极限分析方法研究了各种性质和性质的边坡的稳定性。具体地,研究了具有软(弱材料)带的斜坡,地震后斜坡和岩石斜坡。常规的Mohr-Coulomb破坏准则和Hoek-Brown破坏准则分别用于土壤和岩石边坡。 Hoek-Brown破坏准则可以直接应用于有限元极限分析方法,而无需转换为等效的Mohr-Coulomb参数。数值极限分析方法在土壤和岩石边坡中的适用性都得到了明确证明。同样值得注意的是,本文介绍的结果具有两个不同的解决方案:上限和下限解决方案。此外,还显示了斜坡的破坏机理。这些有限元极限分析方法不需要对破坏机制进行事先假设,因此可以更实际地了解边坡破坏。

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