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Rock slope risk analysis based on non-linear failure criterion

机译:基于非线性故障标准的岩石斜率风险分析

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The probability of failure of a rock slope is generally estimated by using the Limit Equilibrium Method (LEM) in conjunction with a reliability analysis. Although the LEM is relatively simple and time efficient, recent studies have indicated that using the LEM may overestimate the factor of safety by 21%, when based on a non-linear failure criterion. Fortunately, the solutions presented by Li et al. (2008, 2009) can provide more accurate evaluations for rock slope stability as the numerical upper and lower bound limit analysis methods (2002a, 2002b, 2005) were employed. The advantages of these methods are used in this study to assess the rock slope probability of failure. The motivation of this st5udy is that with more accurate methods to evaluate the factor of safety, more economic designs can be performed.
机译:通常通过使用极限平衡方法(LEM)与可靠性分析结合使用极限平衡法(LEM)来估计岩石斜率的故障概率。虽然LEM相对简单且时间效率,但是最近的研究表明,当基于非线性故障标准时,使用lem可能会使安全系数高估21%。幸运的是,由Li等人提出的解决方案。 (2008,2009)可以为岩石边坡稳定性提供更准确的评估,因为使用数值上限和下限的极限分析方法(2002A,2002B,2005)。本研究中使用了这些方法的优点,以评估失败的岩石斜率可能性。这种ST5UDY的动机是,通过更准确的方法来评估安全因子,可以进行更多的经济设计。

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