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Stratified Response Surfaces for System Probabilistic Evaluation of Slopes

机译:分层响应面用于系统边坡概率评估

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The need for probabilistic slope analysis that takes into account the uncertainty of soil properties has been acknowledged by the geo-technical profession. Traditionally, probabilistic slope analysis involves only single-mode failure that is considered based on the critical slip surface. This may result in underestimating the failure probability. In contrast, system reliability analysis for slopes is deemed more rational. This study aims at improving the existing methods of slope reliability analysis by considering system reliability. A stratified response surface method (stratified RSM) is proposed to describe the performance functions of possible failure modes. The proposed method differs from conventional response-surface-based slope reliability analysis (which constructs a single approximate performance function) by generating a group of (stratified) response surfaces. Based on these stratified response surfaces, system reliability analysis can be efficiently carried out by means of either a first-order reliability method (FORM) or Monte Carlo simulations. The efficient FORM based on the concept of a dispersion ellipsoid in the space of the original variables is used. Application of the proposed approach to probabilistic assessment of slopes is illustrated by case studies, and the results obtained are compared with Monte Carlo simulations.
机译:岩土工程专业人士已经认识到需要考虑土壤性质不确定性的概率斜率分析。传统上,概率斜率分析仅涉及基于临界滑移面考虑的单模故障。这可能会导致低估故障概率。相反,斜坡的系统可靠性分析被认为是更合理的。本研究旨在通过考虑系统可靠性来改进现有的边坡可靠性分析方法。提出了分层响应面法(RSM)来描述可能失效模式的性能函数。所提出的方法与常规的基于响应表面的边坡可靠性分析(构造单个近似性能函数)不同,它通过生成一组(分层的)响应表面。基于这些分层的响应面,可以通过一阶可靠性方法(FORM)或蒙特卡洛模拟有效地执行系统可靠性分析。使用基于原始变量空间中色散椭圆体概念的高效FORM。通过案例研究说明了该方法在边坡概率评估中的应用,并将获得的结果与蒙特卡洛模拟进行了比较。

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