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Slope stability analysis by means of finite element limit analysis and finite element strength reduction techniques. Part II: Back analyses of a case history

机译:通过有限元极限分析和有限元强度折减技术进行边坡稳定性分析。第二部分:案例分析

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This paper deals with a back analysis of a slope failure. The case history investigated is located in an alpine environment in central Europe and is characterized by a very steep original terrain, indicating in situ soil with high strength. To study the factor of safety, two different approaches applying the so-called phi'/c' reduction are used, namely finite element limit analysis and strength reduction finite element analysis. Comparison of a strength reduction technique with rigorous finite element limit analysis confirms that the factors of safety (FoS) obtained are very similar for associated plasticity, an intrinsic assumption of limit analysis. For non-associated plasticity, a modified version of the so-called Davis approach has been applied because it has been shown that the original formulation proposed by Davis works well when the FoS is defined in terms of loads but is not appropriate when the FoS is defined in terms of soil strength. The results show that, with the modified Davis parameter, both strength reduction finite element analyses and finite element limit analyses provide very similar factors of safety. The key advantage of limit analysis, however, is that the value of the FoS can be bracketed from above and below with upper and lower bound calculations. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文对边坡破坏进行反向分析。所调查的案例历史位于欧洲中部的一个高山环境中,其特征是非常陡峭的原始地形,表明原位土壤具有高强度。为了研究安全因素,使用了两种不同的应用所谓的phi'/ c'减少的方法,即有限元极限分析和强度折减有限元分析。将强度折减技术与严格的有限元极限分析进行比较,可以确认所获得的安全系数(FoS)对于相关的塑性(极限分析的固有假设)非常相似。对于非相关可塑性,已应用所谓的戴维斯方法的修改版本,因为已显示,当根据载荷定义FoS时,Davis提出的原始公式效果很好,但当FoS定义为FoS时不合适。根据土壤强度定义。结果表明,使用修改后的Davis参数,强度折减有限元分析和有限元极限分析都提供了非常相似的安全性因素。但是,极限分析的主要优势在于,可以使用上下边界计算从上至下将FoS的值括起来。 (C)2015 Elsevier Ltd.保留所有权利。

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