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Bootstrap method for characterizing the effect of uncertainty in shear strength parameters on slope reliability

机译:用Bootstrap方法表征抗剪强度参数不确定性对边坡可靠度的影响

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This paper aims to propose a bootstrap method for characterizing the effect of uncertainty in shear strength parameters on slope reliability. The procedure for a traditional slope reliability analysis with fixed distributions of shear strength parameters is presented first. Then, the variations of the mean and standard deviation of shear strength parameters and the Akaike Information Criterion values associated with various distributions are studied to characterize the uncertainties in distribution parameters and types of shear strength parameters. The reliability of an infinite slope is presented to demonstrate the validity of the proposed method. The results indicate that the bootstrap method can effectively model the uncertain probability distributions of shear strength parameters. The uncertain distributions of shear strength parameters have a significant influence on slope reliability. With the bootstrap method, the slope reliability index is represented by a confidence interval instead of a single fixed index. The confidence interval increases with increasing factor of slope safety. Considering both the uncertainties in distribution parameters and distribution types of shear strength parameters leads to a higher variation and a wider confidence interval of reliability index. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文旨在提出一种自举方法来表征抗剪强度参数不确定性对边坡可靠度的影响。首先介绍了具有固定抗剪强度参数分布的传统边坡可靠度分析的程序。然后,研究了剪切强度参数的平均值和标准偏差以及与各种分布相关的Akaike信息准则值的变化,以表征分布参数和剪切强度参数类型的不确定性。提出了无限边坡的可靠性,以证明所提方法的有效性。结果表明,引导法可以有效地模拟剪切强度参数的不确定概率分布。抗剪强度参数的不确定分布对边坡可靠度有重要影响。使用自举法时,坡度可靠性指标由置信区间表示,而不是由单个固定指标表示。置信区间随着边坡安全系数的增加而增加。同时考虑分布参数的不确定性和抗剪强度参数的分布类型会导致较大的变化和更大的可靠性指标置信区间。 (C)2015 Elsevier Ltd.保留所有权利。

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