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Generation and Simple Sensitivity Analysis of Fragility Surfaces Generated for Two Failure Mechanisms in River Levees for Flood Risk Analysis Using Monte Carlo Simulations

机译:基于蒙特卡洛模拟的河流堤岸两种破坏机理的洪水脆弱性分析的生成及简单敏感性分析

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Levee failure mechanisms have been studied and mathematically described by several authors. However, as some variables may follow stochastically distributed values, the statistical analysis may prove to be difficult and resource consuming. In this paper, Monte Carlo simulations were used to generate fragility curves for two failure mechanisms (Overtopping and Piping) which represent the behavior of a given levee when facing certain hydrological conditions. This surfaces might be used afterwards in a more complete flood risk analysis. Furthermore, a simple sensitivity analysis was carried out to determine the impact that some geometric variables had on the failure probability surfaces. The results of this analysis suggest that the levee's failure probability due to overtopping is more sensitive to the levee's taluses than to the levee's crest height and width, while the failure probability due to piping is more dependent on the sand layer's thickness than on the seepage length.
机译:几个作者已经研究了堤坝失败机制和数学上描述。然而,随着一些变量可以遵循随机分布的值,统计分析可能证明是困难和资源的消耗。在本文中,Monte Carlo模拟用于产生两个故障机制(概述和管道)的脆性曲线,其代表在面对某些水文条件时给定堤坝的行为。此后可以在更完整的洪水风险分析中使用。此外,进行了简单的灵敏度分析以确定一些几何变量对故障概率表面的影响。该分析的结果表明,由于覆盖的堤坝对堤坝的差距而不是堤坝的嵴高度和宽度更敏感,而管道导致的失效概率比渗流长度更依赖于砂层的厚度。 。

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