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Derivation and evaluation of landslide-triggering thresholds by a Monte Carlo approach

机译:蒙特卡罗方法推导和评估滑坡触发阈值

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Assessment of landslide-triggering rainfall thresholds is useful for earlywarning in prone areas.In this paper, it is shown how stochastic rainfall models and hydrologicaland slope stability physically based models can be advantageously combined ina Monte Carlo simulation framework to generate virtually unlimited-lengthsynthetic rainfall and related slope stability factor of safety data,exploiting the information contained in observed rainfall records andfield-measurements of soil hydraulic and geotechnical parameters. Thesynthetic data set, dichotomized in triggering and non-triggering rainfallevents, is analyzed by receiver operating characteristics (ROC) analysis toderive stochastic-input physically based thresholds that optimize thetrade-off between correct and wrong predictions. Moreover, the specificmodeling framework implemented in this work, based on hourly analysis,enables one to analyze the uncertainty related to variability of rainfallintensity within events and to past rainfall (antecedent rainfall). Aspecific focus is dedicated to the widely used power-law rainfallintensity–duration (I–D) thresholds.Results indicate that variability of intensity during rainfall eventsinfluences significantly rainfall intensity and duration associated withlandslide triggering. Remarkably, when a time-variable rainfall-rate event isconsidered, the simulated triggering points may be separated with a very goodapproximation from the non-triggering ones by a I–D power-law equation,while a representation of rainfall as constant–intensity hyetographsglobally leads to non-conservative results. This indicates that the I–Dpower-law equation is adequate to represent the triggering part due totransient infiltration produced by rainfall events of variable intensity andthus gives a physically based justification for this widely used thresholdform, which provides results that are valid when landslide occurrence ismostly due to that part. These conditions are more likely to occur inhillslopes of low specific upslope contributing area, relatively highhydraulic conductivity and high critical wetness ratio. Otherwise, rainfalltime history occurring before single rainfall events influences landslidetriggering, determining whether a threshold based only on rainfall intensityand duration may be sufficient or it needs to be improved by the introductionof antecedent rainfall variables. Further analyses show that predictabilityof landslides decreases with soil depth, critical wetness ratio and theincrease of vertical basal drainage (leakage) that occurs in the presence ofa fractured bedrock.
机译:摇滑坡触发降雨阈值的评估对于易于地区的早期风化是有用的。几乎无限的长度降雨量和相关坡度稳定性的安全数据,利用所观察到的降雨记录和土壤液压和岩土参数的田间测量中所含的信息。通过接收器操作特性(ROC)分析在实际基于阈值的接收器操作特性(ROC)分析,通过接收器操作特性(ROC)分析来分析对触发和非触发RainFallevents的这种二分法的数据集。此外,基于每小时分析,在这项工作中实施的特定模型框架使得能够分析与事件中的降雨程度的变异性以及过去降雨(前降雨)的不确定性。缺矿焦点致力于广泛使用的电力法循环持续时间( i - d )阈值。结果表明降雨事件中的强度变化显着降雨强度和持续时间与荷兰下的触发相关。值得注意的是,当被认为是时间可变的降雨速率事件时,模拟触发点可以用来自非触发器的跳跃分离,通过 i - d 功率 - 顺程等式,而降雨的表示作为恒定强度障碍障碍导致非保守结果。这表明 i - d 功率法方程足以表示通过可变强度的降雨事件产生的触发部分渗透,并为此提供了物理上基础的理由广泛使用的阈值格式,它提供了有效的结果,当该部分原因是山体滑坡发生时。这些条件更容易发生低特异性上升贡献区域,相对高液压导电性和高临界湿度比的inhillslop。否则,在单个降雨事件之前发生的降雨量历史影响LANDSLIDETRIGGENTING,确定仅基于降雨强度和持续时间的阈值可能是足够的,或者需要通过前进的降雨变量引入改善。进一步的分析表明,在存在裂缝的基岩存在下发生的土壤深度,临界湿度比和垂直基底排水(泄漏)的临界湿度比和释放的可预测性降低。

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