欧洲极端暴风雪的回归水平、其对北大西洋涛动的依赖性以及未来的潜在风险

Matthew D. K. Priestley, David B. Stephenson, Adam A. Scaife, Daniel Bannister, Christopher J. T. Allen, David Wilkie
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引用次数: 0

摘要

摘要风灾是西欧破坏性最大的自然灾害。风险建模人员受到观测数据记录的限制,只能获得 60 年的综合再分析数据,而这些数据又以相当大的年际变异性为主。这就给估算罕见事件的回归期带来了困难,而且对历史时期的选择非常敏感。本研究提出了一种新的统计方法,用于根据观测到的暴风足迹估算整个欧洲的阵风。通过假设超过阈值的阵风峰值呈指数分布,即形状参数为零的广义帕累托分布,可以很好地描述极端风速。对每个地点的临界值和尾部尺度参数进行估算,并用于计算 10 年和 200 年重现水平的估算值。北大西洋涛动(NAO)对调节较低的回归水平和调节阈值尤为重要,而对较罕见的极端事件和尾标参数的影响则较小。利用观测和模拟的历史北大西洋涛动时间序列,对估算回归水平误差最小所需的历史数据长度进行了量化。为减少估算独立的 10 年期 200 年回归水平的误差,需要至少 20 年的数据目录。对于较低的回归水平,NAO 对估计回归水平的影响更大,因此估计值的变化也更大。利用对未来西北环流状态的理论估算,回归水平在很大程度上超出了历史不确定性,这表明未来 100 年风灾的潜在风险显著增加。我们的方法提供了一个框架,可用于评估各种灾害的高回报期事件,而无需增加完整灾难模型的复杂性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Return levels of extreme European windstorms, their dependency on the North Atlantic Oscillation, and potential future risks
Abstract. Windstorms are the most damaging natural hazard across western Europe. Risk modellers are limited by the observational data record to only ∼ 60 years of comprehensive reanalysis data that are dominated by considerable inter-annual variability. This makes estimating return periods of rare events difficult and sensitive to the choice of the historical period used. This study proposes a novel statistical method for estimating wind gusts across Europe based on observed windstorm footprints. A good description of extreme wind speeds is obtained by assuming that gust speed peaks over threshold are distributed exponentially, i.e. a generalised Pareto distribution having a zero shape parameter. The threshold and tail scale parameter are estimated at each location and used to calculate estimates of the 10- and 200-year return levels. The North Atlantic Oscillation (NAO) is particularly important for modulating lower return levels and modulating the threshold, with a less detectable influence on rarer extremes and the tail scale parameter. The length of historical data required to have the lowest error in estimating return levels is quantified using both observed and simulated time series of the historical NAO. For reducing errors in estimating 200-year return levels of an independent 10-year period, a data catalogue of at least 20 years is required. For lower return levels the NAO has a stronger influence on estimated return levels, and so there is more variability in estimates. Using theoretical estimates of future NAO states, return levels are largely outside the historical uncertainty, indicating significant increases in risk potential from windstorms in the next 100 years. Our method presents a framework for assessing high-return-period events across a range of hazards without the additional complexities of a full catastrophe model.
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