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首页> 外文期刊>Journal of hydrometeorology >Probability Distribution of Precipitation Extremes for Weather Index–Based Insurance in the Zhujiang River Basin, South China
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Probability Distribution of Precipitation Extremes for Weather Index–Based Insurance in the Zhujiang River Basin, South China

机译:珠江流域基于天气指数的保险极端降水概率分布

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摘要

In a changing climate, understanding the frequency of weather extremes is crucial to improving the management of the associated risks. The concept of weather index–based insurance is introduced as a new approach in weather risk adaptation. It can decrease the vulnerability to precipitation extremes that cause floods and economic losses in the Zhujiang River basin. The probability of precipitation extremes is a key input and the probability distribution of annual precipitation extremes is analyzed with four distribution functions [gamma 3, generalized extreme value (GEV), generalized Pareto, and Wakeby]. Three goodness-of-fit tests (Kolmogorov–Smirnov, Anderson–Darling, and Chi Squared) are applied to the distribution functions for annual time series (1961–2007) of 192 meteorological stations. The results show that maximum precipitation and 5-day-maximum precipitation are best described by the Wakeby distribution. On a basin scale, the GEV is the most reliable and robust distribution for estimating precipitation indexes for an index-based insurance program in the Zhujiang River basin. However, each station has to be analyzed individually as GEV is not always the best-fitting distribution function. Based on the distribution functions, spatiotemporal characteristics of return periods for maximum precipitation and 5-day-maximum precipitation are determined. The return levels of the 25- and 50-yr return periods show similar spatial pattern: they are higher in the southeast and lower in the southwest of the basin.This spatial distribution is in line with the annual averages. The statistical distribution of precipitation indexes delivers important information for a theoretical weather index–based insurance program.
机译:在不断变化的气候中,了解极端天气的频率对于改善相关风险的管理至关重要。引入了基于天气指数的保险概念,作为适应天气风险的新方法。它可以减少对极端降水的脆弱性,极端降水会导致珠江流域发生洪灾和经济损失。极端降水的概率是关键输入,并且使用四个分布函数[γ3,广义极值(GEV),广义帕累托和Wakeby]分析了年度极端降水的概率分布。将三个拟合优度检验(Kolmogorov-Smirnov,Anderson-Darling和Chi Squared)应用于192个气象站的年度时间序列(1961-2007)的分布函数。结果表明,最大的降水量和5天最大的降水量最好用Wakeby分布来描述。在流域范围内,GEV是珠江流域基于指数的保险计划中用于估算降水指数的最可靠,最可靠的分布。但是,每个站点都必须单独分析,因为GEV并不总是最适合的分配函数。基于分布函数,确定了最大降水和5天最大降水返回期的时空特征。 25年和50年回归期的回归水平显示出相似的空间格局:在盆地东南部较高,在盆地西南部较低,这种空间分布与年均值一致。降水指数的统计分布为基于理论天气指数的保险计划提供了重要信息。

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