极端降水调整统计模型对数据量的敏感性:以象牙海岸为例

Relwindé Abdoul-Karim Nassa, A. M. Kouassi, Makouin Louise Toure
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引用次数: 1

摘要

本研究的目的是分析统计模型对样本大小的敏感性。在科特迪瓦进行的这项研究基于从26个站点收集的年最大日降雨量数据。方法方法是基于最大日降雨量的统计模型。对若干样本量和若干回复期(2、5、10、20、50和100年)进行了调整。主要结果表明:30年序列(1931-1960;1961 - 1990;Gumbel(26.92% ~ 53.85%)和Inverse Gamma(26.92% ~ 46.15%)的校正效果较好。关于60年系列(1931-1990);逆伽玛(30.77%)、伽玛(15.38% ~ 46.15%)和Gumbel(15.38% ~ 42.31%)对它们的调节效果较好。1931-2020年(90年)的完整编年史显示,Gumbel模型的优势明显高于Gamma模型(34.62%)和Gamma逆模型(15.38%)。值得注意的是,Gumbel模式总体上是最主要的模式,特别是在潮湿时期。正常趋势期和干燥趋势期的数据用Gamma和逆Gamma拟合得较好。
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Sensitivity of Statistical Models for Extremes Rainfall Adjustment Regarding Data Size: Case of Ivory Coast
The objective of this study is to analyze the sensitivity of the statistical models regarding the size of samples. The study carried out in Ivory Coast is based on annual maximum daily rainfall data collected from 26 stations. The methodological approach is based on the statistical modeling of maximum daily rainfall. Adjustments were made on several sample sizes and several return periods (2, 5, 10, 20, 50 and 100 years). The main results have shown that the 30 years series (1931-1960; 1961-1990; 1991-2020) are better adjusted by the Gumbel (26.92% - 53.85%) and Inverse Gamma (26.92% - 46.15%). Concerning the 60-years series (1931-1990; 1961-2020), they are better adjusted by the Inverse Gamma (30.77%), Gamma (15.38% - 46.15%) and Gumbel (15.38% - 42.31%). The full chronicle 1931-2020 (90 years) presents a notable supremacy of 50% of Gumbel model over the Gamma (34.62%) and Gamma Inverse (15.38%) model. It is noted that the Gumbel is the most dominant model overall and more particularly in wet periods. The data for periods with normal and dry trends were better fitted by Gamma and Inverse Gamma.
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