Characterization and frequency analysis of long-term maximum rainfall from São Martinho, Santa Catarina, Brazil

Á. J. Back, Luísa Back
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引用次数: 1

Abstract

The study of the frequency of intense rainfall is important for agricultural and environmental planning and the dimensioning of drainage works. This study aimed to characterize and determine the relationships of intensity, duration, and frequency of long-term rainfall in São Martinho, Santa Catarina. The series of annual maximums lasting from one to ten days, observed in the period from 1977 to 2020, were determined. The probability distributions Gumbel, GEV, Log-Normal with two parameters, Log-Normal with three parameters, Pearson type III, and Log-Pearson Type III were evaluated. The parameters were estimated by the method of moments, maximum likelihood method, method of L-Moments, and for the Gumbel distribution, the Chow method was used. The Kolmogorov-Smirnov, Anderson-Darling, and Filliben fitting tests were used, and for the selection of the distribution, the standard error of the estimate was also used. The Log-Normal distribution with three parameters was selected for series lasting one, five and six days. The Pearson III distribution was selected for a duration of three and four days and the GEV distribution for the other five series. The adjusted IDF equation allows the estimation of rainfall intensity with duration from24 hours to 240 hours and a return period ranging from 2 to 100 years.
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巴西圣卡塔琳娜州圣马蒂尼奥长期最大降雨量的特征和频率分析
研究强降雨的频率对农业和环境规划以及排水工程的规模确定具有重要意义。本研究旨在描述和确定圣卡塔琳娜州圣马蒂尼奥长期降雨强度、持续时间和频率之间的关系。确定了1977年至2020年期间观测到的一系列持续一到十天的年最大值。评估概率分布Gumbel、GEV、具有两个参数的对数正态、具有三个参数的Log正态、Pearson III型和Log Pearson II型。通过矩量法、最大似然法、L-moments法估计参数,对于Gumbel分布,使用Chow法。使用了Kolmogorov-Smirnov、Anderson-DDarling和Filliben拟合检验,并且为了选择分布,还使用了估计的标准误差。选择具有三个参数的对数正态分布用于持续一天、五天和六天的系列。Pearson III分布选择持续三天和四天,GEV分布选择其他五个系列。调整后的IDF方程可以估计持续时间为24小时至240小时、重现期为2至100年的降雨强度。
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审稿时长
24 weeks
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