Litcius/Paper detail

A bivariate approach to estimating the probability of very extreme precipitation events

M. A. Ben Alaya, Francis W. Zwiers, Xuebin Zhang

2020Weather and Climate Extremes18 citationsDOIOpen Access PDF

Abstract

We describe in this paper a semi-parametric bivariate extreme value approach for studying rare extreme precipitation events considered as events that result from a combination of extreme precipitable water (PW) in the atmospheric column above the location where the event occurred and extreme precipitation efficiency, described as the ratio between precipitation and PW. An application of this framework to historical 6-h precipitation accumulations simulated by the Canadian Regional Climate Model CanRCM4 shows that uncertainties and biases of very long-period return level estimates can be substantially reduced relative to the standard univariate approach that fits Generalized Extreme Value distributions to samples of annual maxima of extreme precipitation even when using modest amounts of data.

Topics & Concepts

Extreme value theoryPrecipitationBivariate analysisGeneralized extreme value distributionClimatologyPrecipitable waterEnvironmental scienceUnivariateTail dependenceMaximaClimate modelClimate extremesGeneralized Pareto distributionExtreme weatherParametric statisticsStatisticsMeteorologyMathematicsClimate changeMultivariate statisticsGeographyGeologyOceanographyArt historyArtPerformance artClimate variability and modelsHydrology and Drought AnalysisMeteorological Phenomena and Simulations