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The Robustness of the Derived Design Life Levels of Heavy Precipitation Events in the Pre-Alpine Oberland Region of Southern Germany

期刊

ATMOSPHERE
卷 14, 期 9, 页码 -

出版社

MDPI
DOI: 10.3390/atmos14091384

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extreme value analysis (EVA); design life levels (DLLs); heavy precipitation events; stationary and non-stationary extreme value approaches; Oberland region; Bavaria

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This study uses both stationary and non-stationary extreme value analysis (EVA) models to derive design life levels (DLLs) of daily precipitation in the Oberland region of Southern Germany. Different parameter estimation techniques and theoretical distributions are evaluated and compared. The study reveals large methodological uncertainties and no robust tendency towards increased extremes for the end of this century in the study area.
Extreme value analysis (EVA) is well-established to derive hydrometeorological design values for infrastructures that have to withstand extreme events. Since there is concern about increased extremes with higher hazard potential under climate change, alterations of EVA are introduced for which statistical properties are no longer assumed to be constant but vary over time. In this study, both stationary and non-stationary EVA models are used to derive design life levels (DLLs) of daily precipitation in the pre-alpine Oberland region of Southern Germany, an orographically complex region characterized by heavy precipitation events and climate change. As EVA is fraught with uncertainties, it is crucial to quantify its methodological impacts: two theoretical distributions (i.e., Generalized Extreme Value (GEV) and Generalized Pareto (GP) distribution), four different parameter estimation techniques (i.e., Maximum Likelihood Estimation (MLE), L-moments, Generalized Maximum Likelihood Estimation (GMLE), and Bayesian estimation method) are evaluated and compared. The study reveals large methodological uncertainties. Discrepancies due to the parameter estimation methods may reach up to 45% of the mean absolute value, while differences between stationary and non-stationary models are of the same magnitude (differences in DLLs up to 40%). For the end of this century in the Oberland region, there is no robust tendency towards increased extremes found.

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