4.6 Article

High return level estimates of daily ERA-5 precipitation in Europe estimated using regionalized extreme value distributions

期刊

WEATHER AND CLIMATE EXTREMES
卷 38, 期 -, 页码 -

出版社

ELSEVIER
DOI: 10.1016/j.wace.2022.100500

关键词

ERA-5; Spatial clustering; Precipitation extremes; Extended generalized Pareto distribution

资金

  1. French National Research Agency [ANR-15-IDEX-02]
  2. Swiss Federal Office for Environment (FOEN)
  3. Swiss Federal Nuclear Safety Inspectorate (ENSI)
  4. Federal Office for Civil Protection (FOCP)
  5. Federal Office of Meteorology and Climatology
  6. MeteoSwiss
  7. Swiss National Science Foundation [178751]
  8. DAMOCLES-COST-ACTION
  9. French national program (FRAISE-LEFE/INSU)
  10. French national program (80 PRIME CNRS-INSU)
  11. European H2020 XAIDA [101003469]
  12. French Agence Nationale de la Recherche (ANR) [ANR-20-CE40-0025-01]
  13. ANR-Melody

向作者/读者索取更多资源

This article introduces the method of using regional frequency analysis to estimate the daily rainfall return levels of ERA-5 reanalysis product on the European continent associated with large return periods. By inferring return level estimates through clustering algorithms, relatively parsimonious models can also compete well against more complex statistical models.
Accurate estimation of daily rainfall return levels associated with large return periods is needed for a number of hydrological planning purposes, including protective infrastructure, dams, and retention basins. This is especially relevant at small spatial scales. The ERA-5 reanalysis product provides seasonal daily precipitation over Europe on a 0.25x0.25 grid (about 27 x 27 [km]). This translates more than 20,000 land grid points and leads to models with a large number of parameters when estimating return levels. To bypass this abundance of parameters, we build on the regional frequency analysis (RFA), a well-known strategy in statistical hydrology. This approach consists in identifying homogeneous regions, by gathering locations with similar distributions of extremes up to a normalizing factor and developing sparse regional models. In particular, we propose a step-by-step blueprint that leverages a recently developed and fast clustering algorithm to infer return level estimates over large spatial domains. This enables us to produce maps of return level estimates of ERA-5 reanalysis daily precipitation over continental Europe for various return periods and seasons. We discuss limitations and practical challenges and also provide a git hub repository. We show that a relatively parsimonious model with only a spatially varying scale parameter can compete well against statistical models of higher complexity.

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