The evaluation of regional frequency analyses methods for nonstationary data

Regional frequency analysis is widely used to estimate more reliable quantiles of extreme hydro-meteorological events. The stationarity of data is required for its application. This assumption tends to be violated due to climate change. In this paper, four nonstationary index flood models were u...

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Main Authors: W. Nam, S. Kim, H. Kim, K. Joo, J.-H. Heo
Format: Article
Language:English
Published: Copernicus Publications 2015-06-01
Series:Proceedings of the International Association of Hydrological Sciences
Online Access:https://www.proc-iahs.net/371/95/2015/piahs-371-95-2015.pdf
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spelling doaj-edabf00ec6824af29e99a55a9cd9d3a82020-11-25T00:45:18ZengCopernicus PublicationsProceedings of the International Association of Hydrological Sciences2199-89812199-899X2015-06-01371959810.5194/piahs-371-95-2015The evaluation of regional frequency analyses methods for nonstationary dataW. Nam0S. Kim1H. Kim2K. Joo3J.-H. Heo4School of Civil and Environmental engineering, Yonsei University, Seoul, KoreaSchool of Civil and Environmental engineering, Yonsei University, Seoul, KoreaSchool of Civil and Environmental engineering, Yonsei University, Seoul, KoreaSchool of Civil and Environmental engineering, Yonsei University, Seoul, KoreaSchool of Civil and Environmental engineering, Yonsei University, Seoul, KoreaRegional frequency analysis is widely used to estimate more reliable quantiles of extreme hydro-meteorological events. The stationarity of data is required for its application. This assumption tends to be violated due to climate change. In this paper, four nonstationary index flood models were used to analyze the nonstationary regional data. Monte Carlo simulation was used to evaluate the performances of these models for the generalized extreme value distribution with linearly time varying location parameter and constant scale and shape parameters. As a results, it was found that the index flood model with time-invariant index flood and time-variant growth curve could yield more statistically efficient quantile when record is long enough to show significant nonstationarity.https://www.proc-iahs.net/371/95/2015/piahs-371-95-2015.pdf
collection DOAJ
language English
format Article
sources DOAJ
author W. Nam
S. Kim
H. Kim
K. Joo
J.-H. Heo
spellingShingle W. Nam
S. Kim
H. Kim
K. Joo
J.-H. Heo
The evaluation of regional frequency analyses methods for nonstationary data
Proceedings of the International Association of Hydrological Sciences
author_facet W. Nam
S. Kim
H. Kim
K. Joo
J.-H. Heo
author_sort W. Nam
title The evaluation of regional frequency analyses methods for nonstationary data
title_short The evaluation of regional frequency analyses methods for nonstationary data
title_full The evaluation of regional frequency analyses methods for nonstationary data
title_fullStr The evaluation of regional frequency analyses methods for nonstationary data
title_full_unstemmed The evaluation of regional frequency analyses methods for nonstationary data
title_sort evaluation of regional frequency analyses methods for nonstationary data
publisher Copernicus Publications
series Proceedings of the International Association of Hydrological Sciences
issn 2199-8981
2199-899X
publishDate 2015-06-01
description Regional frequency analysis is widely used to estimate more reliable quantiles of extreme hydro-meteorological events. The stationarity of data is required for its application. This assumption tends to be violated due to climate change. In this paper, four nonstationary index flood models were used to analyze the nonstationary regional data. Monte Carlo simulation was used to evaluate the performances of these models for the generalized extreme value distribution with linearly time varying location parameter and constant scale and shape parameters. As a results, it was found that the index flood model with time-invariant index flood and time-variant growth curve could yield more statistically efficient quantile when record is long enough to show significant nonstationarity.
url https://www.proc-iahs.net/371/95/2015/piahs-371-95-2015.pdf
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