Graphical-statistical method to explore variability of hydrological time series

Due to increasing concern on developing measures for predictive adaptation to climate change impacts on hydrology, several studies have tended to be conducted on trends in climatic data. Conventionally, trend analysis comprises testing the null hypothesis H0 (no trend) by applying the Mann–Kendall o...

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Main Author: Charles Onyutha
Format: Article
Language:English
Published: IWA Publishing 2021-02-01
Series:Hydrology Research
Subjects:
Online Access:http://hr.iwaponline.com/content/52/1/266
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spelling doaj-b1d7e51b04a44932a39c83d82b399a942021-10-06T16:52:29ZengIWA PublishingHydrology Research1998-95632224-79552021-02-0152126628310.2166/nh.2020.111111Graphical-statistical method to explore variability of hydrological time seriesCharles Onyutha0 Department of Civil and Building Engineering, Kyambogo University, P.O. Box 1, Kyambogo, Kampala, Uganda Due to increasing concern on developing measures for predictive adaptation to climate change impacts on hydrology, several studies have tended to be conducted on trends in climatic data. Conventionally, trend analysis comprises testing the null hypothesis H0 (no trend) by applying the Mann–Kendall or Spearman's rho test to the entire time series. This leads to lack of information about hidden short-durational increasing or decreasing trends (hereinafter called sub-trends) in the data. Furthermore, common trend tests are purely statistical in nature and their results can be meaningless sometimes, especially when not supported by graphical exploration of changes in the data. This paper presents a graphical-statistical methodology to identify and separately analyze sub-trends for supporting attribution of hydrological changes. The method is based on cumulative sum of differences between exceedance and non-exceedance counts of data points. Through the method, it is possible to appreciate that climate variability comprises large-scale random fluctuations in terms of rising and falling hydro-climatic sub-trends which can be associated with certain attributes. Illustration on how to apply the introduced methodology was made using data over the White Nile region in Africa. Links for downloading a tool called CSD-VAT to implement the presented methodology were provided. HIGHLIGHTS Common trend tests are purely statistical. They can yield meaningless results in some cases.; Conventional testing of the null hypothesis (no trend) using entire data leads to lack of information about sub-trends.; Analysis of sub-trends maximizes understanding on how changes in the data can be linked to certain driving factors.; This paper presents a methodology for graphical-statistical analyses of sub-trends.;http://hr.iwaponline.com/content/52/1/266climate variabilityhydrological change attributionmann–kendall testriver nilespearman's rho testsub-trend analysis
collection DOAJ
language English
format Article
sources DOAJ
author Charles Onyutha
spellingShingle Charles Onyutha
Graphical-statistical method to explore variability of hydrological time series
Hydrology Research
climate variability
hydrological change attribution
mann–kendall test
river nile
spearman's rho test
sub-trend analysis
author_facet Charles Onyutha
author_sort Charles Onyutha
title Graphical-statistical method to explore variability of hydrological time series
title_short Graphical-statistical method to explore variability of hydrological time series
title_full Graphical-statistical method to explore variability of hydrological time series
title_fullStr Graphical-statistical method to explore variability of hydrological time series
title_full_unstemmed Graphical-statistical method to explore variability of hydrological time series
title_sort graphical-statistical method to explore variability of hydrological time series
publisher IWA Publishing
series Hydrology Research
issn 1998-9563
2224-7955
publishDate 2021-02-01
description Due to increasing concern on developing measures for predictive adaptation to climate change impacts on hydrology, several studies have tended to be conducted on trends in climatic data. Conventionally, trend analysis comprises testing the null hypothesis H0 (no trend) by applying the Mann–Kendall or Spearman's rho test to the entire time series. This leads to lack of information about hidden short-durational increasing or decreasing trends (hereinafter called sub-trends) in the data. Furthermore, common trend tests are purely statistical in nature and their results can be meaningless sometimes, especially when not supported by graphical exploration of changes in the data. This paper presents a graphical-statistical methodology to identify and separately analyze sub-trends for supporting attribution of hydrological changes. The method is based on cumulative sum of differences between exceedance and non-exceedance counts of data points. Through the method, it is possible to appreciate that climate variability comprises large-scale random fluctuations in terms of rising and falling hydro-climatic sub-trends which can be associated with certain attributes. Illustration on how to apply the introduced methodology was made using data over the White Nile region in Africa. Links for downloading a tool called CSD-VAT to implement the presented methodology were provided. HIGHLIGHTS Common trend tests are purely statistical. They can yield meaningless results in some cases.; Conventional testing of the null hypothesis (no trend) using entire data leads to lack of information about sub-trends.; Analysis of sub-trends maximizes understanding on how changes in the data can be linked to certain driving factors.; This paper presents a methodology for graphical-statistical analyses of sub-trends.;
topic climate variability
hydrological change attribution
mann–kendall test
river nile
spearman's rho test
sub-trend analysis
url http://hr.iwaponline.com/content/52/1/266
work_keys_str_mv AT charlesonyutha graphicalstatisticalmethodtoexplorevariabilityofhydrologicaltimeseries
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