Changes over time in the 100-year return value of climate model variables

We assess evidence for changes in tail characteristics of wind, solar irradiance and temperature variables output from CMIP6 global climate models (GCMs) due to climate forcing. We estimate global and climate zone annual maximum and annual means for period (2015, 2100) from daily output of seven GCMs for daily wind speed, maximum wind speed, solar irradiance and near-surface temperature. We calculate corresponding annualised data for individual locations within neighbourhoods of the North Atlantic and Celtic Sea region. We consider output for three climate scenarios and multiple climate ensembles. We estimate non-stationary extreme value models for annual extremes, and non-homogeneous Gaussian regressions for annual means, using Bayesian inference. We use estimated statistical models to quantify the distribution of (i) the change in 100-year return value for annual extremes, and (ii) the change in annual mean, over the period (2025, 2125). To summarise results, we estimate linear mixed effects models for observed variation of (i) and (ii). Evidence for changes in the 100-year return value for annual maxima of solar irradiance and temperature is much stronger than for wind variables over time and with climate scenario. • GCM extreme values (EV) for wind, solar irradiance and temperature variables examined. • Multiple GCMs considered, and multiple ensemble members per GCM. • Non-stationary EV analysis indicates changes in extreme temperature and irradiance. • Little evidence for changes in return value for wind variables. • Non-stationary non-homogeneous Gaussian regression indicates changes in means.

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Publication Details

Journal
Ocean Engineering
Published
2025-02-18
DOI
https://doi.org/10.1016/j.oceaneng.2025.120605
Citations
1
Primary Topic
Climate variability and models
Type
article
Field-Weighted Citation Impact
1.11
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article

Changes over time in the 100-year return value of climate model variables

Philip Jonathan, Kevin Ewans, Chris Leach
1 citations
Ocean Engineering
Climate variability and models
1.11
article

Changes over time in the 100-year return value of climate model variables

Philip Jonathan, Kevin Ewans, Chris Leach
article en
1 citations

Abstract

We assess evidence for changes in tail characteristics of wind, solar irradiance and temperature variables output from CMIP6 global climate models (GCMs) due to climate forcing. We estimate global and climate zone annual maximum and annual means for period (2015, 2100) from daily output of seven GCMs for daily wind speed, maximum wind speed, solar irradiance and near-surface temperature. We calculate corresponding annualised data for individual locations within neighbourhoods of the North Atlantic and Celtic Sea region. We consider output for three climate scenarios and multiple climate ensembles. We estimate non-stationary extreme value models for annual extremes, and non-homogeneous Gaussian regressions for annual means, using Bayesian inference. We use estimated statistical models to quantify the distribution of (i) the change in 100-year return value for annual extremes, and (ii) the change in annual mean, over the period (2025, 2125). To summarise results, we estimate linear mixed effects models for observed variation of (i) and (ii). Evidence for changes in the 100-year return value for annual maxima of solar irradiance and temperature is much stronger than for wind variables over time and with climate scenario. • GCM extreme values (EV) for wind, solar irradiance and temperature variables examined. • Multiple GCMs considered, and multiple ensemble members per GCM. • Non-stationary EV analysis indicates changes in extreme temperature and irradiance. • Little evidence for changes in return value for wind variables. • Non-stationary non-homogeneous Gaussian regression indicates changes in means.

Ocean EngineeringVol. 324
The University of Melbourne (AU), Shell (United Kingdom) (GB), Lancaster University (GB)
Climate action
Openalex Percentile: Top 27%
Climate variability and models
1.11
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