The STARDEX project - background, challenges and successes A project within the EC 5th Framework Programme 1 February 2002 to 31 July 2005

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The STARDEX project - background, challenges and successes A project within the EC 5th Framework Programme 1 February 2002 to 31 July Clare Goodess Climatic Research Unit, UEA, Norwich, UK

The STARDEX consortium

STARDEX general objectives To rigorously & systematically inter-compare & evaluate statistical and dynamical downscaling methods for the reconstruction of observed extremes & the construction of scenarios of extremes for selected European regions & Europe as a whole To identify the more robust downscaling techniques & to apply them to provide reliable & plausible future scenarios of temperature & precipitation-based extremes

Consistent approach: e.g., indices of extremes

STARDEX Diagnostic extremes indices software Fortran subroutine: –19 temperature indices –35 precipitation indices –least squares linear regression to fit linear trends & Kendall-Tau significance test Program that uses subroutine to process standard format station data User information document All available from public web site

STARDEX core indices 90th percentile of rainday amounts (mm/day) greatest 5-day total rainfall simple daily intensity (rain per rainday) max no. consecutive dry days % of total rainfall from events > long-term P90 no. events > long-term 90th percentile of raindays Tmax 90th percentile Tmin 10th percentile number of frost days Tmin < 0 degC heat wave duration

trend in frost days Days per year Blue is increasing

trend in summer rain events > long-term 90th percentile Scale is days/year Blue is increasing

Local scale trends in extreme heavy precipitation indices + variable French Alps ++++ Switzerland -- Greece ++-- N. Italy Germany --++ England AutumnSummerSpringWinterRegion

Investigation of causes, focusing on potential predictor variables e.g., SLP, 500 hPa GP, RH, SST, NAO/blocking/ cyclone indices, regional circulation indices

Winter R90N relationships with MSLP, Malcolm Haylock

MSLP Canonical Pattern 1. Variance = 44.4%. R90N Canonical Pattern 1. Variance = 11.3%. Winter R90N relationships with MSLP, Malcolm Haylock

Analysis of GCM/RCM output & their ability to simulate extremes and predictor variables (and their relationships)

HIRHAM HadRM3 Mean90% quantile Christoph Frei, ETH

Inter-comparison of improved downscaling methods with emphasis on extremes

Radial Basis Function: Colin Harpham/Rob Wilby NW England, 90th percentile for DJF Validation period: Red: observations Blue: predictors selected using stepwise regression, r=0.34 Black: predictors selected using compositing, r=0.24

At the end of the project (July 2005) we will have: Recommendations on the most robust downscaling methods for scenarios of extremes Downscaled scenarios of extremes for the end of the 21st century Summary of changes in extremes and comparison with past changes Assessment of uncertainties associated with the scenarios

Dissemination & communication internal web site (with MICE and PRUDENCE) public web site scientific reports and papers scientific conferences information sheets, e.g., 2002 floods, 2003 heat wave powerpoint presentations external experts within-country contacts