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Added Value of Convection Resolving Climate Simulations
(CRCS)
Prein Andreas, Gobiet Andreas, Katrin Lisa Kapper, Martin Suklitsch, Nauman Khurshid Awan, Heimo Truhetz
Wegener Center for Climate and Global Change andInst. for Geophysics, Astrophysics, and Meteorology (IGAM)/ Inst. of Physics, University
of Graz, Austria
CCLM Community Assembly 2010, Berlin, 02. September 2010
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Overview
Introduction Categories of Added Value Conclusion
MotivationPros and Cons
Data
Examples …where to search
how to detect
Thinks to keep in mind
Introduction
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Better representation of topography and surface fieldsExplicitly resolved deep convectionFiner resolved land-surface interactionsAtmospheric flows related to topography and land-sea contrastBetter localization of maxima values (e.g., precipitation, wind gusts…)
Advantages of CRCS
Problems with CRCSComputational expensiveAvailability of high resolved reference datasetsMissing high resolution surface boundary conditionsNumerical instabilities in mountainous regionsMissing components for CRCS simulations:
• 3D turbulence scheme• 3rd order vertical advection• 3D radiation – cloud interactions• Orographic shading• Sub grid snow model…
The NHCM-1 Project
• CCLM, MM5, & WRF • 27 RCM simulations• Resolutions of:
10 km (red)3 km (blue)1 km (green)
• 2 MonthsJuly 2007January 2008
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The Non Hydrostatic Climate Modeling (NHCM-1) Project
Hilly region in south east Styria
• Reference dataset INCA (1 km res.)• Ensembles evaluations for detection of added
value
The NHCM-1 Project
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10 km HorizontalResolution
3 km HorizontalResolution
1 km HorizontalResolution
Altitude [m]
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Overview
Introduction Categories of Added Value Conclusion
MotivationPros and Cons
Data
Examples …where to search
how to detect
Thinks to keep in mind
Categories of added Value
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Categories Methods
Temporal Mean (Climate) Bias, RMSE,PDF, Trend…
Categories of added Value
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Temporal Mean (Climate)Resolution: 10 km 3 km 1 km
Bia
s P
R, 0
7.2
00
7CL
M-I
NCA
Bia
s T2
M, 0
1.2
00
8CL
M-I
NCA
Categories of added Value
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Categories Methods
Temporal mean (Climate) Bias, RMSE, PDF, Trend…
Temporal characteristicsCorrelation, Time series analysis, diurnal circle…
Mann et al, 1999.
Categories of added Value
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Temporal characteristicsT2
M [
°C]
High resolution simulations represent certain weather events better
Categories of added Value
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Temporal characteristicsPointwise averaged temporal Taylor PlotsT2M, 01.2008, hourly
Nearly no improvements in temporal- correlation or
variability
Categories of added Value
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Categories Methods
Temporal mean (Climate) Bias, RMSE, PDF, Trend…
Temporal characteristics Correlation, Time series analysis…
Spatial characteristics Correlation
Categories of added Value
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Spatial characteristicsSpatial Taylor PlotsT2M, January, 2008 (hourly)
Slight improvement of spatial correlation
Categories of added Value
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Categories Methods
Temporal mean (Climate) Bias, RMSE, PDF, Trend…
Temporal characteristics Correlation, Time series analysis…
Spatial characteristics Correlation
Fine scaleScale Separation, Spatial- temporalpatterns
Categories of added Value
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Fine Scale Features
Karper et al. 2010
CRCS are able to simulate spatially small scaled variability.
Scale Separation
Categories of added Value
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Categories Methods
Temporal mean (Climate) Bias, RMSE,PDF, Trend…
Temporal characteristics Correlation, Time series analysis…
Spatial characteristics Correlation
Fine scale
Scale Separation, Spatial- temporalpatterns, river runoff
Large scaleScale Separation, Spatial- temporalpatterns
Categories of added Value
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Large Scale Features
T32-CGCM 45km-CRCMObservation (Willmott
and Matsuura)
Winter precipitation [mm/d]
Laprice, 2010
Improvement in precipitation patterns in mountainous regionShadowing effects behind Rocky Mountains large Scale effect due to
fine scale forcing
Categories of added Value
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Categories Methods Added Value
Temporal mean (Climate) Bias, RMSE,PDF, Trend…
Temporal characteristics Correlation, Time series analysis…
Spatial characteristics Correlation
Fine scale
Scale Separation, Spatial- temporalpatterns, river runoff
Large scaleScale Separation, Spatial- temporalpatterns
Combinations Fuzzy verificationmethods
Categories of added Value
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Combined Characteristicse.g., Fractional Skill Score (FSS)
Compares fractional coverage in forecast with fractional coverage in observations.
1 km Simulations have a higher FSS especially for medium and heavy precipitation events
1 km 10 km
Observation Hindcast
Spat
ial S
cale
[km
]
Threshold [mm/h] Threshold [mm/h] Threshold [mm/h]
Fractional Skill Score Difference for CCLM(1 km – 10 km), July 2007
- =
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Overview
Introduction Aspects of Added Value Conclusion
MotivationPros and Cons
Data
Examples …where to search
how to detect
Thinks to keep in mind
Conclusion
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Categories Added Value of CRCS
Temporal mean (Climate) • Cold bias January• Dry bias in July
Temporal characteristics • Single events better represented• Diurnal precipitation circle (Hohenegger, et al. 2008)
Spatial characteristics• Slightly improved T2M correlation in Jannuary• PR pattern in summer (Grell et al. 2000,
Hohenegger et al. 2008)
Fine scale • Higher variability in fine scales (Karper et al. 2010)
Large scale
Combinations • FSS improved for medium and strongprecipitation on small and large scales
Literature
Literature:Laprise, R., 2010, Where and when should one hope to find added value from dynamical downscaling of GCM
data, WCRP Regional Climate Workshop: Facilitating the production of climate information and its use in impact and adaptation work, Lille (France)
Kapper, L. et al., 2010, Determination of the Effective Resolution of Climate Models by Spectral Analysis, Journal of Geophysical Research, in Preperation
Dankers, R. et al., 2007, Evaluation of very high-resolution climate model data for simulating flood hazards in the Upper Danube Basin, Journal of Hydrology, Vol. 347, 319– 331
Hohenegger, et al. 2008, Towards climate simulations at cloud-resolving scales, Meteorologische Zeitschrift, Vol. 17, No. 4, 383-394
Grell, A. G. et al., 2000, Nonhydrostatic climate simulations of precipitation over complex terrain, Journal of Geophysical research, vol. 105, No. D24, 595–608
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