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EVALUATION OF DYNAMICAL CORES INTENDED FOR GLOBAL ATMOSPHERIC CLIMATE MODELS

This study evaluates different numerical methods for the dynamical cores of global atmospheric climate models. It examines the resolution equivalence between different schemes and explores the use of aqua-planet simulations to establish equivalent resolutions. The research also emphasizes the importance of parameterizations and their dependency on the grid.

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EVALUATION OF DYNAMICAL CORES INTENDED FOR GLOBAL ATMOSPHERIC CLIMATE MODELS

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  1. EVALUATION OF DYNAMICAL CORES INTENDED FOR GLOBAL ATMOSPHERIC CLIMATE MODELS David L. Williamson National Center for Atmospheric Research Boulder, Colorado, USA

  2. Global NWP Models = Global Climate Models • Climate = statistics of weather • NWP – deterministic evolution from observed Initial Conditions • before predictability is lost to chaos • Climate – statistics of a calculated evolution • after predictability is lost to chaos (IC irrelevant) • and when model has developed its own equilibrium • NWP – very high resolution, short time periods (weeks) • detailed fine scales • Climate – low resolution, very long time periods (decades – centuries) • large scale statistics

  3. Climate models conceptually divided into: • Dynamical core – resolved fluid flow • Sub-grid scale parameterizations – forcing • What numerical method is “best” for the dynamical core? • Climate models not in a convergent regime • Climate models are in a forced-dissipative equilibrium • Solutions depend on both dynamical core and parameterizations

  4. With a given parameterization suite: • What resolution of one scheme is equivalent to • what resolution of a different scheme?

  5. AQUA-PLANET SIMULATIONS • Atmospheric model with complete parameterization suite • Idealized surface • no land (or mountains), no sea ice • specified global sea surface temperatures everywhere • longitudinally symmetric • latitudinally well resolved • Free motions, no forced component

  6. SEA SURFACE TEMPERATURE

  7. Community Atmosphere Model (CAM3) Eulerian Spectral Transform Finite Volume CAM3 Parameterization Package T85 setting of adjustable constants 5 minute time step 14 month simulations, analysis over last 12 months

  8. 2 degree Finite Volume is equivalent to • T42 Spectral Transform with 2.8 degree transform grid • 1 degree Finite Volume is equivalent to • T85 Spectral Transform with 1.4 degree transform grid

  9. GLOBAL AVERAGE, TIME AVERAGE • LONGITUDINAL AVERAGE, TIME AVERAGE • TEMPORAL EDDY COVARIANCES • TROPICAL WAVE ACTIVITY • FREQUENCY DISTRIBUTION OF TROPICAL PRECIPITATION • (A brief diversion on double versus single ICTZ) • KINETIC ENERGY SPECTRA (?)

  10. PRECIPITATION

  11. PRECIPITATION

  12. Examine averages over the subsidence region poleward of the upward branch of the Hadley cell Meridional average |7.5| to |17.5| Zonal average

  13. RELATIVE HUMIDITY CLOUD LONGWAVE RADIATION

  14. PBL MOIST PROCESSES

  15. Evolution of 60-level simulation starting from a state from a 26-level simulation q – q(0) RELATIVE HUMIDITY T – T(0)

  16. CLOUD CLOUD LIQUID RADIATION

  17. PBL SHALLOW PROG CLOUD WATER

  18. FRACTION OF UNSTABLE POINTS 26 levels 60 levels

  19. Evolution of 60-level simulation from a 26-level simulation Shallow convection initially turns off PBL continues to deposit water vapor between 850 and 900 mb Relative humidity clouds increase between 850 and 900 mb Longwave radiation cooling increases and destabilizes atmosphere Shallow convection turns back on BUT ATMOSPHERIC STATE IS NOT REALISTIC CANNOT INCREASE VERTICAL RESOLUTION NEED PARAMETERIZATIONS WHICH ARE NOT DEPENDENT ON GRID

  20. EULERIAN SPECTRAL FINITE VOLUME From Figures 5.5 and 5.7 of Jablonowski and Williamson, NCAR TN-469+STR, 2006

  21. T85 EULERIAN SPECTRAL DAY 9 DEL 4 DEL 4 DEL 6 DEL 6 DEL 8 DEL 8

  22. In CAM3 2 degree Finite Volume is equivalent to T42 Spectral Transform 1 degree Finite Volume is equivalent to T85 Spectral Transform Proportional relation does not hold at lower resolution 4 degree Finite Volume is not equivalent to T21 Spectral Transform

  23. With aqua-planet can establish equivalent resolutions • of different schemes • for unforced component • But must use same parameterization suite • Has been used with additional cores • e.g. Mark Taylor with spectral element • Need method for forced component

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