towards a convective scale reanalysis with a soil
play

Towards a Convective Scale Reanalysis with a - PowerPoint PPT Presentation

Towards a Convective Scale Reanalysis with a Soil-Vegetation-Atmosphere- Transfer-Model International Symposium on Regional Reanalyses Clarissa Figura, Insa Thiele-Eich, Jan D. Keller, Wolfgang Kurtz, Clemens Simmer, Andreas Hense 19.07.2018


  1. Towards a Convective Scale Reanalysis with a Soil-Vegetation-Atmosphere- Transfer-Model International Symposium on Regional Reanalyses Clarissa Figura, Insa Thiele-Eich, Jan D. Keller, Wolfgang Kurtz, Clemens Simmer, Andreas Hense 19.07.2018

  2. Motivation Reanalyses offer spatially and temporally consistent data sets for global or regional grids and a certain vertical exent within the land surface and atmosphere. Applications: • Renewable Energy Sector • Regional climate analyses • Hydrology • Agricultural economics

  3. Motivation Reanalyses offer spatially and temporally consistent data sets for global or regional grids and a certain vertical exent within the land surface and atmosphere. Applications: • Renewable Energy Sector • Regional climate analyses • Hydrology • Agricultural economics Demand for regional reanalyses is growing!

  4. Challenges 1 Misrepresentation of hydrology (soil moisture-evaporation- precipitation feedback) in atmospheric reanalyses, especially at catchment scale • Betts et al. 1998 and 2003: Investigations of water and energy budget in ECMWFs reanalysis for Mississippi and subbasins → Coupled reanalysis approach

  5. Challenges 2 There exists a coupling between convection triggering and soil moisture (Cioni and Hohenegger, 2017) • idealized LES-Simulations show a strong coupling between soil moisture and diurnal precipitation cycle  Convective scale setup

  6. Challenges 3 Models are not perfect due to parametrizations and the chaotic nature of the systems they represent (Lorenz, 1969).  Ensemble approach with perturbed realizations

  7. Experimental setup TerrSysMP With kind permissions of P. Shrestha and M. Sulis

  8. Experimental setup KENDA (Kilometre Scale ENsemble Data Assimilation) is a Local Ensemble Transform Kalman Filter

  9. Experimental setup KENDA

  10. Experimental setup KENDA

  11. Experimental setup KENDA → Basic Cycling System (BaCy) Observations Observations COSMO COSMO COSMO COSMO … LETKF LETKF Ensemble Ensemble Ensemble Ensemble Since March 2017 operational at Deutscher Wetterdienst

  12. Experimental setup KENDA with TerrSysMP ...work in progress Observations Observations TerrSysMP TerrSysMP TerrSysMP TerrSysMP … LETKF LETKF Ensemble Ensemble Ensemble Ensemble

  13. Experimental setup EMVORADO (Efficient Modular VOlume RADar Operator) → Radar forward operator QR H EMVORADO QS … Model Simulation of = x b = y b output radar beams

  14. Experimental setup LETKF LETKF TerrSysMP TerrSysMP TerrSysMP TerrSysMP ?

  15. Experimental setup

  16. Preliminary work COSMO-REA6 COSMO 4.25/TERRA • ∆xy= 6 km • Atmospheric boundary: ERA-Interim • Data assimilation: • Nudging of conventional observations (e.g., buoys, radio soundings, aircraft) Soil Moisture / Snow / SST Analysis

  17. Preliminary work Long-term deterministic TerrSysMP simulation (Mauro Sulis) TerrSysMP fully coupled (COSMO 4.x, CLM 3.5) • ∆xy=1000 m/ 500 m • Atmospheric boundary: COSMO-DE-Analysis • Downscaling (no data assimilation) •

  18. First results Ensemble TerrSysMP downscaling TerrSysMP fully coupled (COSMO 5.1, CLM 3.5) • ∆xy=1000 m/ 500 m • Atmospheric boundary: COSMO-DE-KENDA-Analysis • Time period: 16.05.-13.06.2014 •

  19. First results Case study: Front 12 h accumulated rain [mm] for 21.05.2014 00 UTC - 21.05.2014 12 UTC

  20. First results Case study: Convection 12 h accumulated rain [mm] for 22.05.2014 12 UTC - 23.05.2014 00 UTC

  21. First results Feedback precipitation – soil moisture 28.05.2014 IQR Stdev Soil moisture (pressure) Precipitation (mm/24h)

  22. First results Feedback precipitation – soil moisture 26.05.2014 IQR Stdev Soil moisture (pressure) Precipitation (mm/24h)

  23. First results Contingency table Observed yes no false hit yes alarm Model correct no miss negatives Observations: www.bremerhaven-wetter.de 68 DWD rain gauges stations in NRW domain

  24. First results Contingency table 16.-22.05.2014 Threshold: 0.1 mm/h Model BIAS ETS Log Odds COSMO-REA6 1.71 -0.03 -2.36 TSMP det 1.13 -0.04 -2.09 TSMP ens 1.04 -0.05 -1.78 Threshold: 0.2 mm/h Model BIAS ETS Log Odds COSMO-REA6 2.95 -0.01 -∞ TSMP det 1.06 -0.03 -∞ TSMP ens 0.95 -0.03 -2.62

  25. First results Contingency table 16.-22.05.2014 Threshold: 0.1 mm/h Model BIAS ETS Log Odds COSMO-REA6 1.71 -0.03 -2.36 TSMP det 1.13 -0.04 -2.09 TSMP ens 1.04 -0.05 -1.78 Threshold: 0.2 mm/h Model BIAS ETS Log Odds COSMO-REA6 2.95 -0.01 -∞ TSMP det 1.06 -0.03 -∞ TSMP ens 0.95 -0.03 -2.62

  26. First results Shortcomings in representation of precipitation: → Data assimilation (LETKF) is expected to enhance the results

  27. Conclusion • Qualitatively TerrSysMP with dynamic downscaling of analyses is able to better reproduce small scale precipitation events in comparison to COSMO-REA6 • Extended simulation time period necessary to evaluate the quantitative accuracy of precipitation with verification scores

  28. Outlook • Extended time period with TerrSysMP-KENDA with EMVORADO planned • Quantitative model comparison and verification in terms of precipitation and soil moisture with independent observations • Evaluation of feedback of soil moisture on precipitation • Evaluate impact of initial conditions

  29. Towards a Convective Scale Reanalysis with a Soil-Vegetation-Atmosphere- Transfer-Model International Symposium on Regional Reanalyses Clarissa Figura, Insa Thiele-Eich, Jan D. Keller, Wolfgang Kurtz, Clemens Simmer, Andreas Hense 19.07.2018

  30. First results Contingency table Frequency Bias (BIAS): • BIAS=(hits+false alarms)/(hits+misses) • ratio of the frequency of modeled events to the frequency of observed events → BIAS <1: underforecast, BIAS >1: overforecast, perfect: 1 Equitable Threat Score (ETS): ETS=(hits+hits random )/(hits+misses+false alarms-hits random ) • • fraction of observed and/or modeled events that were correctly predicted, adjusted for hits associated with random chance → Range: -1/3 to 1, no skill:0, perfect: 1 Log Odds Ratio (LOR): • LOR=log((hits+correct negatives)/(misses+false alarms)) • ratio of the odds of making a hit to the odds of making a false alarm → Range: -∞ - +∞ no skill:0, perfect: +∞

Download Presentation
Download Policy: The content available on the website is offered to you 'AS IS' for your personal information and use only. It cannot be commercialized, licensed, or distributed on other websites without prior consent from the author. To download a presentation, simply click this link. If you encounter any difficulties during the download process, it's possible that the publisher has removed the file from their server.

Recommend


More recommend