evaluating representativeness errors
play

Evaluating representativeness errors in verification against Arctic - PowerPoint PPT Presentation

Evaluating representativeness errors in verification against Arctic surface observations Thomas Haiden and Martin Janousek European Centre for Medium-Range Weather Forecasts Photo IASOA Outline Arctic: downward longwave radiation anomalies


  1. Evaluating representativeness errors in verification against Arctic surface observations Thomas Haiden and Martin Janousek European Centre for Medium-Range Weather Forecasts Photo IASOA

  2. Outline • Arctic: downward longwave radiation anomalies • Global: 2-m temperature forecast skill

  3. IASOA observatories

  4. How much information about the larger Arctic area do IASOA observations contain? Grid-scale IASOA Larger Arctic value at IASOA observation area location measurement error synoptic-scale + relationships representativeness → assess the spatial ‘footprint’ of IASOA observations using model analyses (ERA-Interim)

  5. Example: Ny-Ålesund, Svalbard (79N,12E) HRES ( Δ x=10 km) ERA-Interim ( Δ x=80 km)

  6. Downward longwave flux at Ny-Ålesund Grid Land r point fraction 0 0.62 0.918 1 0.00 0.838 2 0.18 0.816 3 0.00 0.859 Systematic and non-systematic differences between grid-points 67%-84% of observed variance represented

  7. How much information about the larger Arctic area do IASOA observations contain? Grid-scale IASOA Larger Arctic value at IASOA observation area location representativeness synoptic-scale relationships → assess the spatial ‘footprint’ of IASOA observations using model analyses (ERA-Interim)

  8. Spatial correlation of longwave flux at NyAlesund Correlation within ERA-Interim Correlation OBS v ERA-Interim

  9. Correlation as a function of distance ERA-Interim Observation Ny-Ålesund Barrow

  10. Correlation as a function of distance ERA-Interim Observation Alert Barrow

  11. Variance explained by positive correlations Barrow, Alert, Ny-Alesund All IASOA stations

  12. Longwave flux at Barrow OBS v ERA-I Summer (May-Oct) Winter (Nov-Apr)

  13. Longwave flux at NyAlesund OBS v ERA-I Monthly Daily

  14. Ny-Ålesund, Svalbard (79N,12E) HRES ( Δ x=10 km) ERA-Interim ( Δ x=80 km)

  15. Representativeness of daily DLR (Jan 2017) Tiksi, Russia Orography 3-4 W/m 2 Coastal effects Sea-ice boundary Bias Standard deviation

  16. Estimation based on Taylor hypothesis ~5 W/m 2 (assuming 10 m/s wind speed) 16 min 2 h

  17. 2-m temperature

  18. 2-m temperature verification RMSE against SYNOP NH Extratropics, 12 UTC

  19. 2-m temperature verification RMSE against SYNOP against analysis NH Extratropics, 12 UTC

  20. 2-m temperature verification MSE against SYNOP against analysis (2.8 K) 2 NH Extratropics, 12 UTC

  21. 2-m temperature verification MSE against SYNOP against analysis T850 NH Extratropics, 12 UTC

  22. 2-m temperature verification MSE against SYNOP against analysis diurnal mean T850 NH Extratropics, 12 UTC

  23. Regional variations RMSE

  24. Regional variations RMSE Stations excluded where ∆z>150m

  25. Regional variations SDEV Stations excluded where ∆z>150m

  26. Europe SDEV

  27. Upscaling to ~400 km (4 deg) SDEV at Day 5, 12 UTC Small difference → larger scale issue Problem: strong surface inversions over snow

  28. Upscaling to ~400 km (4 deg) SDEV at Day 5, 12 UTC Large difference → smaller scale issue Problem: low stratus boundaries and persistence

  29. Conclusions / applications • Studying representativeness is a worthwhile endeavour  • Characteristics differ greatly between parameters • Different approaches are being tested • Scale-dependent verification (upscaling, FSS) provides insights → Spatial extrapolation of station observations → Assessment of ‘footprint’ of potential future obs sites → Estimation of improvements due to future resolution upgrades

  30. Estimation based on Taylor hypothesis 0.05*Mean (W/m 2 ) Error (W/m 2 ) Relative error (%)

Recommend


More recommend