1 / 14

Parameterising Primary Production and Convection in a 3D Model

Fabian Große 1 *, Johannes Pätsch 2 and Jan O. Backhaus 2 1 Research Group Scientific Computing, Department of Informatics, University of Hamburg 2 Institute of Oceanography, University of Hamburg * Corresponding author: fabian.grosze@zmaw.de.

dom
Download Presentation

Parameterising Primary Production and Convection in a 3D Model

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Fabian Große1*, Johannes Pätsch2 and Jan O. Backhaus2 1 Research Group Scientific Computing, Department of Informatics, University of Hamburg 2 Institute of Oceanography, University of Hamburg * Corresponding author: fabian.grosze@zmaw.de ParameterisingPrimary Production and Convection in a 3D Model

  2. Introduction: ARGO measurements Source: Quadfasel (unpublished) Source: Quadfasel (unpublished) • convection as driving mechanism (Backhaus et al., 1999)

  3. Introduction: Phytoconvection • mean spatial aspect ratio of 2.5:1 (horizontal vs. vertical scale) (Kämpf & Backhaus, 1998) • convective cycle takes 1-2 days (D’Asaro, 2008) • same probability of residence in the euphotic zone for each phytoplankton particle Source: Backhaus (2003) MLD 2.5:1 MLD Source: Janout (2003)

  4. Phytoconvection in a 3D Model • Phytoconvection = upward and downward displace-ment of phytoplankton within a convective cell • hydrostatic approximation requires parameterisation • Steele (1962): PB … growth rate • MLD-dependent sliding function between standard and phytoconvection

  5. Model Setup and Simulations • 3D physical-biogeochemical model ECOHAM4 (Lorkowski et. al., 2012) • 20 km horizontal resolution • 5-1000 m vertical resolution (24 layers) • physics initialised from climatology • initialisation for biochemistry from standard simulation of 1995 • simulation period: 1996 • comparison of 2 simulations: • Standard • Phytoconvection position of 1D analysis

  6. Results – Part I: 1D Analysis • Standard run • low winter concentrations within mixed layer • near-surface bloom in April • high concentrations until autumn within mixed layer mg chl-a m-3 depth [m] MLDsim chlorophyll-a • Phytoconvection run • high winter concentrations within mixed layer • deep maximum in April • high concentrations until autumn within mixed layer mg chl-a m-3 depth [m] chlorophyll-a

  7. Results – Part I: 1D Analysis mg chl-a m-3 depth [m] MLDsim MLDsim chlorophyll-a MLDobs depth [m] mg chl-a m-3 depth [m] chlorophyll a [mg m-3] chlorophyll-a Data source: BODC

  8. Results – Part I: 1D Analysis • Standard run: • significantly lower concentrations throughout whole water column • Phytoconvection run: • upper layer concentrations in good agreement with observations • low chlorophyll-a below mixed layer • depth of chlorophyll-a gradient ≠ MLD MLDsim MLDsim MLDobs MLDobs depth [m] chlorophyll a [mg m-3] Data source: BODC

  9. Results – Part II: 3D analysis Primary production April - standard Chlorophyll-a (depth-integrated) April - standard g C m-2 month-1 mg chl-a m-2 April - phytoconvection April - phytoconvection g C m-2 month-1 mg chl-a m-2

  10. Results – Part III: Carbonfluxes Air-sea flux mmol C m-2 month-1 Export(below 500m) mmol C m-2 month-1

  11. Summary & Conclusion • parameterisation of phytoconvection: • observed upper layer chlorophyll-a concentrations reproduced • strong influence of convection on primary production and carbon export production • sliding function allows continuous transition from winter to summer regime • problems during decline of mixed layer in spring • applied MLD criterion (Tsurf – T > 0.4K) not suitable to: • detect haline stratification • distinguish between convective and frictionional mixing

  12. Outlook • improvement of sliding function: → include turbulent mixing depth (Taylor & Ferrari, 2011) • replace MLD criterion (Tsurf – T > 0.4K) • apply parameterisation on model area with more regions of deep winter convection for better data basis • include results from tank experiments investigating phytoplankton adaptation to different dark-light cycles

  13. Titelmasterformat durch Klicken bearbeiten Vielen Dank für Ihre Aufmerksamkeit. Thank you for your attention. fabian.grosze@zmaw.de Parametrisierung von Primärproduktion und winterlicher Konvektion in einem 3D Modell 45th Liège Colloquium May 13 – 17, 2013

  14. References • D’Asaro, Eric A.. Convection and the seeding of the North Atlantic bloom. Journal of Marine Systems, 69:233–237, 2008. • Backhaus, J., Wehde, H., Hegseth, E., and Kämpf, J. ‘Phyto-convection’: the role of oceanic convection in primary production. Marine Ecology. Progress Series, 189:77–92, 1999. • Backhaus, J., Hegseth, E., Wehde, H., Irigoien, X., Hatten, K., and Logemann, K. Convection and primary production in winter. Marine Ecology Progress Series, 251:1–14, 2003. • Janout, M. Biological parameterization of convection in a mixed layer model. Pages 1–87, 2003. • Lorkowski, I., Pätsch, J., Moll, A., and Kühn, W. Interannual variability of carbon fluxes in the North Sea from 1970 to 2006 - Competing effects of abiotic and biotic drivers on the gas-exchange of CO2. Estuarine, Coastal and Shelf Science, 2012. • Taylor, J. and Ferrari, R. Shutdown of turbulent convection as a new criterion for the onset of spring phytoplankton blooms. Limnology and Oceanography, 56(6):2293, 2011.

More Related