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Seasonal variation of average phytoplankton concentration in the Kattegat: a periodical point model
Toompuu, A.; Carstensen, J.; Müller-Karulis, B. (2003). Seasonal variation of average phytoplankton concentration in the Kattegat: a periodical point model. J. Sea Res. 49(4): 323-335. https://dx.doi.org/10.1016/s1385-1101(03)00036-4
In: Journal of Sea Research. Elsevier/Netherlands Institute for Sea Research: Amsterdam; Den Burg. ISSN 1385-1101; e-ISSN 1873-1414, more
Also appears in:
Ohlson, M.; Omstedt, A.; Turner, D. (Ed.) (2003). Proceedings of the 22nd Conference of the Baltic Oceanographers (CBO), Stockholm, Sweden, 25-29 November 2001. Journal of Sea Research, 49(4). Elsevier: Amsterdam. 227-374 pp., more
Peer reviewed article  

Available in  Authors 

Keywords
    Aquatic communities > Plankton > Phytoplankton
    Atmospheric forcing
    Biological production > Primary production
    Chemical elements > Nonmetals > Atmospheric gases > Nitrogen
    Chemical elements > Nonmetals > Phosphorus
    Inorganic matter > Dissolved inorganic matter
    Models > Mathematical models
    Organic compounds > Carbohydrates > Glycosides > Pigments > Photosynthetic pigments > Chlorophylls
    Population characteristics > Biomass
    Radiations > Electromagnetic radiation > Solar radiation
    Temporal variations > Periodic variations > Seasonal variations
    Water > Drainage water > Runoff
    ANE, Kattegat [Marine Regions]
    Marine/Coastal
Author keywords
    phytoplankton; seasonal variations; Baltic Sea; Kattegat; mathematicalmodels; entrainment

Authors  Top 
  • Toompuu, A.
  • Carstensen, J.
  • Müller-Karulis, B.

Abstract
    Seasonal variations in primary production, phytoplankton biomass, chlorophyll-a, dissolved inorganic phosphorus and nitrogen concentrations in the upper 10 m of the Kattegat were analysed by means of monitoring data from 1993-1997. Spatial optimal analysis, based on a stochastic model, was used to reconstruct weekly constituent fields onto a spatial grid. The reconstructed fields were spatially integrated, resulting in a relatively smooth seasonal variability of the average variables. A simple dynamical model, set up as a periodical boundary problem, is suggested for the average phytoplankton concentration, dissolved inorganic nitrogen and entrainment depth as state variables. The model is forced by the solar radiation, nitrogen load from the land sources and atmosphere as well as by nitrogen supply from the lower nutrient-rich layer. The latter process is modelled proportional to the water entrainment into the upper euphotic layer and is driven by atmospheric forcing, river runoff and the Baltic water inflow. Four model coefficient values were fitted by minimising the root mean square difference between the integrated monitoring data and the model output. The suggested diagnostic model reflects the main features in seasonal variability of phytoplankton and nitrogen concentrations by average values, including the magnitude and timing of such dynamic events as the spring and late summer phytoplankton blooms. The importance of different forcing factors is quantified and estimates of unobserved components such as new primary production can be computed.

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