The influence of different turbulence schemes on modelling primary production in a 1D coupled physical-biological model

Journal of Marine Systems

Volumn 26, Issue 3-4, 2000, Pages 259-288

  Chen, Fa ^a   Annan, J D ^a  

^a Centre for Coastal and Marine Sciences   (United Kingdom)

Author keywords

Modelling; Primary production; Thermal stratification; Turbulence schemes

Indexed keywords

MICROBIOLOGY; MODELING; PRIMARY PRODUCTION; THERMAL STRUCTURE; TURBULENCE; VERTICAL MIXING;

NORTH SEA;

EID: 0033748856     PISSN: 09247963     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0924-7963(00)00039-7     Document Type: Article

References (44)

1. Numerical methods for the solution of the turbulence energy equations in the shelf seas
2. Beitrage zur hydrographie und warmebilanz der nordsee
3. The late summer vertical nutrient mixing in Long Island Sound
4. Modelling and observation of the temperature, chlorophyll and nitrate structure in the Hebridean shelf and slope seas
5. Continuous plankton records: Seasonal variations in the distribution and abundance of plankton in the North Atlantic Ocean and the North Sea
6. On the numerical solution of the turbulence energy equations for wave and tidal flows
7. 12 and marine ecology: IV. The kinetics of uptake, growth and inhibition in Monochrysis lutheri
8. 25 years of algal growth kinetics - A personal view
9. Factors affecting the spatial pattern of the deep chlorophyll maximum in the region of the Azores Front
10. A quasi-equilibrium turbulent energy model for geophysical flows
11. Regional differences in stratification and its effect on phytoplankton production and biomass in the northwestern Irish Sea
12. Seasonal cycles and their spatial variability
13. Progress on North Sea Project
14. Phytoplankton biomass and production in the southern North Sea
15. Origins of vertical patterns of phytoplankton and nutrients in the temperate, open ocean: A stratigraphic hypothesis
16. Influence of meteorological variability on primary production dynamics in the Ligurian Sea (NW Mediterranean Sea) with a 1D hydrodynamic/biological model
17. Simulation of the mixed layer at OWS November and Papa with several models
18. A hierarchy of turbulence closure models for planetary boundary layers
19. Development of a turbulence closure model for geophysical fluid problems
20. The influence of biological activity and physical stability in determining the chemical distributions of inorganic phosphyate, silicate and nitrate
21. Estimation of the variability of production by simulating annual cycles of phytoplankton in the central North Sea
22. The impact of thermal stratification on phytoplankton and nutrient dynamics in shelf seas: A model study
23. Semi-diurnal and longer period stability cycles in the Liverpool Bay region of freshwater influence
24. Modelling the effect of physical variability on the midwater chlorophyll maximum
25. Mixing and phytoplankton growth around an island in a stratified sea
26. Modelling the growth and distribution of marine microplankton
27. Cell quota models and planktonic primary production
28. Observations and simulations of hydrography, nutrients and plankton in the southern North Sea
29. A model for the growth of shelf-sea phytoplankton in summer
30. Biological consequences of tidal stirring gradients in the North Sea
31. Spring phytoplankton blooms in the absence of vertical water column stratification
32. Causes and consequences of variability in the timing of spring phytoplankton blooms
33. I-D coupled physical-biological model of the northwestern Mediterranean Sea
34. Tenth report of the joint panel on oceanographic tables and standards
35. Modelling the thermal stratification in the North Sea
36. Application of turbulence energy models to the computation of tidal currents and mixing intensities in the shelf edge regions
37. Application of a range of turbulence models to the computation of tidal currents and mixing intensities in shelf edge regions
38. The influence of mixing length formulation and stratification upon tidal currents in shallow seas
39. Application of a range of turbulence energy models to the computation of the internal tide