A physical-biological coupled model for algal dynamics in lakes

Bulletin of Mathematical Biology

Volumn 61, Issue 2, 1999, Pages 239-272

  Franke, Ulrich ^a   Hutter, Kolumban ^a   Jöhnk, Klaus ^b  

^a DARMSTADT UNIVERSITY OF TECHNOLOGY   (Germany)

^b UNIVERSITY OF KONSTANZ   (Germany)

Author keywords

[No Author keywords available]

Indexed keywords

ALGA; ARTICLE; BIOENERGY; BIOLOGICAL MODEL; BIOMASS; DAPHNIA; KINETICS; LAKE; MATHEMATICAL MODEL; PHYSICAL MODEL; PHYTOPLANKTON; SEASONAL VARIATION; SIMULATION; THERMODYNAMICS; ZOOPLANKTON;

ALGAE; DAPHNIA; EUKARYOTA;

EID: 0033103504     PISSN: 00928240     EISSN: None     Source Type: Journal    
DOI: 10.1006/bulm.1998.0075     Document Type: Article

References (32)

1. Barkmann, W. (1987). Der einfluß der wärmebilanz auf die struktur der saisonalen grenzschicht (The influence of the heat balance on the structure of the seasonal interface). Berichte des Instituts für Meereskunde 171, Universität Kiel.
2. Bührer, H. and H. Ambühl (1975). Die einleitung von gereinigtem abwasser in seen. Schweiz. Z. Hydrol. 37, 347-369.
3. Franks, P. J. S. (1995). Coupled physical-biological models in oceanography. Rev. Geoph. 33, Suppl. 1177-1187.
4. Franke, U. (1996). Physikalisch-biologische kopplung zur modellierung des algenwachstums in seen (A physical-biological coupling model for algal dynamics in lakes). Diplomarbeit, Technische Hochschule Darmstadt (Institute of Mechanics).
5. Gabriel, W. (1993). Models on diel vertical migration. Arch. Hydrobiol. Suppl. 39, 123-136.
6. Gaedke, U., D. Ollinger, P. Kirner and E. Bäuerle (1998). The influence of weather conditions on the seasonal plankton development in a large and deep lake, parts II and III, in: Management Of Lakes and Reservoirs During Global Climate Change, D. G. George (Ed.) pp. 71-84.
7. Güde, H. and T. Gries (in Preparation). Phosphorus fluxes of lake constance, in Lake Constance, A Large and Deep Lake in Transition, E. Bäuerle and U. Gaedke (Eds), in preparation.
8. Haidvogel, D. B., J. L. Wilkin and R. Young (1991). A semi-spectral primitive equation ocean circulation model using vertical sigma and orthogonal curvilinear horizontal coordinates. J. Comput. Phys. 94, 151-185.
9. Harris, G. P. (1978). Photosynthesis, productivity and growth: The physiological ecology of phytoplankton. Adv. Limnology 10.
10. Häse, C. (1996). Die Vorhersage der Produktivität des Phytoplanktons im Bodensee (Prediction of Phytoplankton Productivity in Lake Constance). Dissertation, Hartung-Gorre- Verlag Konstanz.
11. Heege, T. (1993). Modellierung der Spektralen Lichtverhältnisse im Bodensee (Modeling the Spectral Light Condition in Lake Constance). Diplomarbeit, Universität Konstanz.
12. Henderson-Sellers, B. (1984). Engineering Limnology, Boston, MA: Pitman.
13. Hutter, K. (1993). Waves and oscillations in the ocean and in lakes, in Continuum Mechanics in Environmental Sciences and Geophysics, K. Hutter (Ed.), CISM Lecture Notes, Wien: Springer.
14. Karagounis, I. (1992). Ein physikalisch-biochemisches seemodell - Anwendung auf das nordbecken des luganersees. Mitteilungen der Versuchsanstalt für Wasserbau, Hydrologie und Glaziologie 116.
15. Kirk, J. T. O. (1983). Light and Photosynthesis in Aquatic Ecosystems, Cambridge: Cambridge University Press.
16. Kraus, E. B. and J. S. Turner (1967). A one-dimensional model of the seasonal thermocline II. The general theory and its consequences. Tellus 19, 98-105.
17. Lampert, W., U. Sommer and J. F. Haney (Trans.) (1997). Limnoecology: The Ecology Of Lakes and Streams, Oxford: Oxford University Press.
18. Liebermann, T. (1994). Physikalisch-biologische Kopplung im Bodensee (Physical- Biological Coupling in Lake Constance). Diplomarbeit, Technische Hochschule Darmstadt (Institute of Mechanics).
19. Martin, P. J. (1985). Simulation of the mixed layer at OWS November and Papa with several models. J. Geoph. Res. C90, 903-916.
20. Niiler, P. P. (1977). One-dimensional models of the seasonal thermocline, in The Sea, E. D. Goldberg (Ed.), pp. 97-115.
21. Peters, R. H. (1983). The Ecological Implications of Body Size, Cambridge: Cambridge University Press.
22. Riley, M. J. and H. G. Stefan (1988). MINLAKE: A dynamical lake water quality simulation model. Ecol. Model. 43, 155-182.
23. Schwoerbel, J. (1987). Handbook Of Limnology, Chichester: Ellis Horwood.
24. th edition).
25. Sommer, U. (1994). Planktologie, New York: Springer.
26. Straskraba, M. and A. Gnauck (1985). Freshwater Ecosystems: Modelling and Simulation, Amsterdam: Elsevier.
27. Turner, J. S. and E. B. Kraus (1967). A one-dimensional model of the seasonal thermocline I. A laboratory experiment and its interpretation. Tellus 19, 88-97.
28. Wang, Y. (1996). Windgetriebene Strömungen in Einem Rechteckbecken und im Bodensee (Wind-induced Currents in A Rectangular Basin and in Lake Constance), Vol. I & II. Dissertation, Aachen: Shaker.
29. Wang, Y. and K. Hutter (1998). A semi-implicit semi-spectral primitive equation model for lake circulation dynamics and its stability performance. J. Comput. Phys. 139, 209-241.
30. Wolf, K.-U. (1991). Meridionale variabilität des physikalischen und planktologischen jahreszyklus (Meridional variability of the physical and planktological annual cycle). Berichte des Instituts für Meereskunde 203, Universität Kiel.
31. Woods, J. D. and W. Barkmann (1993). The plankton multiplier - Positive feedback in the greenhouse. J. Plankton Res. 15, 1053-1074.
32. Zamboni, F., A. Barbieri, B. Polli, G. Salvadè and M. Simona (1992). The dynamic model Seemod applied to the Southern Basin of Lake Lugano. Aquatic Sciences 54, 367-380.