Nutrients/food chain model for Lake Zapotlan (Mexico)

International Journal of River Basin Management

Volumn 4, Issue 2, 2006, Pages 125-135

  Ortiz Jiménez, Mario A ^a   De Anda, José ^b   Shear, Harvey ^c  

^a LABORATORIO INTEGRAL DE INVESTIGACIÓN EN ALIMENTOS   (Mexico)

^b CENTRO DE INVESTIGACIÓN Y ASISTENCIA EN TECNOLOGÍA Y DISEÑO DEL ESTADO DE JALISCO   (Mexico)

^c UNIVERSITY OF TORONTO   (Canada)

Author keywords

Eutrophication; Flux of nutrients; Food chain; Nutrients load; Tropical lakes

Indexed keywords

EID: 85009553104     PISSN: 15715124     EISSN: 18142060     Source Type: Journal    
DOI: 10.1080/15715124.2006.9635282     Document Type: Article

References (53)

1. Ambrose, R.B., Wool, T.A. and Martin, J.L. (1993). The Water Quality Analysis Simulation Program, WASP5. Part A: Model documentation. USEPA ERL, Athens, GA 30613.
2. Arhonditsis, G.B. and Brett, M.T. (2005). “Eutrophication Model for Lake Washington (USA),” Ecological Modelling, 187(2-3), 179-200.
3. Bowie, G.L., Mills, W.B., Porcella, D.B., Campbell, C.L., Pagenkopf, J.R., Rupp, G.L., Johnson, K.M., Chan, P.W., Gherini, S.A. and Chamberlain, C.E. (1985). Rates, Constants, and Kinetic Formulation in Surface Quality Modeling. U.S.E.P.A., ORD, Athens, GA, ERL, EPA/600/3-85/040.
4. Canale, R.P., Hinemann, D.F. and Nachippan, S. (1974). A Biological Production Model for Grand Transverse Bay. University of Michigan Sea Grant Program, Technical Report No. 37, Ann Arbor MI.
5. CEASJ (2003). Plan Maestro de la Laguna de Zapotlán, Consejo Estatal de Agua y Saneamiento del Gobierno del Estado de Jalisco, Ciudad Guzmán, México. 111 pp.
6. Chambers, P.A. and Dale, A.R. (1996). Contribution of Industrial, Municipal, Agricultural and Groundwater Sources to Water Quality in the Athabasca and Wapiti-Smoky Rivers. Northern River Basins Study Technical Report No. 110, Alberta, Canada.
7. Chapra, S.C. (1997). Surface Water-Quality Modeling, WCB/McGraw-Hill, New York, 844 pp.
8. Chapra, S.C. and Canale, R.P. (1988). Numerical Methods for Engineers, 2nd Edn., McGraw-Hill, New York, 812 pp.
9. Chen, C.W. and Orlob, G.T. (1975). Ecological simulation for aquatic environments, in B.C. Patton (ed.), Systems Analysis and Simulation in Ecology, Vol. III, Academic, New York, 475 pp.
10. CIATEJ. (2003). Resultados analíticos de calidad de agua del Lago de Zapotlán, Laboratorio de Química Analítica y Metrología, Guadalajara, Jalisco.
11. CNA (2004). Meteorological monthly reports. National Water Commission. Department of Hydrometric. Meteorological station of Ciudad Guzmán. Mexico.
12. Cole, T.M. and Buchak, E.M. (1995). CE-QUAL-W2: A Two-Dimensional, Laterally Average, Hydrodynamic and Water Quality Model, Version 2. U.S. Army Corps of Engineers, Waterways Experiment Station, Tech. Report EL-95-x.
13. De Anda, J. (2000). Contaminación por Fósforo en el Lago de Chapala, Ph.D. Thesis, Unidad de Ciclos Profesionales y de Posgrado, Colegio de Ciencias y Humanidades, UNAM, 122 pp. México, D.F.
14. De Anda, J., Shear, H., Maniak, U. and Riedel, G. (2001). “Phosphates in Lake Chapala, México,” Lakes & Reservoirs: Research and Management, 6, 313-321.
15. Di Toro, D.M. and Matystik, W.F. (1979). “Phosphorus Recycle and Chlorophyll in the Great Lakes,” J. Great Lakes Research, 5, 233-245.
16. DiToro, D.M., Paquin, P.R., Subburamu, K. and Gruber, D.A. (1990). “Sediment Oxygen Demand Model: Methane and Ammonia Oxidation,” J. Environ. Engr. Div. ASCE, 116(5), 945-986.
17. Dodds, W.K. (2003). “Misuse of Inorganic N and Soluble Reactive P Concentrations to Indicate Nutrient Status of Surface Waters,” J. N. Am. Benthol. Soc., 22(2), 171-181.
18. Emerson, K., Russo, R.C., Lund, R.E. and Thurston, R.V. (1975). “Aqueous Ammonia Equilibrium Calculations: Effect of pH and Temperature,” Journal of the Fisheries Research Board of Canada, 32, 2379-2383.
19. Eppley, R.W. (1972). “Temperature and Phytoplankton Growth in the Sea,” Fishery Bulletin, 70(4), 1063-1085.
20. Fadini, P.S., Jardim, W.F. and Guimaráes, J.R. (2004). “Evaluation of Organic Load Measurement Techniques in a Sewage and Waste Stabilization Pond,” J. Braz. Chem. Soc., Vol.15 No.1 Sao Paulo Jan./Feb. (2004).
21. FAO (Food and Agricultura Organization) (2000). Reporte de la Iniciativa de la Ganadería, el Medio Ambiente y el Desarrollo (LEAD) - Integración por Zonas de la Ganadería y de la Agricultura Especializada (AWI) - Opciones para el Manejo de Efluentes de Granjas Porcícolas de la Zona Centro de México, INIFAP, UNAM y Swiss College of Agricultural.
22. Guzmán, M., Michel, J.G., Peredo, A., García, M. and Camarena, S. (2000). Limnología de la Laguna de Zapotlán, CUCBA, Reporte interno Universidad de Guadalajara. Ciudad Guzmán, México.
23. Hamblin, P.F., Bootsma, H.A. and Hecky, R.E. (2003). “Modeling Nutrient Upwelling in Lake Malawi/Nyasa,” Journal of Great Lakes Research, 29, 34-47.
24. HydroQual. (2001). Analysis of the Addition of a Third Algal Group to the Bays Eutrophication Model (BEM) kinetics. Boston: MassachusettsWater ResourcesAuthority. Report 2001-15. 110 pp.
25. INEGI. (2000). XII Censo General de Población y Vivienda, México, D.F.
26. Janse, J.H. (1997). “A Model of Nutrient Dynamics in Shallow Lakes in Relation to Multiple Stable States,” Hydrobiologia, 342-343(8), 1-8.
27. Janse, J.H., Van Donk, E. and Aldenberg, T. (1998). “A Model Study on the Stability of the Macrophyte-Dominated State as Affected by Biological Factors,” Water Research, 32(9), 2696-2706.
28. Janse, J.H., Van Donk, E. andGuLATi, R.D. (1995). “Modeling Nutrient Cycles in Relation to Food Web Structure in a Biomanipulated Shallow Lake,” Neth. J. Aquat. Ecol., 29(1), 67-79.
29. Laws, E.A. and Chalup, M.S. (1990). “A Microalgal Growth Model,” Limnol. Oceanogr., 35(3), 597-608.
30. Lewis, W.M. (2002). “Causes for the High Frequency of Nitrogen Limitation in Tropical Lakes,” Verh. Internat. Verein. Limnol., 28, 210-213.
31. Lewis, W.M., Melack, J.H., Mcdowell, W.H., Mcclain, M. and Richey, J.E. (1999). “Nitrogen Yields from Undisturbed Watersheds in the Americas,” Biogeochemistry, 46, 149-162.
32. McFarland, A. and Hauck, L. (1998). Lake Waco/Bosque River Watershed Initiative Report: Determining Nutrient Contribution by Land Use for the Upper North Bosque River Watershed. TIAER PR 98-01.
33. Minuteman Software. 2000. GPSS World Tutorial Manual. Holly Springs, NC, U.S.A.
34. Mourad, D.S.J., Van der Perk, M., Gooch, G.D., Loigu, E., Piirimae, K. and Stalnacke, P. (2005). “GIS-Based Quantification of Future Nutrient Loads into Lake Peipsi/Chudskoe Using Qualitative Regional Development Scenarios,” Water Science and Technology, 51(3-4), 355-363.
35. Nurnberg, G.K. and LaZerte, B.D. (2004). “Modeling the Effect of Development on Internal Phosphorus Load in Nutrient-Poor Lakes,” Water Resources Research, 40(1), 1051-1059.
36. Ortiz-Jiménez, M.A., de Anda, J. and Shear, H. (2005). “Hydrologic Balance of Lake Zapotlán, México,” Journal of Environmental Hydrology, 13(5).
37. Osidele, O.O. and Beck, M.B. (2004). “Food Web Modelling for Investigating Ecosystem Behaviour in Large Reservoirs of the South-Eastern United States: Lessons from Lake Lanier, Georgia,” Ecological Modelling, 173(2-3), 129-158.
38. Portielje, R. and Rijsdijk, R.E. (2003). “Stochastic Modelling of Nutrient Loading and Lake Ecosystem Response in Relation to Submerged Macrophytes and Benthivorous Fish,” Freshwater biology, 48(4), 741-755.
39. Prasuhn, V. and Sieber, U. (2005). “Changes in diffuse phosphorus and nitrogen inputs into surface waters in the Rhine watershed in Switzerland,” Aquatic Sciences, 67(3), 363-371.
40. Puijenbroek, P.J., Janse, J.H. and Knoop, J.M. (2004). “Integrated Modelling for Nutrient Loading and Ecology of Lakes in The Netherlands,” Ecological Modelling, 174(1-2), 127-141.
41. Quirós, R. (2003). “The relationship between Nitrate and Ammonium Concentration in the Pelagic Zone of Lakes,” Limnetica, 22(1-2), 37-50.
42. Randall, G.W. and Mulla, D.J. (2001). “Nitrate Nitrogen in Surface Waters as Influenced by Climatic Conditions and Agricultural Practices,” J. Environ. Qual., 30, 337-344.
43. Riley, G.A. (1956). “Oceanography of Long Island Sound 1952-1954, II. Physical Oceanography,” Bull. Bingham Oceanog. Collection, 15, 15-16.
44. Ruley, J.E. and Rusch, K.A. (2005). “Development of a Simplified Phosphorus Management Model for a Shallow, Subtropical, Urban Hypereutrophic Lake,” Ecological Engineering, 22(2), 77-98.
45. Ryding, S.O. and Rast, W. (eds.) (1989). The Control of Eutrophication of Lakes and Reservoirs. UNESCO, Man And The Biosphere Series. Vol. 1. The Parthenon Publishing Group. 314 pp.
46. Schnoor, J. (1996). Environmental Modeling. Wiley-Interscience. New York, 682 pp.
47. Sudarshan, N.T. (1995). Planktonic Metabolism in Lake Marion, SC: Functional Response to Light, Temperature, and Nutrient Concentrations. Masters Thesis, Department of Environmental Health Sciences, University of South Carolina.
48. Talling, J.F. and Lemoalle, J. (1998). Ecological Dynamics of Tropical Inland Waters. Cambridge University Press, Cambridge, MA. 441 pp.
49. Thomann, R.V. and Mueller, J.A. (1987). Principles of Surface Water Quality Modeling, Harper Collins Publishers, Inc., 644 pp.
50. USEPA. (2000). Nutrient Criteria Technical Guidance Manual. Lakes and Reservoirs. First Edition. United States Office of Water EPA-822-B00-001, Washington, DC 20460.
51. Wang, S.H., Huggins, D.G., Frees, L., Volkman, C.G., Lim, N.C., Baker, D.S., Smith, V., and deNoyelles, F. (2005). “An Integrated Modeling Approach to Total Watershed Management: Water Quality and Watershed Assessment of Cheney Reservoir, Kansas, USA,” Water Air and Soil Pollution, 164(1-4), 1-19.
52. Wetzel, R.G. (2001). Limnology. Lake and River Ecosystems. 3rd edn., Academic Press, San Diego, 1006 pp.
53. Zhang, J. and Jorgensen, S.E. (2005). “Modelling of Point and Non-Point Nutrient Loadings from a Watershed,” Environmental Modelling and Software, 20(5), 561-574.