Disaggregation, aggregation and spatial scaling in hydrological modelling

Journal of Hydrology

Volumn 217, Issue 3-4, 1999, Pages 239-252

  Becker, Alfred ^a   Braun, Peter ^b  

^a POTSDAM INSTITUTE FOR CLIMATE IMPACT RESEARCH   (Germany)

^b Bayrisches Landesamt F W   (Germany)

Author keywords

Aggregation; Disaggregation; Hydrological modelling; Spatial scaling

Indexed keywords

GEOMORPHOLOGY; GROUNDWATER FLOW; LANDFORMS; MATHEMATICAL MODELS; RIVERS;

INSTANTANEOUS UNIT HYDROGRAPHS (IUH);

HYDROLOGY;

AGGREGATION; HYDROLOGICAL MODEL; LAND SURFACE;

EID: 0033617242     PISSN: 00221694     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0022-1694(98)00291-1     Document Type: Article

References (28)

1. Avissar R. A statistical-dynamical approach to parameterize subgrid-scale land surface hetereogeneity in climate models. Surv. Geophys. 12:1991;155-178.
2. Becker, A., Pfützner, B., 1986. Indentification and modelling of river flow reductions caused by evapotranspiration losses from shallow groundwater areas. IAHS Publication No. 156.
3. Becker A., Pfützner B. EGMO-system approach and subroutines for river basin modelling. Acta hydrophysica. 31:1987;125-141.
4. Becker A., Nemec J. Macroscale hydrologic models in support to climate research. Solomon S.I., Beran M., Hoog W. The Influence of Climate Change and Climatic Variability on the Hydrologic Regime and Water Resources. 1987;431 IAHS. Publication No. 168.
5. Becker A. Problems and progress in macroscale hydrologic modelling. Feddes R.A. Space and Time Scale Variability and Interdependencies in Hydrological Processes. 1995;135 Cambridge University Press.
6. Becker A., Lahmer W., Müller-Wohlfeil D.-I., Pfützner B. Stock M., Toth F. Mögliche Auswirkungen von Klimaänderungen auf das Land Brandenburg - Pilotstudie. 1996;Eigenverlag PIK.
7. Becker, A., Lahmer, W., 1997. Disaggregierung und Skalierung bei Parameterermittlungen für die hydrologische Modellierung und Regionalisierung. Tagungsband zum Symposium "Modellierung in der Hydrologie" , September 1997, TU Dresden.
8. Becker M., Rosemann H.-J. Regionalisierung von Hochwasserabflüssen Hydrologische Verhältwisse und Verfügbarkeit der Wasserressourcen für Kleine Einzugsgebeite in Bayern. Hydraulik und Gewässerkunde. 1995;Publikationsreihe der Technischen Hochschule, München. pp. 57-122.
9. Beven K.J., Quinn P.F., Romanowicz R., Freer J., Fisher J., Lamp R. Topmodel. Singh V.P. Computer Models of Watershed Hydrology. 1994;Water Resource Publications.
10. Braun P., Molnar T., Kleeberg H.-B. The problem of scaling in grid-related hydrological process modelling. Hydrological Processes. 11:1997;1219-1230.
11. Braun, P., Seeger, K., 1997. The construction of synthetic IUH's by means of fractal scaling laws. XXII. General Assembly of the European Geophysical Society, Presentation in Section HS11, Vienna, 21-25 April.
12. Braun, P., Becker, M., Holle, F.-K., Rosemann, H.-J., 1997. Die fraktale Struktur natürlicher Gewässernetze und die Regionalisierung von Einheitsganglinien. Tagungsband zum Symposium Modellierung in der Hydrologie, September 1997, TU Dresden.
13. Ewen, J., Sloan, W.T., Kilsby, C.G., O'Connell, P.E., 1998. UP modelling system for large scale hydrology: deriving large-scale physically-based parameters for the Arkansas-Red river basin, Submitted to Hydrol. Earth System Sci.
14. Gray D.M. Interrelationships of watershed characteristics. J. Geophys. Res. 66:(4):1961;1215-1233.
15. Gupta V.K., Mesa O.J., Dawdy D.R. Multiscaling theory of flood peaks: regional quantile analysis. Water Resources Research. 30:(12):1994;3405-3421.
16. Gupta V.K., Dawdy D.R. Physical interpretations of regional variations in the scaling exponents of flood quantiles. Kalma J.D., Sivapalan M. Scale Issues in hydrological modelling. 1995;105-119 John Wiley & Sons.
17. Kleeberg, H.B., Molnar, T., Kasper, G., 1997. Parametermodelle und effektive Parameter zur Simulation von Wasserflüssen, Uni Bundeswehr München, Mai 1997.
18. La Barbera P., Rosso E. On the fractal dimension of stream networks. Water Resources Research. 25:1989;735-741.
19. Lahmer, W., Müller-Wohlfeil, D.-I., Pfützner, B., Becker, A., 1997. GIS-based Hydrological Modelling with the Integrated Modelling System ARC/EGMO. Int. Conf. on Regionalisation in Hydrology. Braunschweig, Germany, March 1997, IAHS publication (in press).
20. Mandelbrot, B., 1987. Die fraktale Geometrie der Natur. Akademie-Verlag Berlin (Ost).
21. Maidment, D., Ximing Cai, 1996. Hydrologic Response Unit - the Concept and Implementation. http://www.ce.utexas.edu/stu/caix/hpj.html.
22. Nash J.E., Sutcliffe J.V. River forecasting through conceptual models - Part I: A discussion of principles. Journal of Hydrology. 10:1970;282-290.
23. Rigon R., Rodriguez-Iturbe I., Maritan A., Giacometti A., Tarboton D.G., Rinaldo A. On Hack's law. Water Resources Research. 32:(11):1996;3367-3374.
24. Rinaldo A., Rodriguez-Iturbe I., Rigon R., Bras R.L., Ijjasz-Vasquez E., Marani A. Minimum energy and fractal structures of drainage networks. Water Resources Research. 28:(9):1992;2183-2195.
25. Rodriguez-Iturbe I., Rinaldo A., Rigon R., Bras L., Marani A., Ijjasz-Vasquez E. Energy dissipation, runoff production and three-dimensional structure of river basins. Water Resources Research. 28:(4):1992;1095-1103.
26. Rodriguez-Iturbe I., Marani M., Rigon R., Rinaldo A. Self-organized river basin landscapes: fractal and multifractal characteristics. Water Resources Research. 30:(12):1994;3531-3539.
27. Rosso E., Bacchi B., La Barbera P. Fractal relation of mainstream length to catchment area in river networks. Water Resources Research. 27:1991;381-387.
28. Schultz, G.A., 1967. Bestimmung theoretischer Abflußganglinien durch elektronische Berechnung von Niederschlagskonzentration und Retention (Hyreun-Verfahren), Bericht Nr. 11 der Versuchsanstalt für Wasserbau der Technischen Hochschule München.