Mathematical modelling of reservoir ecosystems

Mathematical modelling is shown as an efficient tool for studying the behaviour of reservoir ecosystems. Two mathematical models, namely ASTER and DYRESM-WQ and their characteristic features are described. The parameters of both models and their values used for simulation of reservoir Rimov are pres...

Full description

Saved in:
Bibliographic Details
Published inVodohospodársky časopis Vol. 49; no. 2
Main Authors Ruzicka, M, Kafkova, D, Balejova, M. (Akademie Ved Ceske Republiky, Praha (Czech Republic). Ustav pro Hydrodynamiku), Hejzlar, J, Thebault, J.M
Format Journal Article
LanguageCzech
English
Slovak
Published 2001
Subjects
AQUATIC COMMUNITIES
CADENA ALIMENTARIA
CALIDAD DEL AGUA
CHAINE ALIMENTAIRE
COMMUNAUTE AQUATIQUE
COMUNIDADES ACUATICAS
FOOD CHAINS
MODELE
MODELOS
QUALITE DE L'EAU
WATER QUALITY
Online AccessGet more information

Cover

More Information
Summary:Mathematical modelling is shown as an efficient tool for studying the behaviour of reservoir ecosystems. Two mathematical models, namely ASTER and DYRESM-WQ and their characteristic features are described. The parameters of both models and their values used for simulation of reservoir Rimov are presented. Sensitivity analysis for both models was performed in the scope to demonstrate the sensitivity of simulation results to the parameter changes. The simulation results were compared to the measurements in situ with satisfying accuracy. The suitability of application of both models on the food chain simulation of valley reservoirs is discussed
Bibliography:U10
2002000006
P10
ISSN:0042-790X