THE RESERVOIR WATER QUALITY MODELING USING THE FUNCTION OF WATER MASSES RESIDENCE TIME DISTRIBUTION
Abstract
Calculation of chlorides and total phosphorus concentrations at the water intake of the water treatment plant (WTP) at the Uchinsk reservoir (the Moscow oblast), examplifies that the methods of linear systems dynamics could be applied to assess the degree of water quality transformation in the reservoirs and to calculate changes in both conservative and non-conservative water quality indicators.
About the Author
Y. S. Datsenko
Lomonosov Moscow State University
Russian Federation
Faculty of Geography, Department of Land Hydrology, Professor, D.Sc. in Geography
Russian Federation
Faculty of Geography, Department of Land Hydrology, Professor, D.Sc. in Geography
References
1. Apollov B.A., Kalinin G.P., Komarov V.D. Kurs gidrologicheskih prognozov [Course on hydrological forecasts]. L.: Gidrometeoizdat, 1974. 419 s. (in Russian).
2. Dacenko Ju.S. Gidrohimicheskij rezhim Uchinskogo vodohranilishha [Hydrochemical regime of the Uchinsk reservoir] // Vodnye resursy. 1984. No 2. S. 54–63 (in Russian).
3. Gordin I.V., Kocharjan A.G. Funkcii raspredelenija vremeni prebyvanija vodnyh mass v vodohranilishhah [Functions of water masses residence time distribution in reservoirs] // Vodnye resursy. 1978. No 1. S. 104–113 (in Russian).
4. Ivanenko S.A., Korjavov P.P. Dinamika vod i rasprostranenie zagrjaznjajushhih veshhestv v vodohranilishhe [Water dynamics and propagation of pollutants in a reservoir] // Matem. Modelirovanie. 2002. V. 14. No 6. S. 105–118 (in Russian).
5. Janickij I.N. Gelievaja s’emka [Helium survey]. M.: Nedra, 1079. 96 s. (in Russian).
6. Kafarov V.V. Metody kibernetiki v himii i himicheskoj tehnologii [Cybernetics techniques in chemistry and chemical technology]. M.: Himija, 1976. 464 s.
7. Kocharjan A.G. Primenenie gidravlicheskogo modelirovanija pri prognozirovanii kachestva vody v proektiruemyh vodohranilishhah (na primere vodohranilishha na r. Tom’) [Application of hydraulic modeling for water quality forecasting in designed reservoirs (case study of a reservoir on the Tom River)] // Vodnye resursy. 1975. No 4. S. 152–159 (in Russian).
8. Kuchment L.S. Matematicheskoe modelirovanie rechnogo stoka [Mathematic modeling of river runoff]. L.: Gidrometeoizdat, 1972. 191 s. (in Russian).
9. Podgornyj K.A. Matematicheskoe modelirovanie presnovodnyh jekosistem nestratificirovannyh vodoemov (algoritmy i chislennye metody) [Mathematic modeling of freshwater ecosystems in unstratified water reservoirs]. Rybinsk. 2003. 327 s. (in Russian).
Review
For citations:
Datsenko Y.S. THE RESERVOIR WATER QUALITY MODELING USING THE FUNCTION OF WATER MASSES RESIDENCE TIME DISTRIBUTION. Vestnik Moskovskogo universiteta. Seriya 5, Geografiya. 2019;(1):93-96. (In Russ.)
Views:
841
Email this article 
