Analysis of groundwater discharge with a lumped-parameter model, using a case study from Tajikistan

Hydrogeology Journal

Volumn 6, Issue 2, 1998, Pages 226-232

  Pozdniakov, S P ^a   Shestakov, V M ^a  

^a MOSCOW STATE UNIVERSITY   (Russian Federation)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 3142613681     PISSN: 14312174     EISSN: None     Source Type: Journal    
DOI: 10.1007/s100400050147     Document Type: Article

References (10)

1. Flores W, Adan EZ, Gutjahr AL, Gelhar LW (1978) A stochastic model of the operation of a stream-aquifer system. Water Resour Res 14(1) :30-38
2. Gelhar LW (1993) Stochastic subsurface hydrology. Prentice Hall, Englewood Cliffs
3. Gelhar LW, Wilson JL (1974) Groundwater quality modelling. Ground Water 12(6):399-408
4. Keating TA (1982) A lumped-parameter model of a chalk aquifer stream system in Hampshire, United Kingdom. Ground Water 20(6):430-436
5. Lyikov AV (1967) Teoria teploprovodnosti (Heat transfer). Vycshay Shkola, Moscow (in Russian)
6. Olin M (1995) Estimation of base level for an aquifer from recession rates of groundwater level. Hydrogeol J 3(2):40-51
7. Pozdniakov SP, Shestakov VM (1987) Osenka ismenchivosti razgruzki podzemnyx vod na modeli potoka s sosredotochennoi emkost'u (Estimations of groundwater discharge by using a lumped-parameter model). Rasionalnoe ispolzovanie vodnyx resursov (Rational use of water resources) 9:91-107 (in Russian)
8. Privalsky VE (1981) Kolebania urovya besstochnyh vodoemov ei ih optimalnyi veroyatnostny prognoz (A confined lake level fluctuation and its optimal stochastic extrapolation). Vodnye Resurcy (Water Resources) 6 (in Russian)
9. Shestakov VM (1979) Dinamica podzemnyh vod (Ground Water Dynamics). MGU, Moscow (in Russian)
10. Yaglom AM (1987) Correlation theory of stationarity and related random function, vols 1, 2. Springer, Berlin Heidelberg New York