TY - JOUR
T1 - Flow toward storage tunnels beneath a water table 2. Three-dimensional flow.
AU - Tal, A.
AU - Dagan, G.
PY - 1984
Y1 - 1984
N2 - In the study, the case in which the water table is prevented from descending, and is maintained in a steady position by a battery of recharging wells, is considered. The three dimensional flow problem is solved first by a simplified linearization approximation is established. The solution provides the tools needed in order to design an optimal well system (spacing, length, discharge) for given gallery setup, product pressure, and water table height. Both cases of products of low and high vapour pressures are investigated. (from authors' abstract)
AB - In the study, the case in which the water table is prevented from descending, and is maintained in a steady position by a battery of recharging wells, is considered. The three dimensional flow problem is solved first by a simplified linearization approximation is established. The solution provides the tools needed in order to design an optimal well system (spacing, length, discharge) for given gallery setup, product pressure, and water table height. Both cases of products of low and high vapour pressures are investigated. (from authors' abstract)
UR - https://www.scopus.com/pages/publications/0021129728
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AN - SCOPUS:0021129728
SN - 0043-1397
VL - 20
JO - Water Resources Research
JF - Water Resources Research
IS - 9 , Sep. 1984, p.1216-1224.
ER -