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Confined-unconfined flow in a horizontal confined aquifer

Auteur(s)
Li, Ling
Lockington, D A
Barry, D A
Parlange, J Y
Perrochet, Pierre 
Centre d'hydrogéologie et de géothermie 
Date de parution
2003
In
Journal of Hydrology
Vol.
1-4
No
271
De la page
150
A la page
155
Mots-clés
  • mixed flow
  • Boussinesq equation
  • moving boundary
  • sorptivity
  • Boltzmann
  • transformation
  • BOUSSINESQ EQUATION
  • GROUNDWATER
  • mixed flow

  • Boussinesq equation

  • moving boundary

  • sorptivity

  • Boltzmann

  • transformation

  • BOUSSINESQ EQUATION

  • GROUNDWATER

Résumé
Mixed confined and unconfined groundwater flow occurs in a bounded initially dry aquifer when the hydraulic head at the side boundary suddenly rises above the elevation of the aquifer's top boundary. The flow problem as modelled by the Boussinesq equation is non-trivial because of the involvement of two moving boundaries. The transformed equation (based on a similarity transformation) can, however, be dealt with more easily. Here, we present an approximate analytical solution for this flow problem. The approximate solution is compared with an 'exact' numerical solution and found to be a very accurate description for describing the mixed confined and unconfined flow in the confined aquifer. (C) 2002 Elsevier Science B.V. All rights reserved.
Identifiants
https://libra.unine.ch/handle/123456789/12049
Type de publication
journal article
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