A comparison of finite volume method and sharp model for two dimensional saltwater intrusion modeling

Author:

Bouzouf Boutaina1,Chen Zhi1

Affiliation:

1. Building, Civil and Environment Engineering, Concordia University, 1515 St. Catherine W., Que., Canada.

Abstract

Seawater intrusion in coastal aquifers is a 3-D phenomenon. However, 3-D regional aquifer models are often limited by insufficient geological and hydrological data, the large horizontal to vertical scales ratio, and by numerical constraints. A mathematical formulation and numerical implementation of the model for saltwater intrusion problems are presented in this paper. The mathematical model is based on assumption of two-phase flow between saltwater and freshwater and Dupuit approximation. Finite volume method is used as the numerical method in non-structured grids to have flexibility upon complex configuration domain and was compared to sharp model that uses finite difference method. Both models are based on the same governing mathematical equations. Finite volume method was validated using analytical test case studies with known closed form solutions, and the results showed good agreement. Both models have then been applied to the case of saltwater intrusion into a real study case. The comparison between both methods indicates that the finite volume method provides predictions closer to the observed results.

Publisher

Canadian Science Publishing

Subject

General Environmental Science,Civil and Structural Engineering

Reference18 articles.

1. Bear, J. 1972. Dynamics of fluids in porous media. American Elsevier, New York. pp. 557–575.

2. Bear, J. 1979. Hydraulics of Groundwater. McCraw-Hill, Inc., New York. 569 pp.

3. A COMPARATIVE STUDY OF FINITE VOLUME AND FINITE ELEMENT ON SOME TRANSCRITICAL FREE SURFACE FLOW PROBLEMS

4. Bouzouf, B., Ouazar, D., and Elmahi, I. 1999. Simulation of Salt-Fresh Water Interface in Coastal Aquifers Using a Finite Volume Scheme on Unstructured Meshes. Finite Volumes for Complex Applications II, Hermes Edition, pp. 525–532.

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