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Mathematical investigation for groundwater pollution

Author(s): M. El Hatri Abstract: In this study we give a mathematical formulation of the phenomenon of groundwater pollution, wich is due to a non-Darcy flow in an unsaturated zone and in the presence of solute transport and of heat transfer. The ob- tainde model is a system of coupled partial nonlinear equations of evolution type. The principal aim of this investigation is to treat theoretically the system obtained (existance and unicity of solution), within an appropriate functional framework. Thus we give the necessary mathematical conditions to be verified by the system's data. 1 Introduction Let fi C R^ be a bounded domain with smooth boundary <9£1 In this paper we study the following nonlinear parabolic system: d(p(u] -^-^ - d^(o(%, V%)) = F(%), m n x ]0, Z,[ (1) with the following bou... Pages: 10 Size: 648 kb Paper DOI: 10.2495/WP970231

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Download the Full Article This article is part of the WIT OpenView scheme and you can download the full text Adobe PDF article for FREE by clicking the 'Openview' icon to the right.