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Article information
2008 , Volume 13, Special issue, p.36-42
Kozlov V.V.
Development of a nonststionary mathematical model for the secondary pollution of a water reservoir on account of material exchange with bottom sediments
This paper describes a non-stationary mathematical model related to the processes of formation of the diffusion flow from the bottom sediments and the flow exchange inside the "bottom - water" system. The model accounts for the molecular diffusion of the decay products in the porous medium including macro-kinetics of such processes. Results of computations of several test problems are discussed.
[full text]
Keywords: identification, mathematical modeling, hydrodynamics, ecology, secondary pollution, diffusion
Author(s):
Kozlov Vladimir Vasilievich
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Bibliography link:
Kozlov V.V. Development of a nonststionary mathematical model for the secondary pollution of a water reservoir on account of material exchange with bottom sediments // Computational technologies. 2008. V. 13. Special issue 1. P. 36-42
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