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  • The problem of predicting fluid movement in a variably saturated porous medium is important in many fields ranging from agriculture via hydrology to technical applications of dangerous waste disposal in a deep rock formations. Numerical approximation of the coupled processes of the Darcian flow and soluble contaminant transport is intensively studied since 70th of the last century, nevertheless search for an accurate and reliable method is is still a subject of a recent scientific investigation. As the problem of a search for a generally reliable finite element approximation of the Richards’ equation is extendible beyond the limits of this thesis, this proposed work focuses mainly on problems associated with the Civil Engineering area, particularly it is a numerical approximation of transport processes related to a problem of the nuclear waste facility Richard, Litoměřiice, the Czech Republic.
  • The problem of predicting fluid movement in a variably saturated porous medium is important in many fields ranging from agriculture via hydrology to technical applications of dangerous waste disposal in a deep rock formations. Numerical approximation of the coupled processes of the Darcian flow and soluble contaminant transport is intensively studied since 70th of the last century, nevertheless search for an accurate and reliable method is is still a subject of a recent scientific investigation. As the problem of a search for a generally reliable finite element approximation of the Richards’ equation is extendible beyond the limits of this thesis, this proposed work focuses mainly on problems associated with the Civil Engineering area, particularly it is a numerical approximation of transport processes related to a problem of the nuclear waste facility Richard, Litoměřiice, the Czech Republic. (en)
Title
  • Numerical solution of the flow and transport equations in porous media with the dual permeability conceptual approach
  • Numerical solution of the flow and transport equations in porous media with the dual permeability conceptual approach (en)
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  • Numerical solution of the flow and transport equations in porous media with the dual permeability conceptual approach
  • Numerical solution of the flow and transport equations in porous media with the dual permeability conceptual approach (en)
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  • RIV/60460709:41330/11:52701!RIV12-MZE-41330___
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  • 216849
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  • RIV/60460709:41330/11:52701
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  • Darcy's law, van Genuchten's law, Richards' equation, convection-dispersion-reaction equation, time step adaptivity, finite element method, Fortran, parameter identification, nuclear waste disposal, capillary barrier, contrastive material properties, convection dominance (en)
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  • [BD6AB46CAEDF]
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  • 532 - Fluid mechanics, liquid mechanics [6]
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  • Numerical solution of the flow and transport equations in porous media with the dual permeability conceptual approach
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  • Kuráž, Michal
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  • Radim Bačuvčík - VeRBuM, Přehradní 292, 763 14 Zlín
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  • 978-80-87500-12-5
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  • 41330
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