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Equation developed for laminar and turbulent flow in porous media that expresses pressure drop per unit length as function of absolute viscosity and mass density of fluid and macroscopic velocity; experimental data are represented on plot of Fanning friction factor vs Reynolds number for porous media, in which characteristic length, in both cases, is square root of permeability; relationship between filtration and sedimentation is shown; water was used in all experiments; glass beads, ion exchange resin, sand, gravel, anthracite coal, and granular activated carbon were porous media used.
Equation developed for laminar and turbulent flow in porous media that expresses pressure drop per unit length as function of absolute viscosity and mass density of fluid and macroscopic velocity; experimental data are represented on plot of Fanning friction factor vs Reynolds number for porous media, in which characteristic length, in both cases, is square root of permeability; relationship between filtration and sedimentation is shown; water was used in all experiments; glass beads, ion exchange resin, sand, gravel, anthracite coal, and granular activated carbon were porous media used.
Turbulent flow in porous media
ASCE -- Proc (J Hydraulics Div)
Ward, J.C. (Autor:in)
1964
12 pages
Aufsatz (Zeitschrift)
Englisch
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Turbulent Flow in Porous Media
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|Closure to “Turbulent Flow in Porous Media”
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|Discussion of “Turbulent Flow in Porous Media”
ASCE | 2021
|Discussion of “Turbulent Flow in Porous Media”
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