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GASEOUS DIFFUSION IN POROUS MEDIA AT UNIFORM PRESSURE

Journal Article · · Journal of Chemical Physics (U.S.)
OSTI ID:4810289
A model is presented for the diffusion of gases in porous media in the absence of pressure gradients, in which the porous medium is visualized as a collection of uniformly distributed dust particles which are constrained to be stationary. By formally considering the dust particles as giant molecules, it is possible to derive all the desired resuits very simply from rigorous kinetic theory as special cases of multicomponent mixtures. By formally varying the mole fractions of the real gas molecules, the entire pressure range from the Knudsen region to the normal diffusion region can be covered. This model permits the first satisfactory theoretical derivation of the experimentally discovered fact that the flux ratio for binary mixtures ts equal to (m/sub 2//m/sub 1/)sup 1/2/ at all pressures (not just in the Knudsen region). It also permits a rigorous theoretical treatment of the entire transition region for the first time, from which is obtained the usual Bosanquet interpolation formula and a differential equation for diffusion which covers the entire range (and appears to be new). The model gives no quantitativ-e a priori characterization of the porous medium itself, but if one gas mixture is measured in a given medium, then the behavior of other gas mixtures in the same medium can be predicted. (auth)
Research Organization:
Oak Ridge National Lab., Tenn.
NSA Number:
NSA-16-010000
OSTI ID:
4810289
Journal Information:
Journal of Chemical Physics (U.S.), Journal Name: Journal of Chemical Physics (U.S.) Vol. Vol: 35; ISSN JCPSA
Country of Publication:
Country unknown/Code not available
Language:
English