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- W1577682717 abstract "The asymptotic properties of solute transport involving first-order irreversible reaction, in a finite column of porous material with unstirred fluid both upstream and downstream, are described for a linearized system. If the effective diffusivity in the column is large compared with that in the unstirred fluid, the Danckwerts boundary conditions are appropriate. Typical applications of this situation are found in laboratory columns and chemical reactors. At the upstream boundary a pseudo-discontinuity in concentration of order ε exists, depending upon the reaction rate and the rate of fluctuation of the input concentration. (The influence of downstream boundary conditions, which is exponentially small, is neglected.) At the downstream boundary, a small “back-diffusion” zone, of amplitude and thickness O (ε) exists, and serves to adjust the outlet concentration gradient to zero." @default.
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- W1577682717 date "1972-07-01" @default.
- W1577682717 modified "2023-09-29" @default.
- W1577682717 title "Perturbation analysis of the equation for the transport of dissolved solids through porous media" @default.
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- W1577682717 doi "https://doi.org/10.1016/0022-1694(72)90055-8" @default.
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