In many adsorbents surface ditlusion is the governing mechanism of transport. The coefficient of surface difksion may be concentration dependent. A model based on the assumption that the coe5cient of diffusion is exponentially dependent on concentration in the adsorbent is used. Filmresistance is in
Adsorption and Desorption Kinetics with Systems Having a Concentration-Dependent Coefficient of Diffusion
β Scribed by Nadezhda L. Filippova
- Publisher
- Elsevier Science
- Year
- 1998
- Tongue
- English
- Weight
- 277 KB
- Volume
- 203
- Category
- Article
- ISSN
- 0021-9797
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β¦ Synopsis
In many adsorbents, surface diffusion is the governing mechanisms of transport. The coefficient of surface diffusion may be
The calculations are based on a model that considers siconcentration dependent. The model equations for adsorption and multaneous resistance to diffusive-convective mass transfer desorption processes controlling both the diffusive-convective in a film surrounding the adsorbent particle and the surface mass transfer in the bulk and surface diffusion in the adsorbent diffusion within the pores of the solid for arbitrary concentrahave been solved for some cases for a range of parameter values tion-dependent of surface diffusion. The adsorption isotherm which may apply for many adsorption systems. The equations to is allowed to be nonlinear. The rate of mass transfer in a calculate (a) the surface diffusion coefficient, D i , (b) the activation single adsorbent spherical particle is governed by differential energy for surface diffusion, (0DH), (c) the relaxation times equation [1] characterizing the adsorption and desorption processes, and (d) the times needed, t ad G , t des G , to reach the quasiequilibrium state for the adsorption and desorption processes are derived. α§ 1998 Academic
ΓG(r, t)
Γt Γ 1 r 2 Ν« D i g i (G)r 2 ΓG(r, t) Γr Ν¬ , 0 Β°r Β°r0 , [1] Press
π SIMILAR VOLUMES
The ktnetuzs of desorption have been calculated numerIcally for a senu-mfimte body with a strongly concentration-dependent dflusivity and a surface resistance whch lmuts the flux into the gas phase The chosen values of the parameters were smular to those Involved m expenments wtth glass melts It 1s
The mathematical formulation of mass transfer in drying processes is often based on the diffusion equation. In principle the diffusion coefficient as a function of moisture content has to be determined experimentally. The most direct approach is to derive the diffusion coefficient from experimental