1978
DOI: 10.1002/aic.690240627
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Restricted diffusion of liquids in microporous catalysts

Abstract: NOTATION c = concentration, mole/cm3 DJ E E A = activation energy, Joule/mole F R pj T = temperature, O K X = axial distance, cm a = transfer coefficient c = electrochemical effectiveness factor = diffusivity of species J, cm2/s = electrode potential vs, N.H.E., Volts -S-1 = gas constant, Joule/mole O K = reaction rate of species J, mole/cm2*s =--(-) 1 d s J h' dX" xr=o B Subscripts g J = species J 00 = intrinsic or bulk solution value = dimensionless concentration (= CJC,.)= observed value, Equation (6)

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Cited by 21 publications
(16 citation statements)
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“…This assumption, motivated by experimental results to be discussed in the following chapters, results in an effective diffusivity which is also a function of radial position inside the catalyst particle. Thus, the model presented here is somewhat more general than previously used models which assumed constant average values for catalyst properties and a resulting constant effective diffusivity (Guin et al, 1986;Chantong and Massoth, 1983;Zhang et al, 1995;Stiegel et al, 1982;Stephens and Stohl, 1984;Johnson et al, 1986;Prasher et al, 1978;Butt et al , 1975).…”
Section: I11 Hindered Diffusion Model Development and Numertcal Solutmentioning
confidence: 95%
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“…This assumption, motivated by experimental results to be discussed in the following chapters, results in an effective diffusivity which is also a function of radial position inside the catalyst particle. Thus, the model presented here is somewhat more general than previously used models which assumed constant average values for catalyst properties and a resulting constant effective diffusivity (Guin et al, 1986;Chantong and Massoth, 1983;Zhang et al, 1995;Stiegel et al, 1982;Stephens and Stohl, 1984;Johnson et al, 1986;Prasher et al, 1978;Butt et al , 1975).…”
Section: I11 Hindered Diffusion Model Development and Numertcal Solutmentioning
confidence: 95%
“…where the factor K, included both partition and surface adsorption coefficient, and f(rm, rp) was some function of the solute radius rm and pore radius r,. They suggested the following empirical equation (Prasher and Ma, 1977;Prasher et al, 1978) (2.28) where a and b are constants obtained from the best fit of the experimental data. Chantong and Massoth(1983) where T is the absolute temperature.…”
Section: Hindered Diffusion In Alumina Silica and Porous Catalystsmentioning
confidence: 99%
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