The Adsorption of Pollutants from Aqueous Effluents Using a Two-Resistance Mass-Transfer Model

The adsorption of various pollutants, such as phenol, p-chlorophenol and different dyestuffs, on to activated carbon and chitin (a high molecular weight polymer obtained from crustacea) has been investigated in an agitated batch system at a temperature of 18 ± 2°C. Two methods have been used to pred...

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Main Authors: G. McKay, J.C. Kelly, I.F. McConvey
Format: Article
Language:English
Published: Hindawi - SAGE Publishing 1991-03-01
Series:Adsorption Science & Technology
Online Access:https://doi.org/10.1177/026361749100800102
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spelling doaj-09333e7704e0452baf9a77ba209ac33f2021-04-02T18:20:11ZengHindawi - SAGE PublishingAdsorption Science & Technology0263-61742048-40381991-03-01810.1177/026361749100800102The Adsorption of Pollutants from Aqueous Effluents Using a Two-Resistance Mass-Transfer ModelG. McKayJ.C. KellyI.F. McConveyThe adsorption of various pollutants, such as phenol, p-chlorophenol and different dyestuffs, on to activated carbon and chitin (a high molecular weight polymer obtained from crustacea) has been investigated in an agitated batch system at a temperature of 18 ± 2°C. Two methods have been used to predict concentration decay curves and correlate theoretical and experimental data. Both methods are based on external mass transfer and internal diffusion as the controlling mass-transfer resistances. The first method is a rapid analytical solution enabling external mass-transfer coefficients and effective diffusivities to be determined, but is restricted to the assumption that a pseudo-analytical isotherm is applicable. The second method, based on a pseudo-analytical solution, is applicable to operating lines and tie lines terminating at any point on the isotherm, but requires longer computational time. Values of mass-transfer coefficients and effective diffusivities are presented for all systems.https://doi.org/10.1177/026361749100800102
collection DOAJ
language English
format Article
sources DOAJ
author G. McKay
J.C. Kelly
I.F. McConvey
spellingShingle G. McKay
J.C. Kelly
I.F. McConvey
The Adsorption of Pollutants from Aqueous Effluents Using a Two-Resistance Mass-Transfer Model
Adsorption Science & Technology
author_facet G. McKay
J.C. Kelly
I.F. McConvey
author_sort G. McKay
title The Adsorption of Pollutants from Aqueous Effluents Using a Two-Resistance Mass-Transfer Model
title_short The Adsorption of Pollutants from Aqueous Effluents Using a Two-Resistance Mass-Transfer Model
title_full The Adsorption of Pollutants from Aqueous Effluents Using a Two-Resistance Mass-Transfer Model
title_fullStr The Adsorption of Pollutants from Aqueous Effluents Using a Two-Resistance Mass-Transfer Model
title_full_unstemmed The Adsorption of Pollutants from Aqueous Effluents Using a Two-Resistance Mass-Transfer Model
title_sort adsorption of pollutants from aqueous effluents using a two-resistance mass-transfer model
publisher Hindawi - SAGE Publishing
series Adsorption Science & Technology
issn 0263-6174
2048-4038
publishDate 1991-03-01
description The adsorption of various pollutants, such as phenol, p-chlorophenol and different dyestuffs, on to activated carbon and chitin (a high molecular weight polymer obtained from crustacea) has been investigated in an agitated batch system at a temperature of 18 ± 2°C. Two methods have been used to predict concentration decay curves and correlate theoretical and experimental data. Both methods are based on external mass transfer and internal diffusion as the controlling mass-transfer resistances. The first method is a rapid analytical solution enabling external mass-transfer coefficients and effective diffusivities to be determined, but is restricted to the assumption that a pseudo-analytical isotherm is applicable. The second method, based on a pseudo-analytical solution, is applicable to operating lines and tie lines terminating at any point on the isotherm, but requires longer computational time. Values of mass-transfer coefficients and effective diffusivities are presented for all systems.
url https://doi.org/10.1177/026361749100800102
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