Theoretical Description of Adsorption from Binary Liquid Non-Electrolyte Solutions with Unlimited Component Miscibility on to Microporous Solids

The ‘solution’ analogues of four single-gas adsorption isotherms [i.e. the Langmuir-Freundlich (LF), the generalized Langmuir (GL), the Toth (T) and the LF-GL equations] were examined. The derived expressions were applied to the description of the experimental adsorption data relating to the sorptio...

Full description

Saved in:
Bibliographic Details
Main Author: Dorota Ziółkowska
Format: Article
Language:English
Published: SAGE Publishing 2003-09-01
Series:Adsorption Science & Technology
Online Access:https://doi.org/10.1260/026361703772776448
Tags: Add Tag
No Tags, Be the first to tag this record!
_version_ 1850083181028442112
author Dorota Ziółkowska
author_facet Dorota Ziółkowska
author_sort Dorota Ziółkowska
collection DOAJ
description The ‘solution’ analogues of four single-gas adsorption isotherms [i.e. the Langmuir-Freundlich (LF), the generalized Langmuir (GL), the Toth (T) and the LF-GL equations] were examined. The derived expressions were applied to the description of the experimental adsorption data relating to the sorption of a binary liquid solution containing components of unlimited miscibility on to microporous solids. Optimization of the equation parameters, as well as a comparison of the results obtained with those determined earlier for sorption in systems where the components were of limited miscibility, was undertaken.
format Article
id doaj-art-4352e2697ab54afba09f1a169b9aeebf
institution DOAJ
issn 0263-6174
2048-4038
language English
publishDate 2003-09-01
publisher SAGE Publishing
record_format Article
series Adsorption Science & Technology
spelling doaj-art-4352e2697ab54afba09f1a169b9aeebf2025-08-20T02:44:20ZengSAGE PublishingAdsorption Science & Technology0263-61742048-40382003-09-012110.1260/026361703772776448Theoretical Description of Adsorption from Binary Liquid Non-Electrolyte Solutions with Unlimited Component Miscibility on to Microporous SolidsDorota ZiółkowskaThe ‘solution’ analogues of four single-gas adsorption isotherms [i.e. the Langmuir-Freundlich (LF), the generalized Langmuir (GL), the Toth (T) and the LF-GL equations] were examined. The derived expressions were applied to the description of the experimental adsorption data relating to the sorption of a binary liquid solution containing components of unlimited miscibility on to microporous solids. Optimization of the equation parameters, as well as a comparison of the results obtained with those determined earlier for sorption in systems where the components were of limited miscibility, was undertaken.https://doi.org/10.1260/026361703772776448
spellingShingle Dorota Ziółkowska
Theoretical Description of Adsorption from Binary Liquid Non-Electrolyte Solutions with Unlimited Component Miscibility on to Microporous Solids
Adsorption Science & Technology
title Theoretical Description of Adsorption from Binary Liquid Non-Electrolyte Solutions with Unlimited Component Miscibility on to Microporous Solids
title_full Theoretical Description of Adsorption from Binary Liquid Non-Electrolyte Solutions with Unlimited Component Miscibility on to Microporous Solids
title_fullStr Theoretical Description of Adsorption from Binary Liquid Non-Electrolyte Solutions with Unlimited Component Miscibility on to Microporous Solids
title_full_unstemmed Theoretical Description of Adsorption from Binary Liquid Non-Electrolyte Solutions with Unlimited Component Miscibility on to Microporous Solids
title_short Theoretical Description of Adsorption from Binary Liquid Non-Electrolyte Solutions with Unlimited Component Miscibility on to Microporous Solids
title_sort theoretical description of adsorption from binary liquid non electrolyte solutions with unlimited component miscibility on to microporous solids
url https://doi.org/10.1260/026361703772776448
work_keys_str_mv AT dorotaziołkowska theoreticaldescriptionofadsorptionfrombinaryliquidnonelectrolytesolutionswithunlimitedcomponentmiscibilityontomicroporoussolids