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Stoeckli, Fritz
Nom
Stoeckli, Fritz
Affiliation principale
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Professeur.e émérite
Email
fritz.stoeckli@unine.ch
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Voici les éléments 1 - 2 sur 2
- PublicationAccès libreModelling of water adsorption by activated carbons: effects of microporous structure and oxygen content(2005)
;Slasli, Abdou ;Jorge, M.; Seaton, N. A.The present paper examines the adsorption of water by microporous carbons containing various amounts of surface oxygen and a smaller proportion of basic centres. The modelling of water adsorption for 293 and 310 K, using variable pore size distributions (PSD), confirms that the overall type IV isotherm is the sum of a type I isotherm associated with the specific interactions, and a type V isotherm reflecting the non-specific interactions. The principle of temperature invariance is followed by these isotherms, which indicates that modelling leads to the Dubinin–Astakhov equation.
The present approach allows the prediction of water adsorption near room temperature, on the basis of the PSD and the density of oxygen present on the surface area of the micropores. It is assumed, to a first and good approximation, that the pores are slit-shaped and the oxygen distribution is random. - PublicationAccès libreWater adsorption by activated carbons in relation to their microporous structure(2003)
;Slasli, Abdou ;Jorge, M.; Seaton, N. A.The present paper examines the adsorption of water by microporous carbons in the absence of specific interactions. The modelling of water adsorption for 293 and 310 K, using variable pore size distributions (PSD), shows that the type V isotherms follow the Dubinin–Astakhov (DA) equation and fulfill the requirement for temperature invariance. Furthermore, the parameters of the DA equation can be related in a simple way to structural properties of the model carbons. For a number of well-characterized carbons, the type V isotherms generated by combining model isotherms with the corresponding PSDs are in good agreement with the limiting isotherms at 293 and 310 K derived on the basis of a recent development of Dubinin’s theory. This approach will provide the basis for further studies including specific interactions.