Issue |
J. Chim. Phys.
Volume 75, 1978
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Page(s) | 669 - 678 | |
DOI | https://doi.org/10.1051/jcp/1978750669 | |
Published online | 29 May 2017 |
Sur l’équilibre d’adsorption en surface des solutions aqueuses de corps aliphatiques
II. — Adsorption en phase superficielle réelle (corps non dissociés)
(Laboratoire de Biologie physico-chimique, Université des Sciences et Techniques du Languedoc, 34060 Montpellier Cedex), France.
On étend, à l’adsorption d’un corps tensioactif non dissocié en couche monomoléculaire réelle à la surface de ses solutions, des conceptions antérieures relatives à l'adsorption en couche idéale. L’introduction de l’activité superficielle permet d’exprimer l’équilibre d’adsorption par une relation qui conduit par différentiation à la relation de Gibbs. A titre d'exemple, on établit une courbe d’absorption calculée, à partir d’une équation d’état de la couche superficielle; on étudie sur cet exemple les particularités de la courbe.
Abstract
The present paper is related to monolayer adsorption of an undissociated tensioactive substance from its solution; the author extends his previous conceptions to real layer adsorption (thickness E of a tridimensional homogeneous surface phase thermodynamically equivalent to an ideal adsorbed layer, and immersion work Wim of an adsorbed molecule into a very dilute solution). Being a the molecular area in the adsorbed layer, p the surface pressure exerted by this layer (taken as equal to the difference between the surface tension of the solvent and the equilibrium surface tension of the solution), surface activity asup is defined, so that kT d ln asup = σ dp (asup tending to δ = 1/σ at large surface dilutions); then the equilibrium between a real adsorbed layer and a real solution can be expressed by a non-differential relation. By differentiating this, the classical simple form of Gibbs relation is deduced.
As an exemple, the calculated adsorption curve p (asol) is established for a fictive substance, from a very simple state relation of the adsorption layer and the value of the slope at the origin of the adsorption curve (the parameters are arbitrarly choosen in view of a certain similarity in surface properties between this fictive substance and dodecanoic acid), Using this exemple, particularities of the adsorption curve are studied.
© Paris : Société de Chimie Physique, 1978