Abstract
The generalized van der Waals theory of mixtures is
applied in the low solute concentration limit to the calculation of the Henry's
law constant KH, the partial molar enthalpy ΔH5, and
the partial molar volume V2. Several versions of the theory are used. Between-species
interactions are taken to obey Lorentz-Berthelot
rules. Comparison with experiment and earlier theory includes Ar, C6H6 and CCl4 solvents
and a number of solute species. At the lowest level of theory simple analytical
expressions for KH, ΔH5 and V2 are
obtained. The accuracy is semiquantitative with ΔH5
most in error. The accuracy is improved by allowing for the temperature and
density dependence of the effective hard-sphere diameter and the density
dependence of the excluded volume. The linear and bilinear mixing rules for the
excluded volume are compared and the former found preferable. No experimental
parameters (beyond accepted LJ(12-6) parameters) are used.
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