Starting from the original definition of cohesive energy density and t
he solubility parameter, a systematic approach is proposed for estimat
ing the latter. The potential energy E and the volume V of the system
are obtained from a simple equation-of-state model. The model is able
to provide estimations of E and V over extended ranges of external con
ditions, for pure fluids as well as for mixtures and for simple system
s as well as for highly non-ideal systems such as hydrogen-bonded syst
ems, In the latter systems the approach provides estimations of the se
parate components of the solubility parameter, namely, the ''hydrogen
bonding'' contribution and the ''van der Waals'' contribution. The est
imated solubility parameters compare favorably with widely used tabula
ted values. The potential of the approach is exemplified by applying i
t to the estimation of the effect of temperature and pressure on the s
olubility parameters of mixtures of supercritical carbon dioxide with
alcohols as entrainers. (C) 1997 Elsevier Science B.V.