INTERPRETATION OF THE INFLUENCE OF TEMPERATURE ON THE SOLVATION PROPERTIES OF GAS-CHROMATOGRAPHIC STATIONARY PHASES USING ABRAHAM SOLVATIONPARAMETER MODEL
Cf. Poole et To. Kollie, INTERPRETATION OF THE INFLUENCE OF TEMPERATURE ON THE SOLVATION PROPERTIES OF GAS-CHROMATOGRAPHIC STATIONARY PHASES USING ABRAHAM SOLVATIONPARAMETER MODEL, Analytica chimica acta, 282(1), 1993, pp. 1-17
Abraham's solvation parameter model is used to interpret the influence
of temperature on the contribution of cavity formation and solute-sol
vent intermolecular interactions to the solvation Of a varied group of
62 solutes on ten representative stationary phases used in gas chroma
tography. It was observed that the magnitude Of polar interactions inc
reased at lower temperatures and that the change in the characteristic
phase constants deduced from Abraham's model as a function of tempera
ture could be described by a second-order polynomial function. Since t
he susceptibility of a solvent for a particular intermolecular interac
tion changes in a phase-specific manner as a function of temperature t
he observed ranking of phases for a particular intermolecular interact
ion at one temperature cannot be used to predict phase rankings at ano
ther temperature for the same interaction. A comparison of Abraham's m
odel with an alternative cavity model proposed by Poole for the sum of
the cavity and dispersion contributions to solvation shows similar tr
ends as a function of temperature but differences in the magnitude of
the contribution of the cavity-dispersion term to the overall free ene
rgy change for the solvation process. Agreement for the contribution o
f polar interactions to the solvation process is only qualitative for
the two models unless a correction is made for the difference in magni
tude for the cavity-dispersion contribution. A correction can be made
by dividing the c term in Abraham's model into two contributions; a co
nstant term independent of temperature which is assigned to the cavity
-dispersion contribution to solvation and a temperature dependent term
which is assigned to the polar interaction contribution to solvation.
With this construct the two solvation models agree within experimenta
l error for the relative contribution made by the cavity-dispersion te
rm and solute-solvent polar interaction forces to the solvation proces
s.