Abstract
The formation of a solid phase in liquid mixtures with large
paraffinic molecules is a phenomenon of interest in the petroleum,
pharmaceutical, and biotechnological industries among onters.
Efforts to model the solid-liquid equilibrium in these systems
have been mainly empirical and with different degrees of
success.An attempt to describe the equilibrium between the high
temperature form of a paraffinic solid solution, commonly known as
rotator phase, and the liquid phase is performed. The Chain Delta
Lattice Parameter model (CDLP) is developed allowing a successful
description of the solid-liquid equilibrium of n-alkanes ranging
from n-C_20 to n-C_40.The model is further modified to achieve a
more correct temperature dependence because it severely
underestimates the excess enthalpy. It is shown that the ratio of
excess enthalpy and entropy for n-alkane solid solutions, as
happens for other solid mixtures, is related with the values of
the melting temperatures by a function common to the entire
homologous series. When applied to systems with a symmetric
behavior, this yields a correct description of both the enthalpic
and entropic parts of the excess Gibbs free energy with the CDLP
model.Further considerations about the pressure dependence of the
model are also made showing that the model presented can be
applied to pressures as high as 100 bar.
Original language | English |
---|---|
Journal | Fluid Phase Equilibria |
Volume | 117 |
Pages (from-to) | 138-145 |
ISSN | 0378-3812 |
Publication status | Published - 1996 |