INVESTIGADORES
ZABALOY Marcelo Santiago
artículos
Título:
Special Algebraic Properties of Two-Parameter Equations of State: Homogeneous Azeotropy
Autor/es:
M.S. ZABALOY; E.A. BRIGNOLE
Revista:
INDUSTRIAL & ENGINEERING CHEMICAL RESEARCH
Editorial:
AMER CHEMICAL SOC
Referencias:
Lugar: Washington; Año: 1998 vol. 37 p. 1598 - 1612
ISSN:
0888-5885
Resumen:
Two-parameter equations of state (EOSs), such as the Peng-Robinson and Redlich-Kwong
EOSs, or their variants, are widely used for the simulation of industrial processes. In this work,
some algebraic properties of two-parameter cubic and noncubic equations of state and of their
translated forms are investigated. For saturated pure compounds, translated and untranslated
forms describe the same universal curves for pairs of certain dimensionless variables. In the
present work we provide general parameters, not previously given in the literature, representing
the universal relations set by the van der Waals (VdW), Redlich-Kwong (RK), and modified
Carnahan-Starling-van der Waals (MCSV) equations of state. Direct calculation procedures,
which make use of the pure compound universal relations, are proposed for the calculation of
properties at infinite dilution, leading to the determination of regions of azeotropy. For mixing
rules which do not depend on density, it has been found that the universal relations which are
valid for saturated pure compounds are also valid for homogeneous azeotropes of any number
of components. This finding can be exploited within any existing algorithm designed to find
azeotropic points, in order to get faster and more reliable outputs. On the basis of the identity
between pure compound and azeotropic universal relations, noniterative methods of calculation
are proposed to establish the existence of simple or multiple azeotropy and of pseudocritical
points. Simplified calculation procedures are also proposed to obtain values of binary parameters
from experimental azeotropic information. All numerical examples have been done using the
Peng-Robinson EOS (PR EOS).