Abstract
A technique for calculating
the composition of two coexisting phases in equilibrium at a given temperature
and pressure is described. The method is applicable, in principle, to any
one-fluid model and any two- parameter closed equation of state. The philosophy
of the technique is similar to that used in previous work on critical points.��� Values of (∂G/∂x2)T,P
are calculated for mole fraction compositions ranging from zero to unity in small
steps in order to locate (∂G/∂x2)T,P loops.
Around each loop there is a region of phase separation and the compositions of
coexisting phases are found by the usual equal-area line technique. ��� The use of the method is briefly
illustrated by comparison with the experimental results for simple gas
mixtures. The agreement between theory and experiment is satisfactory.
Cited by
4 articles.
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