Article,

Structure of Binary Liquid Mixtures. I

, and .
Phys. Rev., 156 (3): 685--692 (April 1967)
DOI: 10.1103/PhysRev.156.685

Abstract

An exact solution of the Percus-Yevick equation for the correlation functions Cij(r) appropriate to a binary mixture has been given by Lebowitz. We show that the Fourier transforms Cij(K) lead directly to the structure factors Sij(K), the latter being functions of a total packing parameter η, the ratio of the hardsphere diameters and the concentration parameter x describing the relative amount of each component in the mixture. An expression for the compressibility is also given. The results are applied to a discussion of x-ray scattering from mixtures.

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