The Statistical Mechanical Theory of Solutions. I

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Abstract
A general statistical mechanical theory of solutions is developed with the aid of the theory of composition fluctuations in the grand canonical ensemble. It is shown that the derivatives of the chemical potentials and osmotic pressure with respect to concentrations, the partial molar volumes, and compressibility may be expressed in terms of integrals of the radial distribution functions of the several types of molecular pairs present in the solution. Explicit coefficients of a q‐fraction expansion of the thermodynamic variables are presented in a detailed treatment of the two‐component system.

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