Statistical mechanics of mixtures

T. W. Leland, J. S. Rowlinson, G. A. Sather. Statistical mechanics of mixtures of different sizes. Trans Earaday Soc 54 1447, 1968. [Pg.796]

As Eq. (3) sh vs, the critical composition (ticn can be controlled by the asymmetry of chain lengths. Particularly interesting is the limit Na = N, Nb = I (which physically is realized by polymer solutions, B representing a solvent of variable quality). Checking the deviations from the mean field predictions, Eq. (3), further contributes to the understanding of the statistical mechanics of mixtures. [Pg.202]

STATISTICAL MECHANICS OF MIXTURES— THE AVERAGE POTENTIAL MODEL... [Pg.117]

Statistical Mechanics of Mixtures—The Average Potential Model (Bellemans, Mathot, and Simon)... [Pg.405]

Statistical Mechanics of Mixtures—The Average Potential Model... [Pg.414]

Average Potential Method [in the] Statistical Mechanics of Mixtures (Bellemans).11 117... [Pg.379]

A. Bellemens, V. Mathot, and M. Simon, Statistical Mechanics of Mixtures - The Average Potential Model , Advances in Chemical Physics, vol. XI, ed. I. Prigogine, Interscience, 1967. [Pg.44]

Kirkwood J G 1935 Statistical mechanics of fluid mixtures J. Chem. Phys. 3 300 Kirkwood J G 1936 Statistical mechanics of liquid solutions Chem. Rev. 19 275... [Pg.551]

A. Ciach. Statistical mechanics of ternary surfactant mixtures including microemulsions. Pol J Chem 66 1347-1387, 1992. [Pg.740]

Curtiss, C. E and Bird, R. B.i Statistical Mechanics of Transport Phenomena Polymeric Liquid Mixtures. Vol. 125, pp. 1-102,... [Pg.208]

Kirkwood, J. G., Statistical mechanics of fluid mixtures, J. Chem. Phys. 1935, 3, 300-313... [Pg.25]

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