De Coninck J., de Gottal P., Menu F. — A Meniscus Where Three Phases Coexist at Equilibrium: Microscopic Derivation of the Herring Relations
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Название: A Meniscus Where Three Phases Coexist at Equilibrium: Microscopic Derivation of the Herring Relations
Авторы: De Coninck J., de Gottal P., Menu F.
Аннотация:
Journal of Statistical Physics, Vol. 56, Nos. 1/2, 1989. p. 23-32.
The geometrical characteristics of a meniscus between two phases are studied. In particular, the behavior of the contact angles as a function of the temperature is derived for SOS-type models. A microscopic derivation of the Herring relations is given within a continuuous Gaussian model.
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