Abstract

The parameters characterizing the isotropic–nematic phase transition in liquid crystals have been calculated using a generalized van der Waals theory. The molecules are assumed to have spherocylindrical hard cores, which are treated by scaled particle theory, and to have attractions which go as −Ciso/r6ij −Cancos2ϑij/r6ij, where ϑij is the angle between the long axes of molecules i and j and rij is the distance between their centers. The dependence of phase transition properties on the molecular volume, polarizability, and length-to-width ratio are examined; and the importance of the coupling between hard core repulsions and isotropic dispersional attractions is discussed.

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