THE INCLUSION OF ELECTROSTATIC AND DISPERSION INTERACTIONS INTO POTENTIALS OF MEAN TORQUE FOR SOLUTES DISSOLVED IN UNIAXIAL LIQUID-CRYSTAL SOLVENTS

A potential of mean torque is derived for a solute at infinite dilution in a uniaxial liquid crystal solvent, which contains terms originating from the dispersion interaction, and the electrostatic interaction between quadrupole moments on both molecules. It is shown that the electrostatic term is non-zero only if the solute-solvent vectors are distributed with lower than spherical symmetry. If this distribution has cylindrical symmetry then both the electrostatic and dispersion terms in the potential of mean torque are shown to depend on order parameters for the orientational distribution of the solute-solvent vectors, as well as on the order parameters of the solvent molecules.