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Relations between surface profile and free surface energy of smectic C liquid crystals

Peter Schiller

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Abstract

Using symmetry arguments, order parameter expansions for the free surface energy of chiral and nonchiral smectic C liquid crystals anchored at a solid plate are derived. Surface forces are sensitive to surface profiles obtained by rubbing the plate. The free surface energy can be combined with a Landau expansion for the free energy of the bulk phase. In an equilibrium configuration the sum of the surface and the bulk free energy is a minimum. The theoretical approach is useful to predict stable configurations of the smectic layer planes and the director with respect to boundaries.

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What this paper is about

Using symmetry arguments, order parameter expansions for the free surface energy of chiral and nonchiral smectic C liquid crystals anchored at a solid plate are derived. Surface forces are sensitive to surface profiles obtained by rubbing the plate. The free surface energy can be combined with a Landau expansion for the free energy of the bulk phase. In an equilibrium configuration the sum of the surface and the bulk free energy is a minimum. The theoretical approach is useful to predict stable configurations of the smectic layer planes and the director with respect to boundaries.

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Available abstract

Using symmetry arguments, order parameter expansions for the free surface energy of chiral and nonchiral smectic C liquid crystals anchored at a solid plate are derived. Surface forces are sensitive to surface profiles obtained by rubbing the plate. The free surface energy can be combined with a Landau expansion for the free energy of the bulk phase. In an equilibrium configuration the sum of the surface and the bulk free energy is a minimum. The theoretical approach is useful to predict stable configurations of the smectic layer planes and the director with respect to boundaries.

Key concepts: Rubbing, Materials science, Free surface, Surface energy, Surface (topology), Specific surface energy, Liquid crystal, Condensed matter physics

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