1995Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topicsRequires access

Viscosity coefficients of partially aligned nematic and nematic discotic liquid crystals

Harald Ehrentraut, Siegfried Hess

Open publisher page 90 citations

Abstract

The affine transformation model---formulated for ellipsoidal particles with axis ratio Q and previously used for the calculation of the viscous properties of nematic liquid crystals with perfect orientation order---is generalized to realistic uniaxial phases with imperfect order (Maier-Saupe order parmeter S1). For the nematic liquid crystals N-(4'-methoxybenzylidene)-4-(n-butyl)aniline (MBBA) and p-methoxy-p'-n-butylazoxybenezene (N4) and some cyanobiphenyls (kCB and kOCB with k=5,8) a comparison of the theoretically obtained Miesowicz viscosities with experimental data is made.

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What this paper is about

The affine transformation model---formulated for ellipsoidal particles with axis ratio Q and previously used for the calculation of the viscous properties of nematic liquid crystals with perfect orientation order---is generalized to realistic uniaxial phases with imperfect order (Maier-Saupe order parmeter S1). For the nematic liquid crystals N-(4'-methoxybenzylidene)-4-(n-butyl)aniline (MBBA) and p-methoxy-p'-n-butylazoxybenezene (N4) and some cyanobiphenyls (kCB and kOCB with k=5,8) a comparison of the theoretically obtained Miesowicz viscosities with experimental data is made.

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Available abstract

The affine transformation model---formulated for ellipsoidal particles with axis ratio Q and previously used for the calculation of the viscous properties of nematic liquid crystals with perfect orientation order---is generalized to realistic uniaxial phases with imperfect order (Maier-Saupe order parmeter S1). For the nematic liquid crystals N-(4'-methoxybenzylidene)-4-(n-butyl)aniline (MBBA) and p-methoxy-p'-n-butylazoxybenezene (N4) and some cyanobiphenyls (kCB and kOCB with k=5,8) a comparison of the theoretically obtained Miesowicz viscosities with experimental data is made.

Key concepts: Liquid crystal, Biaxial nematic, MBBA, Materials science, Viscosity, Condensed matter physics, Rotational viscosity, Orientation (vector space)

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