Citations (14)
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Read on this site (7)
M. Simões, A.J. Palangana, S.M. Domiciano & F.S. Alves. (2011) A geometrical relation between the Miesowicz's coefficients. Liquid Crystals 38:1, pages 61-64.
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M. Simões & A. de Campos. (2007) Determination of the elastic constants of nematic liquid crystals by means of the affine transformation model. Liquid Crystals 34:6, pages 719-727.
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M. Sim[otilde]es, S. M. Domiciano & F. S. Alves. (2006) Scaling properties of the Miesowicz coefficients. Liquid Crystals 33:7, pages 849-854.
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U.D. Kini. (1999) Transient Periodic Dissipative Structures in Nematics Confined between Coaxial Cylinders. Molecular Crystals and Liquid Crystals Science and Technology. Section A. Molecular Crystals and Liquid Crystals 333:1, pages 79-122.
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Martin Kröger & Shaun Sellers. (1997) Viscosities of Nematic and Discotic Nematic Liquid Crystals According to the Affine Transformation Model. Molecular Crystals and Liquid Crystals Science and Technology. Section A. Molecular Crystals and Liquid Crystals 300:1, pages 245-262.
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JohnJ. McHugh & DanD. Edie. (1995) Orientation of mesophase pitch in capillary and channel flows. Liquid Crystals 18:2, pages 327-335.
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S. Hess, D. Frenkel & M.P. Allen. (1991) On the anisotropy of diffusion in nematic liquid crystals: test of a modified affine transformation model via molecular dynamics. Molecular Physics 74:4, pages 765-774.
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Articles from other publishers (7)
M. Simões & J. L. Correia da Silva. (2011) Geometrical content of Leslie coefficients. Physical Review E 83:5.
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M. Simões & M. Pazetti. (2010) Liquid-crystals cosmology. EPL (Europhysics Letters) 92:1, pages 14001.
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M. Simões, K. Yamaguti & A. J. Palangana. (2009) Rotational dissipation and the Miesowicz coefficients. Physical Review E 80:6.
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M. Simões, A. J. Palangana, A. Steudel, N. M. Kimura & S. L. Gómez. (2008) Thermal diffusivity and the conformal transformation on nematic liquid crystals. Physical Review E 77:4.
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M. Simões, A. de Campos & D. Barbato. (2007) Local affine-connection approach to the elastic constants of nematic liquid crystals. Physical Review E 75:6.
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Siegfried Hess. 1998. A Perspective Look at Nonlinear Media. A Perspective Look at Nonlinear Media
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C. Pereira Borgmeyer & S. Hess. (1995) Unified Description of the Flow Alignment and Viscosity in the Isotropic and Nematic Phases of Liquid Crystals. Journal of Non-Equilibrium Thermodynamics 20:4.
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