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Original Articles

Ising wall instability in a nematic liquid crystal

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Pages 179-189 | Received 01 Sep 2001, Published online: 06 Aug 2010

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Ágnes Buka, Péter Salamon, Marcell Máthé, Zoltán Karaszi & Antal Jakli. (2023) Nematic liquid crystals in lens shape geometry. Liquid Crystals 50:7-10, pages 1582-1598.
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Articles from other publishers (9)

Zoltán Karaszi, Marcell Máthé, Péter Salamon, Ágnes Buka & Antal Jákli. (2022) Electric field induced buckling of inversion walls in lens-shape liquid crystal droplets. Journal of Molecular Liquids 365, pages 120177.
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Richard James, Eero Willman, Rami Ghannam, Jeroen Beeckman & F. Aníbal Fernández. (2021) Hydrodynamics of fringing-field induced defects in nematic liquid crystals. Journal of Applied Physics 130:13.
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Pramod Tadapatri & K. S. Krishnamurthy. (2008) Shear Deformation and Division of Cylindrical Walls in Free-Standing Nematic Films under High Electric Fields. The Journal of Physical Chemistry B 112:43, pages 13509-13517.
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Alberto de Lózar, Wolfgang Schöpf, Ingo Rehberg, Daniel Svenšek & Lorenz Kramer. (2005) Transformation from walls to disclination lines: Statics and dynamics of the pincement transition. Physical Review E 72:5.
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Tomoyuki Nagaya & Jean-Marc Gilli. (2004) Experimental Study of Spinodal Decomposition in a 1D Conserved Order Parameter System. Physical Review Letters 92:14.
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S. J. Fiedor & J. M. Ottino. (2003) Dynamics of Axial Segregation and Coarsening of Dry Granular Materials and Slurries in Circular and Square Tubes. Physical Review Letters 91:24.
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Alberto de Lózar Muñoz, Thomas Bock, Matthias Müller, Wolfgang Schöpf & Ingo Rehberg. (2003) The corkscrew instability of a Fréedericksz domain wall in a nematic liquid crystal. New Journal of Physics 5, pages 63-63.
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C Chevallard, M Clerc, P Coullet & J.-M Gilli. (2002) Zig-zag instability of an Ising wall in liquid crystals. Europhysics Letters (EPL) 58:5, pages 686-692.
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Tomoyuki Nagaya & Jean-Marc Gilli. (2002) Experimental study of coarsening dynamics of the zigzag wall in a nematic liquid crystal with negative dielectric anisotropy. Physical Review E 65:5.
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