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Original Articles

Field Effects in Nematic Liquid Crystals in Terms of Catastrophe Theory

Pages 1411-1424 | Received 04 Jun 1987, Accepted 17 Feb 1988, Published online: 25 Sep 2007

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Read on this site (13)

Bagisa Mukherjee & Arup Mukherjee. (2009) Freedericksz Transition in Nematics: Effects of Non-Linear Shear Profile and Elastic Anisotropy. Molecular Crystals and Liquid Crystals 508:1, pages 274/[636]-285/[647].
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Dariusz Krzyzański & Grzegorz Derfel. (2002) Periodic deformations induced by a magnetic field in planar twisted nematic layers. Liquid Crystals 29:7, pages 951-959.
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G. I Blake, T. Mullin & S. J. Tavener. (1999) The Freedericksz transition as a bifurcation problem. Dynamics and Stability of Systems 14:3, pages 299-331.
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U.D. Kini. (1994) Magnetic field induced bistability in distorted nematic ground states. Liquid Crystals 17:1, pages 65-93.
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G. Derfel. (1992) Stability of the periodic deformations in planar nematic layers. Liquid Crystals 11:3, pages 431-438.
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Grzegorz Derfel. (1991) Out of shear plane deformations in nematic liquid crystals. Liquid Crystals 10:5, pages 647-658.
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G. Derfel. (1991) Electric field effects in nematic layers with weak boundary anchoring. Liquid Crystals 10:1, pages 29-34.
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P. Schiller, G. Pelzl & D. Demus. (1989) Bifurcation and domain walls in thin films of liquid crystals. Liquid Crystals 6:4, pages 417-433.
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G. Derfel. (1989) Analysis of threshold field effects in smectic C phases. Liquid Crystals 6:3, pages 293-302.
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Articles from other publishers (4)

Alessandro Alberucci, Armando Piccardi, Nina Kravets, Oleksandr Buchnev & Gaetano Assanto. (2015) Soliton enhancement of spontaneous symmetry breaking. Optica 2:9, pages 783.
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D. V. Makarov & A. N. Zakhlevnykh. (2006) Influence of shear flow on the Fréedericksz transition in nematic liquid crystals. Physical Review E 74:4.
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Arup Mukherjee & Bagisa Mukherjee. (2005) Shear flow in nematic liquid crystals: Fréedericksz transition as a bifurcation. Physical Review E 71:2.
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J. P. Casquilho, L. N. Gonçalves & J. L. Figueirinhas. (1998) Change of the nature of the multicritical point in magnetically induced splay-twist Fréedericksz transitions. Physical Review E 58:1, pages 626-629.
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