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SECTION D—Dielectric, Flexoelectrie, Theoreticaf and Electric Field Effects in Ferroelectric Liquid Crystals

Dielectric properties and dipole ordering in liquid crystals

Pages 269-281 | Received 16 Jan 1984, Published online: 08 Feb 2011

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Emel Kilit & Hamit Yurtseven. (2011) Calculation of the Dielectric Constant of a Ferroelectric Liquid Crystal From a Mean Field Model. Ferroelectrics 420:1, pages 56-61.
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V.N. Raja, S. Krishna Prasad, S.M. Khened & D.S. Shankar Rao. (1991) Experimental studies in the vicinity of the C*-I* transition. Ferroelectrics 121:1, pages 343-353.
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F. Gouda, K. Skarp & S.T. Lagerwall. (1991) Dielectric studies of the soft mode and Goldstone mode in ferroelectric liquid crystals. Ferroelectrics 113:1, pages 165-206.
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F. Gouda, G. Andersson, S.T. Lagerwall, K. Skarp, B. Stebler, T. Carlsson, B. Žekš, C. Filipič & A. Levstik. (1989) Experimental and theoretical study of the influence of a bias electric field on the dielectric properties of the chiral smectic A* phase. Liquid Crystals 6:2, pages 219-230.
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A. Ezcurra, M.A. Pérez Jubindo, M.R. De La Fuente, J. Etxebarria, A. Remón & M.J. Tello. (1989) Dielectric and optical studies near the chiral smectic C-smectic A transition of (S)-2-hydroxy-4-decyloxybenzylidene-4′-amino-2p″-methylbutylcinnamate. Liquid Crystals 4:2, pages 125-132.
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T. Carlsson, B. žekš, C. Filipič, A. Levstik & R. Blinc. (1988) Thermodynamic Model of Ferroelectric Chiral Smectic C* Liquid Crystals. Molecular Crystals and Liquid Crystals Incorporating Nonlinear Optics 163:1, pages 11-72.
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Boštjan Žekš, Tomas Carlsson, Cene Filipič & Brigita Urbanc. (1988) Thermodynamic model of ferroelectric liquid crystals and its microscopic basis. Ferroelectrics 84:1, pages 3-14.
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A. Levstik, T. Carlsson, C. Filipič & B. Žekš. (1988) Dielectric Relaxation and the Determination of the Sm A-Sm C* Phase Transition Temperature in DOBAMBC. Molecular Crystals and Liquid Crystals Incorporating Nonlinear Optics 154:1, pages 259-266.
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SvenT. Lagerwall, Bengt Otterholm & Kent Skarp. (1987) Material Properties of Ferroelectric Liquid Crystals and Their Relevance for Applications and Devices. Molecular Crystals and Liquid Crystals Incorporating Nonlinear Optics 152:1, pages 503-587.
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Articles from other publishers (7)

P.K. Mukherjee. 2016. Reference Module in Materials Science and Materials Engineering. Reference Module in Materials Science and Materials Engineering.
L. Benguigui & A. E. Jacobs. (1994) Reentrant smectic- C and smectic- phases in liquid crystals under an electric field . Physical Review E 49:5, pages 4221-4227.
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T. Carlsson, B. Žekš, C. Filipič & A. Levstik. (1990) Theoretical model of the frequency and temperature dependence of the complex dielectric constant of ferroelectric liquid crystals near the smectic- –smectic- A phase transition . Physical Review A 42:2, pages 877-889.
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J. R. Lalanne, J. Buchert, C. Destrade, H. T. Nguyen & J. P. Marcerou. (1989) Slowing down of molecular rotation at the smectic- A→ smectic- transition of liquid crystals . Physical Review Letters 62:26, pages 3046-3049.
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A. M. Biradar, S. Wróbel & W. Haase. (1989) Dielectric relaxation in the smectic- and smectic- phases of a ferroelectric liquid crystal . Physical Review A 39:5, pages 2693-2702.
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Bostjan Zeks, Cene Filipic & Tomas Carlsson. (1989) Theory of Ferroelectric Liquid Crystals. Physica Scripta T25, pages 362-366.
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A. Levstik, T. Carlsson, C. Filipic, I. Levstik & B. Zeks. (1987) Goldstone mode and soft mode at the smectic- A– smectic- phase transition studied by dielectric relaxation . Physical Review A 35:8, pages 3527-3534.
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