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Liquid Crystals Volume 21, 1996 - Issue 2
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Invited Article

Studies of nematic-isotropic transition for a Gay-Berne fluid using the second virial approximation

Valeriy V. Ginzburg Condensed Matter Laboratory, Department of Physics, University of Colorado, Boulder, CO, 80309-0390, U.S.A.
,
Matthew A. Glaser Condensed Matter Laboratory, Department of Physics, University of Colorado, Boulder, CO, 80309-0390, U.S.A.
&
Noel A. Clark Condensed Matter Laboratory, Department of Physics, University of Colorado, Boulder, CO, 80309-0390, U.S.A.
Pages 265-271 | Received 20 Dec 1995, Accepted 19 Mar 1996, Published online: 24 Sep 2006

Citations (19)

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Read on this site (7)

Ram Chandra Singh. (2017) Orientational ordering in a modified Gay–Berne fluid: a density-functional approach. Physics and Chemistry of Liquids 55:6, pages 702-714.
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Ram Chandra Singh & Jokhan Ram. (2011) A study of isotropic–nematic transition of quadrupolar Gay–Berne fluid using density-functional theory approach. Phase Transitions 84:11-12, pages 1084-1097.
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Mario Franco-Melgar, Andrew J. Haslam & George Jackson. (2009) Advances in generalised van der Waals approaches for the isotropic–nematic fluid phase equilibria of thermotropic liquid crystals–an algebraic equation of state for attractive anisotropic particles with the Onsager trial function. Molecular Physics 107:22, pages 2329-2358.
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Ram Chandra Singh. (2006) Orientational Phase Transition of Long Elongated Gay–Berne Molecules. Molecular Crystals and Liquid Crystals 457:1, pages 67-82.
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P. I. C. TEIXEIRA, A. CHRZANOWSKA, G.D. WALL & D.J. CLEAVER. (2001) Density functional theory of a Gay—Berne film between aligning walls. Molecular Physics 99:10, pages 889-897.
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P. I. C. TEIXEIRA. (1999) A thermotropic nematic of slightly non-spherical molecules: generalized van der Waals theory. Molecular Physics 96:5, pages 805-811.
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VALERIY V. GINZBURG, MATTHEW A. GLASER & NOEL A. CLARK. (1997) Liquid crystal phase diagram of the Gay-Berne fluid by density functional theory. Liquid Crystals 23:2, pages 227-234.
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Articles from other publishers (12)

Jokhan Ram. (2014) Equilibrium theory of molecular fluids: Structure and freezing transitions. Physics Reports 538:4, pages 121-185.
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Xiaobin Xiao & Ping Sheng. (2013) Generalized Onsager theory of liquid crystals. Physical Review E 88:6.
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Ram Chandra Singh. (2013) Structure and orientational ordering in a fluid of elongated quadrupolar molecules. Physica A: Statistical Mechanics and its Applications 392:1, pages 48-57.
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Piotr Grzybowski & Lech Longa. (2011) Biaxial Nematic Phase in Model Bent-Core Systems. Physical Review Letters 107:2.
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Ram Chandra Singh, Braj Mohan Singh & Jokhan Ram. (2009) The Percus–Yevick approximation for quadrupolar molecular fluids. Journal of Physics: Condensed Matter 21:11, pages 115101.
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Ram Chandra Singh. (2007) Temperature-dependent study of isotropic–nematic transition for a Gay–Berne fluid using density-functional theory. Journal of Physics: Condensed Matter 19:37, pages 376101.
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Szabolcs Varga, István Szalai, János Liszi & George Jackson. (2002) A study of orientational ordering in a fluid of dipolar Gay–Berne molecules using density-functional theory. The Journal of Chemical Physics 116:20, pages 9107-9119.
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G.S. Singh & B. Kumar. (2001) Molecular Fluids and Liquid Crystals in Convex-Body Coordinate Systems. Annals of Physics 294:1, pages 24-47.
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A Chrzanowska, P I C Teixeira, H Ehrentraut & D J Cleaver. (2001) Ordering of hard particles between hard walls. Journal of Physics: Condensed Matter 13:21, pages 4715-4726.
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E. Velasco & L. Mederos. (1998) A theory for the liquid-crystalline phase behavior of the Gay–Berne model. The Journal of Chemical Physics 109:6, pages 2361-2370.
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Julian T. Brown, Michael P. Allen, Elvira Martín del Río & Enrique de Miguel. (1998) Effects of elongation on the phase behavior of the Gay-Berne fluid. Physical Review E 57:6, pages 6685-6699.
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Valeriy V. Ginzburg, Matthew A. Glaser & Noel A. Clark. (1997) A new potential for the description of intermolecular interactions for rigid biaxial molecules. Chemical Physics 214:2-3, pages 253-260.
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