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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 107, 2009 - Issue 22
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Invited Article

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

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Pages 2329-2358 | Received 14 Aug 2009, Accepted 16 Sep 2009, Published online: 30 Oct 2009

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Read on this site (7)

Carlos Avendaño, George Jackson & Henricus H. Wensink. (2018) Nanorings in planar confinement: the role of repulsive surfaces on the formation of lacuna smectics. Molecular Physics 116:21-22, pages 2901-2910.
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Bernardo Oyarzún Rivera, Thijs van Westen & Thijs J. H. Vlugt. (2016) Liquid-crystal phase equilibria of Lennard-Jones chains. Molecular Physics 114:6, pages 895-908.
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H.N.W. Lekkerkerker, R. Tuinier & H.H. Wensink. (2015) Multiphase coexistence in mixed suspensions of large and small hard platelets. Molecular Physics 113:17-18, pages 2666-2673.
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George Jackson. (2013) Editorial – Topical Review. Molecular Physics 111:7, pages 825-826.
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Mario Franco-Melgar, Andrew J. Haslam & George Jackson. (2012) A generalisation of the Onsager trial function approach: Describing nematic liquid crystals with an algebraic equation of state. Molecular Physics 110:24, pages 3107-3107.
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L. Wu, H.H. Wensink, G. Jackson & E.A. Müller. (2012) A generic equation of state for liquid crystalline phases of hard-oblate particles. Molecular Physics 110:11-12, pages 1269-1288.
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Szabolcs Varga & George Jackson. (2011) A study of steric chirality: the chiral nematic phase of a system of chiral two-site HGO molecules. Molecular Physics 109:7-10, pages 1313-1330.
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Articles from other publishers (24)

V. I. Shmotolokha & M. F. Holovko. (2022) Effects of porous media on the phase behaviour of polypeptide solutions. Condensed Matter Physics 25:3, pages 33602.
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V. F. D. Peters, M. Vis, H. H. Wensink & R. Tuinier. (2020) Algebraic equations of state for the liquid crystalline phase behavior of hard rods. Physical Review E 101:6.
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Joyce T. Lopes & Luís F.M. Franco. (2020) Prediction of isochoric heat capacity: Discrete versus continuous potentials. Fluid Phase Equilibria 506, pages 112380.
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María Virginia Zonta & Ezequiel Rodolfo Soulé. (2019) Generalized van der Waals theory for phase behavior of two-dimensional nematic liquid crystals: Phase ordering and the equation of state. Physical Review E 100:6.
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Immanuel S. Geier, Stefanie M. Wandrei, Robert A. Skutnik & Martin Schoen. (2019) Molecular theory of a ferromagnetic nematic liquid crystal. Physical Review E 100:2.
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Joyce T. Lopes & Luís F. M. Franco. (2019) New Thermodynamic Approach for Nonspherical Molecules Based on a Perturbation Theory for Ellipsoids. Industrial & Engineering Chemistry Research 58:16, pages 6850-6859.
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H. H. Wensink. (2018) Frank elasticity of composite colloidal nematics with anti-nematic order. Soft Matter 14:44, pages 8935-8944.
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Liang Wu & Huai Sun. (2018) Cholesteric ordering predicted using a coarse-grained polymeric model with helical interactions. Soft Matter 14:3, pages 344-353.
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Martin Schoen, Andrew J. Haslam & George Jackson. (2017) Perturbation Theory versus Thermodynamic Integration. Beyond a Mean-Field Treatment of Pair Correlations in a Nematic Model Liquid Crystal. Langmuir 33:42, pages 11345-11365.
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G. Rickayzen & D. M. Heyes. (2017) Isotropic-nematic phase transition of uniaxial variable softness prolate and oblate ellipsoids. The Journal of Chemical Physics 146:16.
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Thijs van Westen, Bernardo Oyarzún, Thijs J. H. Vlugt & Joachim Gross. (2015) An analytical equation of state for describing isotropic-nematic phase equilibria of Lennard-Jones chain fluids with variable degree of molecular flexibility. The Journal of Chemical Physics 142:24.
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Myroslav Holovko, Volodymyr Shmotolokha & Taras Patsahan. 2015. Physics of Liquid Matter: Modern Problems. Physics of Liquid Matter: Modern Problems 3 30 .
Biagio Nigro & Claudio Grimaldi. (2014) Impact of tunneling anisotropy on the conductivity of nanorod dispersions. Physical Review B 90:9.
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Liang Wu, Erich A. Müller & George Jackson. (2014) Understanding and Describing the Liquid-Crystalline States of Polypeptide Solutions: A Coarse-Grained Model of PBLG in DMF. Macromolecules 47:4, pages 1482-1493.
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Liang Wu, George Jackson & Erich Müller. (2013) Liquid Crystal Phase Behaviour of Attractive Disc-Like Particles. International Journal of Molecular Sciences 14:8, pages 16414-16442.
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Thijs van Westen, Bernardo Oyarzún, Thijs J. H. Vlugt & Joachim Gross. (2013) The isotropic-nematic phase transition of tangent hard-sphere chain fluids—Pure components. The Journal of Chemical Physics 139:3.
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Tongyang Zhao & Xiaogong Wang. (2013) Solvent effect on phase transition of lyotropic rigid-chain liquid crystal polymer studied by dissipative particle dynamics. The Journal of Chemical Physics 138:2.
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X.-M. You, A. Yu. Vlasov, L. Anton & A. J. Masters. (2012) Isotropic and nematic phases of the hard spheroid fluid: A virial approach. Physical Review E 85:6.
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Pierre-Arnaud Artola, Frances E. Pereira, Claire S. Adjiman, Amparo Galindo, Erich A. Müller, George Jackson & Andrew J. Haslam. (2011) Understanding the fluid phase behaviour of crude oil: Asphaltene precipitation. Fluid Phase Equilibria 306:1, pages 129-136.
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H H Wensink & G Jackson. (2011) Cholesteric order in systems of helical Yukawa rods. Journal of Physics: Condensed Matter 23:19, pages 194107.
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Yuan-Xiang Zheng, Yang-Xin Yu & Ying-Feng Li. (2011) An Equation of State for the Isotropic–Nematic Phase Transition of Semiflexible Polymers. Industrial & Engineering Chemistry Research 50:10, pages 6460-6469.
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Frances E. Pereira, George Jackson, Amparo Galindo & Claire S. Adjiman. (2010) A duality-based optimisation approach for the reliable solution of (P, T) phase equilibrium in volume-composition space. Fluid Phase Equilibria 299:1, pages 1-23.
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Fèlix Llovell, Amparo Galindo, Felipe J. Blas & George Jackson. (2010) Classical density functional theory for the prediction of the surface tension and interfacial properties of fluids mixtures of chain molecules based on the statistical associating fluid theory for potentials of variable range. The Journal of Chemical Physics 133:2.
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Bryan Ringstrand & Piotr Kaszynski. (2010) How much can an electric dipole stabilize a nematic phase? Polar and non-polar isosteric derivatives of [closo-1-CB9H10]− and [closo-1,10-C2B8H10]. Journal of Materials Chemistry 20:43, pages 9613.
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