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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 98, 2000 - Issue 10
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Original Articles

Modified Parsons-Lee theory for fluids of linear fused hard sphere chains

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Pages 693-698 | Received 20 Dec 1999, Accepted 18 Jan 2000, Published online: 01 Sep 2009

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Read on this site (3)

C. De Michele. (2019) Theory of self-assembly-driven nematic liquid crystals revised. Liquid Crystals 46:13-14, pages 2003-2012.
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Maxime M. C. Tortora & Jonathan P. K. Doye. (2018) Incorporating particle flexibility in a density functional description of nematics and cholesterics. Molecular Physics 116:21-22, pages 2773-2791.
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M.J. MAESO & J.R. SOLANA. (2001) Effective volumes of hard homonuclear nonlinear triatomic molecules. Molecular Physics 99:5, pages 371-376.
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Articles from other publishers (18)

Davide Revignas & Alberta Ferrarini. (2023) On the elusive saddle–splay and splay–bend elastic constants of nematic liquid crystals. The Journal of Chemical Physics 159:3.
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Davide Revignas & Alberta Ferrarini. (2023) Spontaneous Twisting of Achiral Hard Rod Nematics. Physical Review Letters 130:2.
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Davide Revignas & Alberta Ferrarini. (2022) Microscopic modelling of nematic elastic constants beyond Straley theory. Soft Matter 18:3, pages 648-661.
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Davide Revignas & Alberta Ferrarini. (2021) From Bend to Splay Dominated Elasticity in Nematics. Crystals 11:7, pages 831.
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Khanh Thuy Nguyen & Cristiano De Michele. (2018) Nematic liquid crystals of bifunctional patchy spheres. The European Physical Journal E 41:12.
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Maxime M. C. Tortora & Jonathan P. K. Doye. (2017) Perturbative density functional methods for cholesteric liquid crystals. The Journal of Chemical Physics 146:18.
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Hima Bindu Kolli, Elisa Frezza, Giorgio Cinacchi, Alberta Ferrarini, Achille Giacometti, Toby S. Hudson, Cristiano De Michele & Francesco Sciortino. (2014) Self-assembly of hard helices: a rich and unconventional polymorphism. Soft Matter 10:41, pages 8171-8187.
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Elisa Frezza, Alberta Ferrarini, Hima Bindu Kolli, Achille Giacometti & Giorgio Cinacchi. (2014) Left or right cholesterics? A matter of helix handedness and curliness. Phys. Chem. Chem. Phys. 16:30, pages 16225-16232.
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Elisa Frezza, Alberta Ferrarini, Hima Bindu Kolli, Achille Giacometti & Giorgio Cinacchi. (2013) The isotropic-to-nematic phase transition in hard helices: Theory and simulation. The Journal of Chemical Physics 138:16.
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J Solana. 2013. Perturbation Theories for the Thermodynamic Properties of Fluids and Solids. Perturbation Theories for the Thermodynamic Properties of Fluids and Solids.
Cristiano De Michele, Tommaso Bellini & Francesco Sciortino. (2011) Self-Assembly of Bifunctional Patchy Particles with Anisotropic Shape into Polymers Chains: Theory, Simulations, and Experiments. Macromolecules 45:2, pages 1090-1106.
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E. van den Pol, A. Lupascu, P. Davidson & G. J. Vroege. (2010) The isotropic-nematic interface of colloidal goethite in an external magnetic field. The Journal of Chemical Physics 133:16.
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Hendrik Reich & Matthias Schmidt. (2010) Sedimentation equilibrium of colloidal platelets in an aligning magnetic field. The Journal of Chemical Physics 132:14.
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Szabolcs Varga & Franz J. Vesely. (2009) A new generic model potential for mesogenic systems: Square well line potential of variable range. The Journal of Chemical Physics 131:19.
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Dinesh Kumar Singh & K.N. Khanna. (2003) Equation of state of Linear fused Hard Sphere Chain fluids. Journal of Molecular Liquids 105:1, pages 1-12.
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Carl McBride & Carlos Vega. (2002) A Monte Carlo study of the influence of molecular flexibility on the phase diagram of a fused hard sphere model. The Journal of Chemical Physics 117:22, pages 10370-10379.
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Carl McBride, Carlos Vega & Luis G. MacDowell. (2001) Isotropic-nematic phase transition: Influence of intramolecular flexibility using a fused hard sphere model. Physical Review E 64:1.
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K. M. Jaffer, S. B. Opps, D. E. Sullivan, B. G. Nickel & L. Mederos. (2001) The nematic-isotropic phase transition in semiflexible fused hard-sphere chain fluids. The Journal of Chemical Physics 114:7, pages 3314-3324.
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