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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 82, 1994 - Issue 6
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Original Articles

Linear hard sphere models Virial coefficients and equation of state

Carlos Vega Departamento de Química-Física, Facultad de Ciencias Químicas, Universidad Complutense, 28040, Madrid, Spain
,
Santiago Lago Departamento de Química-Física, Facultad de Ciencias Químicas, Universidad Complutense, 28040, Madrid, Spain
&
Benito Garzón
Pages 1233-1247 | Received 11 Feb 1994, Accepted 20 Apr 1994, Published online: 23 Aug 2006

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Thijs van Westen, Bernardo Oyarzún, Thijs J.H. Vlugt & Joachim Gross. (2014) An equation of state for the isotropic phase of linear, partially flexible and fully flexible tangent hard-sphere chain fluids. Molecular Physics 112:7, pages 919-928.
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C. Vega. (2000) Evaluating virial coefficients for multicomponent mixtures: hard sphere mixtures and flexible chains. Molecular Physics 98:15, pages 973-985.
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By CARLOS VEGA. (1997) Virial coefficients and equation of state of hard ellipsoids. Molecular Physics 92:4, pages 651-666.
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M. J. MAESO. (1996) RESEARCH NOTE A method for predicting the virial coefficients of hard linear homonuclear molecules. Molecular Physics 89:4, pages 1209-1212.
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DaveC. Williamson & George Jackson. (1995) Excluded volume for a pair of linear chains of tangent hard spheres with an arbitrary relative orientation. Molecular Physics 86:4, pages 819-836.
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Articles from other publishers (19)

Markus Kulossa, Daniel Weidig & Joachim Wagner. (2023) Virial coefficients of hard, homonuclear dumbbells in two- to four-dimensional Euclidean spaces. Physical Review E 107:2.
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Arpit Bansal, Andrew J. Schultz, Jack F. Douglas & David A. Kofke. (2022) Probabilistic computations of virial coefficients of polymeric structures described by rigid configurations of spherical particles: A fundamental extension of the ZENO program. The Journal of Chemical Physics 157:22.
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A. Ghanbari & R. Khordad. (2022) Influence of potential attraction term on Joule-Thomson coefficient, enthalpy and entropy of real gases. Physica B: Condensed Matter 624, pages 413418.
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S Kaur & B Pakhouri. (2019) Critical properties of binary mixtures of hydrocarbons for linear hard sphere models of molecules based on ISPT, Nezbeda and Boublik equations of state, and the chain equation of state of R J Sadus. IOP Conference Series: Materials Science and Engineering 561:1, pages 012002.
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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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Thijs van Westen, Thijs J. H. Vlugt & Joachim Gross. (2012) An analytical approximation for the orientation-dependent excluded volume of tangent hard sphere chains of arbitrary chain length and flexibility. The Journal of Chemical Physics 137:4.
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Shiqi Zhou & J. R. Solana. (2009) Progress in the Perturbation Approach in Fluid and Fluid-Related Theories. Chemical Reviews 109:6, pages 2829-2858.
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Felipe J. Blas, Eduardo Sanz, Carlos Vega & Amparo Galindo. (2003) Fluid–solid equilibria of flexible and linear rigid tangent chains from Wertheim’s thermodynamic perturbation theory. The Journal of Chemical Physics 119:20, pages 10958-10971.
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J. Largo, M. J. Maeso, J. R. Solana, C. Vega & L. G. MacDowell. (2003) Bonded hard-sphere theory and computer simulation of the equation of state of linear fused–hard-sphere fluids. The Journal of Chemical Physics 119:18, pages 9633-9639.
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Tomáš Boublı́k. (2003) Virial coefficients and equation of state of hard chain molecules. The Journal of Chemical Physics 119:14, pages 7512-7518.
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Vivek Kumar Singh & K.N. Khanna. (2003) Virial coefficients from equation of state. Journal of Molecular Liquids 107:1-3, pages 41-57.
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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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Carlos Vega, Carl McBride & Luis G. MacDowell. (2001) Liquid crystal phase formation for the linear tangent hard sphere model from Monte Carlo simulations. The Journal of Chemical Physics 115:9, pages 4203-4211.
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C. Vega, J. M. Labaig, L. G. MacDowell & E. Sanz. (2000) The virial coefficients of the pearl-necklace model. The Journal of Chemical Physics 113:22, pages 10398-10409.
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P. Padilla & E. Velasco. (1997) The isotropic–nematic transition for the hard Gaussian overlap fluid: Testing the decoupling approximation. The Journal of Chemical Physics 106:24, pages 10299-10310.
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Argyroula Stamatopoulou & Dor Ben-Amotz. (1997) Chemical potentials of hard polyatomic solutes in hard sphere fluids. The Journal of Chemical Physics 106:3, pages 1181-1186.
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C. Vega, L. G. MacDowell & P. Padilla. (1996) Equation of state for hard n -alkane models: Long chains . The Journal of Chemical Physics 104:2, pages 701-713.
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Sameer D. Mehta & Kevin G. Honnell. (1996) Equations of State and Virial Coefficients for Rigid Linear Chains. The Journal of Physical Chemistry 100:24, pages 10408-10413.
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