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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 108, 2010 - Issue 2
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Research Articles

A parametrisation of the direct correlation function for the square-shoulder fluid

I. Guillén-Escamilla Departamento de Ciencias Naturales y Exactas, CU-Valles, Universidad de Guadalajara, Ameca, Mexico
,
E. Schöll-Paschinger Department für Materialwissenschaften und Prozesstechnik, Universität für Bodenkultu, Muthgase 107, A-1190 Vienna, Austria
&
R. Castañeda-Priego División de Ciencias e Ingenierías, Campus León, Universidad de Guanajuato, Loma del Bosque 103, Col. Lomas del Campestre, 37150 León, Guanajuato, MexicoCorrespondence[email protected]
Pages 141-150 | Received 21 Jun 2009, Accepted 02 Dec 2009, Published online: 16 Feb 2010

Citations (11)

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M. López de Haro, S. B. Yuste & A. Santos. (2016) Theoretical approaches to the structural properties of the square-shoulder fluid. Molecular Physics 114:16-17, pages 2382-2390.
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Mehrdad Khanpour & Rauzah Hashim. (2013) Pair correlation function from the Barker–Henderson perturbation theory of fluids: the structure of square-well and square-shoulder potentials. Physics and Chemistry of Liquids 51:2, pages 203-217.
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Articles from other publishers (9)

Jorge Munguía-Valadez, Marco Antonio Chávez-Rojo, Edward John Sambriski & José Antonio Moreno-Razo. (2022) The generalized continuous multiple step (GCMS) potential: model systems and benchmarks. Journal of Physics: Condensed Matter 34:18, pages 184002.
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Miguel A Sandoval-Puentes, Alexis Torres-Carbajal, Arantza B Zavala-Martínez, Ramón Castañeda-Priego & José M Méndez-Alcaraz. (2022) Soft representation of the square-well and square-shoulder potentials to be used in Brownian and molecular dynamics simulations. Journal of Physics: Condensed Matter 34:16, pages 164001.
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Elvis do A. Soares, Amaro G. BarretoJr.Jr. & Frederico W. Tavares. (2021) A self-consistent perturbative density functional theory for hard-core fluids: phase diagrams, structural and interfacial properties. Fluid Phase Equilibria 542-543, pages 113095.
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O. Coquand & M. Sperl. (2020) Temperature expansions in the square-shoulder fluid. I. The Wiener–Hopf function. The Journal of Chemical Physics 152:12.
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Shiqi Zhou. (2018) Padé approximant for hard sphere ＋ square well and hard sphere ＋ square well ＋ square shoulder model fluids. Physica A: Statistical Mechanics and its Applications 512, pages 1260-1277.
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Shiqi Zhou & Run Zhou. (2017) A comprehensive comparison between thermodynamic perturbation theory and first-order mean spherical approximation: Based on discrete potentials with hard core. Chemical Physics 493, pages 1-11.
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Eun-Young Kim & Soon-Chul Kim. (2014) Structural properties of fluids with short-range attractive and repulsive tails: Inverse temperature expansion. Journal of the Korean Physical Society 64:6, pages 844-851.
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S. P. Hlushak, P. A. Hlushak & A. Trokhymchuk. (2013) An improved first-order mean spherical approximation theory for the square-shoulder fluid. The Journal of Chemical Physics 138:16.
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I. Guillén-Escamilla, E. Schöll-Paschinger & R. Castañeda-Priego. (2011) A modified soft-core fluid model for the direct correlation function of the square-shoulder and square-well fluids. Physica A: Statistical Mechanics and its Applications 390:21-22, pages 3637-3644.
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