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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 101, 2003 - Issue 19
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Original Articles

Heat capacity of square-well fluids of variable width

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Pages 2981-2986 | Received 26 Apr 2003, Accepted 11 Jun 2003, Published online: 18 Nov 2009

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Read on this site (7)

Francisco Sastre, Maria Guadalupe Sotelo-Serna, Elizabeth Moreno-Hilario & Ana Laura Benavides. (2021) Helmholtz free-energy high-temperature perturbation expansion for square-well and square-shoulder potentials. Molecular Physics 119:9.
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Francisco Sastre, Elizabeth Moreno-Hilario, Maria Guadalupe Sotelo-Serna & Alejandro Gil-Villegas. (2018) Microcanonical-ensemble computer simulation of the high-temperature expansion coefficients of the Helmholtz free energy of a square-well fluid. Molecular Physics 116:3, pages 351-360.
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H. Nikoofard, H. Hassanabadi & M. Ganjali Koli. (2015) Structural and thermodynamic properties of argon liquid as a square-well fluid based on a modification of the ORPA theory. Physics and Chemistry of Liquids 53:6, pages 685-695.
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S.B. Yuste, A. Santos & M. López de Haro. (2011) Structure of the square-shoulder fluid. Molecular Physics 109:6, pages 987-995.
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I. Guillén-Escamilla, E. Schöll-Paschinger & R. Castañeda-Priego. (2010) A parametrisation of the direct correlation function for the square-shoulder fluid. Molecular Physics 108:2, pages 141-150.
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Ashutosh Tiwari & K.N. Khanna . (2005) Thermodynamic properties of square-well fluids from a new coordination number model. Molecular Physics 103:5, pages 621-627.
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Articles from other publishers (16)

Ciprian G. Pruteanu, Marcus N. Bannerman, Marcin Kirsz, Leo Lue & Graeme J. Ackland. (2023) From Atoms to Colloids: Does the Frenkel Line Exist in Discontinuous Potentials?. ACS Omega.
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Bina Kumari, Subir K. Sarkar & Pradipta Bandyopadhyay. (2022) Tests of a generalized Barker-Henderson perturbation theory for the phase coexistence diagram of an anisotropic potential. Chemical Physics 559, pages 111533.
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Andrés SantosAndrés Santos. 2016. A Concise Course on the Theory of Classical Liquids. A Concise Course on the Theory of Classical Liquids 203 253 .
Francisco Sastre, Ana Laura Benavides, José Torres-Arenas & Alejandro Gil-Villegas. (2015) Microcanonical ensemble simulation method applied to discrete potential fluids. Physical Review E 92:3.
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Shiqi Zhou & J. R. Solana. (2013) The First Three Coefficients in the High Temperature Series Expansion of Free Energy for Simple Potential Models with Hard-Sphere Cores and Continuous Tails. The Journal of Physical Chemistry B 117:31, pages 9305-9313.
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Yu. T. Pavlyukhin. (2012) Thermodynamic perturbation theory of simple liquids: Monte Carlo simulation of a hard sphere system and the Helmholtz free energy of SW fluids. Journal of Structural Chemistry 53:3, pages 476-486.
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Marcus N. Bannerman & Leo Lue. (2010) Exact on-event expressions for discrete potential systems. The Journal of Chemical Physics 133:12.
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Rodolfo Espíndola-Heredia, Fernando del Río & Anatol Malijevsky. (2009) Optimized equation of the state of the square-well fluid of variable range based on a fourth-order free-energy expansion. The Journal of Chemical Physics 130:2.
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J. R. Solana. (2008) Thermodynamic properties of double square-well fluids: Computer simulations and theory. The Journal of Chemical Physics 129:24.
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Shiqi Zhou & J. R. Solana. (2008) Third-order thermodynamic perturbation theory for effective potentials that model complex fluids. Physical Review E 78:2.
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M. López de Haro, S.B. Yuste & A. Santos. 2008. Theory and Simulation of Hard-Sphere Fluids and Related Systems. Theory and Simulation of Hard-Sphere Fluids and Related Systems 183 245 .
I Guillén-Escamilla, M Chávez-Páez & R Castañeda-Priego. (2007) Structure and thermodynamics of discrete potential fluids in the OZ–HMSA formalism. Journal of Physics: Condensed Matter 19:8, pages 086224.
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Alexandr Malijevský, Santos B. Yuste & Andrés Santos. (2006) How “sticky” are short-range square-well fluids?. The Journal of Chemical Physics 125:7.
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M. López de Haro, A. Santos & S. B. Yuste. (2006) On the radial distribution function of a hard-sphere fluid. The Journal of Chemical Physics 124:23.
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K.N. Khanna, Ashutosh Tewari & D.K. Dwivedee. (2006) A new coordination number model and heat capacity of square-well fluids of variable width. Fluid Phase Equilibria 243:1-2, pages 101-106.
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J. Largo, J. R. Solana, S. B. Yuste & A. Santos. (2005) Pair correlation function of short-ranged square-well fluids. The Journal of Chemical Physics 122:8.
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