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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 106, 2008 - Issue 1
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Research Article

Thermodynamics of a long-range triangle-well fluid

F.F. Betancourt-Cárdenas Instituto Politécnico Nacional, ESIQIE, Laboratorio de Termodinámica, UPALM, Zacatenco 07738, Lindavista, México, D.F., México
,
L.A. Galicia-Luna Instituto Politécnico Nacional, ESIQIE, Laboratorio de Termodinámica, UPALM, Zacatenco 07738, Lindavista, México, D.F., MéxicoCorrespondence[email protected]
,
A.L. Benavides Instituto de Física, Universidad de Guanajuato, León 37150, México
,
J.A. Ramírez Instituto de Física, Universidad de Guanajuato, León 37150, México
&
E. Schöll-Paschinger Fakultät für Physik, Universität Wien, A-1090 Wien, Austria
Pages 113-126 | Received 02 Nov 2007, Accepted 27 Nov 2007, Published online: 13 Aug 2008

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Angan Sengupta & Jhumpa Adhikari. (2015) A grand canonical Monte Carlo simulation study of argon and krypton confined inside weakly attractive slit pores. Molecular Simulation 41:5-6, pages 402-413.
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M. Bárcenas, G. Odriozola & P. Orea. (2014) Coexistence and interfacial properties of triangle-well fluids. Molecular Physics 112:16, pages 2114-2121.
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Angan Sengupta, Pratik Behera & Jhumpa Adhikari. (2014) Molecular simulation study of triangle-well fluids confined in slit pores. Molecular Physics 112:15, pages 1969-1978.
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L.D. Rivera, M. Robles & M. López de Haro. (2012) Equation of state and liquid–vapour equilibrium in a triangle-well fluid. Molecular Physics 110:11-12, pages 1317-1323.
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Johan S. Høye & Enrique Lomba. (2011) Analysis of the critical region of the hierarchical reference theory. Molecular Physics 109:23-24, pages 2773-2786.
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D. Pini, A. Parola, J. Colombo & L. Reatto. (2011) An investigation of the SCOZA for narrow square-well potentials and in the sticky limit. Molecular Physics 109:7-10, pages 1343-1361.
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Mariano López de Haro & Álvaro Rodríguez Rivas. Second virial coefficient, Boyle temperature and equation of state of van Hove fluids with a downward concavity attractive parabolic-well. Molecular Physics 0:0.
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Makoto Yasutomi. (2022) Thermodynamic mechanism of the density and compressibility anomalies of water in the range − 30 < T (°C) < 100. Scientific Reports 12:1.
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Enes YILDIRIM & Mustafa KOYUNCU. (2021) Üçgen Kuyu Potansiyeli ile Modellenen Ar ve Xe Akışkanlarının Termodinamik ÖzellikleriThermodynamic Properties of Ar and Xe Fluids Modeled by Triangular Well Potential. Selçuk Üniversitesi Fen Fakültesi Fen Dergisi 47:1, pages 80-93.
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Mariano López de Haro & Álvaro Rodríguez‐Rivas. (2021) Thermodynamic Properties of the Parabolic-Well Fluid. Frontiers in Physics 8.
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A.L. Benavides, L.A. Cervantes & J. Torres-Arenas. (2018) Analytical equations of state for triangle-well and triangle-shoulder potentials. Journal of Molecular Liquids 271, pages 670-676.
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Johan S. Høye & Enrique Lomba. (2018) Critical properties of the hierarchical reference theory: Further investigations. Journal of Molecular Liquids 270, pages 106-113.
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Víctor M. Trejos, Alejandro Martínez & Néstor E. Valadez-Pérez. (2018) Statistical fluid theory for systems of variable range interacting via triangular-well pair potential. Journal of Molecular Liquids 265, pages 337-346.
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Yuri Reyes, Mariana Bárcenas, Gerardo Odriozola & Pedro Orea. (2016) Thermodynamic properties of triangle-well fluids in two dimensions: MC and MD simulations. The Journal of Chemical Physics 145:17.
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Angan Sengupta & Jhumpa Adhikari. (2016) Fluid phase equilibria of triangle-well fluids confined inside slit pores: A transition matrix Monte Carlo simulation study. Journal of Molecular Liquids 221, pages 1184-1196.
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Makoto Yasutomi. (2016) Which Shape Characteristics of the Intermolecular Interaction of Liquid Water Determine Its Compressibility?. Frontiers in Physics 4.
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Angan Sengupta & Jhumpa Adhikari. (2016) Prediction of fluid phase equilibria and interfacial tension of triangle-well fluids using transition matrix Monte Carlo. Chemical Physics 469-470, pages 16-24.
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Makoto Yasutomi. (2015) Thermodynamic mechanism of the density anomaly of liquid water. Frontiers in Physics 3.
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Hervé Guérin. (2015) Unified SAFT-VR theory for simple and chain fluids formed of square-well, triangular-well, Sutherland and Mie segments. Journal of Molecular Liquids 203, pages 187-197.
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M. Bárcenas, Y. Reyes, A. Romero-Martínez, G. Odriozola & P. Orea. (2015) Coexistence and interfacial properties of a triangle-well mimicking the Lennard-Jones fluid and a comparison with noble gases. The Journal of Chemical Physics 142:7.
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Makoto Yasutomi. (2014) Interparticle interactions between water molecules. Frontiers in Physics 2.
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Hervé Guérin. (2012) Improved analytical thermodynamic properties of the triangular-well fluid from perturbation theory. Journal of Molecular Liquids 170, pages 37-40.
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Hervé Guérin. (2010) A new simple analytic equation of state for square-well chain fluids with variable width, 1.1<λ<2, based on perturbation theory and an analytic representation of the hard-sphere radial distribution function gHS(r). Journal of Molecular Liquids 156:2-3, pages 179-183.
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Luis A. Galicia-Luna & Octavio Elizalde-Solis. (2010) New analytic apparatus for experimental determination of vapor–liquid equilibria and saturation densities. Fluid Phase Equilibria 296:1, pages 46-52.
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Pedro Orea, Carlos Tapia-Medina, Davide Pini & Albert Reiner. (2010) Thermodynamic properties of short-range attractive Yukawa fluid: Simulation and theory. The Journal of Chemical Physics 132:11.
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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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Shiqi Zhou. (2009) Thermodynamics and phase behavior of a triangle-well model and density-dependent variety. The Journal of Chemical Physics 130:1.
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