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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 52, 1984 - Issue 5
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Original Articles

Ornstein-Zernike equation for a two-Yukawa c(r) with core condition

II. Further analytic explication and simplification

J.S. Høye Institutt for Teoretisk Fysikk, Universitetet i Trondheim, 7034, Trondheim-NTH, Norway
&
G. Stell Department of Mechanical Engineering, State University of New York, Stony Brook, New York, 11794, U.S.A.; Department of Chemistry, State University of New York, Stony Brook, New York, 11794, U.S.A.
Pages 1057-1069 | Received 23 Dec 1983, Accepted 10 Feb 1984, Published online: 22 Aug 2006

Citations (21)

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Read on this site (5)

D. PINI, G. STELL & N.B. WILDING. (1998) A liquid-state theory that remains successful in the critical region. Molecular Physics 95:3, pages 483-494.
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E.N. Rudisill & P.T. Cummings. (1989) Gibbs ensemble simulation of phase equilibrium in the hard core two-Yukawa fluid model for the Lennard-Jones fluid. Molecular Physics 68:3, pages 629-635.
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J. Konior. (1989) Analytical formulation of the optimized-random-phase-approximation for a hard-core Yukawa fluid. Molecular Physics 68:1, pages 129-141.
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J. Konior & C. Jedrzejek. (1985) Analytic formulation of the WCA type perturbation theory for a hard-core with one-Yukawa tail fluid. Molecular Physics 55:1, pages 187-198.
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J.S. Høye & G. Stell. (1984) Ornstein-Zernike equation for a two-Yukawa c(r) with core condition. Molecular Physics 52:5, pages 1071-1079.
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Articles from other publishers (16)

Ryan Jadrich & Kenneth S. Schweizer. (2013) Equilibrium theory of the hard sphere fluid and glasses in the metastable regime up to jamming. II. Structure and application to hopping dynamics. The Journal of Chemical Physics 139:5.
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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.
Nahid Farzi & Sedighe Hoseini. (2011) Study of some known regularities for the hard core one Yukawa and hard core double Yukawa fluids. Chemical Physics 384:1-3, pages 9-18.
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A. J. Archer, D. Pini, R. Evans & L. Reatto. (2007) Model colloidal fluid with competing interactions: Bulk and interfacial properties. The Journal of Chemical Physics 126:1.
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D Pini, A Parola & L Reatto. (2006) Freezing and correlations in fluids with competing interactions. Journal of Physics: Condensed Matter 18:36, pages S2305-S2320.
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Fernando O Raineri, George Stell & Dor Ben-Amotz. (2004) Progress in thermodynamic perturbation theory and self-consistent Ornstein–Zernike approach relevant to structural-arrest problems. Journal of Physics: Condensed Matter 16:42, pages S4887-S4900.
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Gerhard Kahl, Elisabeth Sch ll-Paschinger & George Stell. (2002) Phase transitions and critical behaviour of simple fluids and their mixtures. Journal of Physics: Condensed Matter 14:40, pages 9153-9169.
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D. Pini & G. Stell. (2002) Globally accurate theory of structure and thermodynamics for soft-matter liquids. Physica A: Statistical Mechanics and its Applications 306, pages 270-278.
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D. Pini, G. Stell & N. B. Wilding. (2001) Liquid-gas phase behavior of an argon-like fluid modelled by the hard-core two-Yukawa potential. The Journal of Chemical Physics 115:6, pages 2702-2708.
Crossref
D Pini, Ge Jialin, A Parola & L Reatto. (2000) Enhanced density fluctuations in fluid systems with competing interactions. Chemical Physics Letters 327:3-4, pages 209-215.
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Davide Pini, George Stell & Ronald Dickman. (1998) Thermodynamically self-consistent theory of structure for three-dimensional lattice gases. Physical Review E 57:3, pages 2862-2871.
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George Stell. (1996) Continuum theory of percolation. Journal of Physics: Condensed Matter 8:25A, pages A1-A17.
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S. Ciccariello & C. Carraro. (1988) Generalized mean spherical approximations. Physical Review A 38:8, pages 4121-4134.
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Yaakov Rosenfeld & Lesser Blum. (1986) Statistical mechanics of charged objects: General method and applications to simple systems. The Journal of Chemical Physics 85:3, pages 1556-1566.
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Yaakov Rosenfeld. (1986) High-density properties of integral-equation theories of fluids: Universal analytic structure and details for the one-component plasma. Physical Review A 33:3, pages 2025-2042.
Crossref
Yaakov Rosenfeld. (1985) High-density properties of liquid-state theories: Physically intuitive meaning for the direct correlation functions. Physical Review A 32:3, pages 1834-1842.
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