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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 41, 1980 - Issue 1
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Original Articles

Integral equations for classical fluids

I. The hard sphere case

Pages 183-190 | Received 31 Dec 1979, Published online: 18 Sep 2006

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Read on this site (21)

Uday Kumar Padidela & Raghu Nath Behera. (2020) Structure and effective interactions in model colloidal suspensions: a molecular dynamics simulation study. Physics and Chemistry of Liquids 58:5, pages 603-622.
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R. B. Jadrich, B. A. Lindquist, J. A. Bollinger & T. M. Truskett. (2016) Consequences of minimising pair correlations in fluids for dynamics, thermodynamics and structure. Molecular Physics 114:16-17, pages 2411-2423.
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Gianpietro Malescio. (2014) Phase stability of the penetrable-square-well model: an integral equation approach. Molecular Physics 112:13, pages 1731-1735.
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Shiqi Zhou. (2006) Statistical mechanics approach to inhomogeneous van der Waals fluids. Molecular Simulation 32:14, pages 1165-1177.
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J.M. BOMONT & J.L. BRETONNET. (2003) A new approximate bridge function for pure fluids. Molecular Physics 101:22, pages 3249-3261.
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JIŘÍ KOLAFA, STANISLAV LABÍK & ANATOL MALIJEVSKÝ. (2002) The bridge function of hard spheres by direct inversion of computer simulation data. Molecular Physics 100:16, pages 2629-2640.
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VÍT JIRÁSEK, STANISLAV LABÍK, ANATOL MALIJEVSKÝ & MARTIN LÍSAL. (2000) An integral equation and Monte Carlo study of homo- and hetero- nuclear square-well diatomic fluids. Molecular Physics 98:24, pages 2033-2043.
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S.B. YUSTE, A. SANTOS & M. LÓPEZ DE HARO. (2000) Direct correlation functions and bridge functions in additive hard-sphere mixtures. Molecular Physics 98:7, pages 439-446.
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By MATTHEW BEARD DOUGLAS HENDERSON. (1997) RESEARCH NOTE Some results for the Ballone-Pastore-Galli modification of the Martynov-Sarkisov closure for hard spheres. Molecular Physics 92:6, pages 1083-1084.
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By DER-MING DUH & DOUGLAS HENDERSON LUIS MIER-Y-TERAN and STEFAN SOKOLOWSKI. (1997) Application of some second-order integral equation theories to the Lennard-Jones fluid. Molecular Physics 90:4, pages 563-570.
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D. Henderson, A. Malijevský, S. Labík & K.Y. Chan. (1996) Integral equation study of additive two-component mixtures of hard spheres. Molecular Physics 87:2, pages 273-285.
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Domenico Gazzillo. (1995) Stability of fluids with more than two components. Molecular Physics 84:2, pages 303-323.
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R. Pospíšil & A. Malijevský. (1992) Integral equation study of hard sphere fluids near a hard cylinder macromolecule. Molecular Physics 76:6, pages 1423-1432.
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Ivo Nezbeda & WilliamR. Smith. (1992) Theory of the glass transition and the amorphous state. Molecular Physics 75:4, pages 789-803.
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S. Labík, A. Malijevský & W.R. Smith. (1991) An accurate integral equation for molecular fluids. Molecular Physics 73:3, pages 495-502.
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S. Labík, A. Malijevský & W.R. Smith. (1991) An accurate integral equation for molecular fluids.. Molecular Physics 73:1, pages 87-98.
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Stanislav Labík, Anatol Malijevský & Petr Voňka. (1985) A rapidly convergent method of solving the OZ equation. Molecular Physics 56:3, pages 709-715.
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Loup Verlet. (1981) Integral equations for classical fluids. Molecular Physics 42:6, pages 1291-1302.
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