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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 33, 1977 - Issue 5
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Original Articles

Charged hard spheres in a uniform neutralizing background

Comparison of Monte Carlo results with perturbation theories

J.P. Hansen Laboratoire de Physique Théorique des Liquides, Université Pierre et Marie Curie, 4 place Jussieu, 75230, Paris Cedex 05, France
&
J.J. Weis Laboratoire de Physique Théorique et Hautes Energies, Université de Paris-Sud, 91405, Orsay Cedex, France
Pages 1379-1385 | Received 23 Nov 1976, Published online: 22 Aug 2006

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Z. Badirkhan, G. Pastore & M.P. Tosi. (1991) Charged hard spheres in a uniform neutralizing background: the role of thermodynamic self consistence. Molecular Physics 74:5, pages 1089-1096.
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Xiao-Guang Wu & Marc Baus. (1987) Density functional theory for the freezing of charged hard spheres embedded in a uniform neutralizing background. Molecular Physics 62:2, pages 375-383.
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Jean-Pierre Hansen & JohnB. Hayter. (1982) A rescaled MSA structure factor for dilute charged colloidal dispersions. Molecular Physics 46:3, pages 651-656.
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Articles from other publishers (28)

Achille Giacometti, Domenico Gazzillo, Giorgio Pastore & Tushar Kanti Das. (2005) Numerical study of a binary Yukawa model in regimes characteristic of globular proteins in solutions. Physical Review E 71:3.
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Yng-gwei Chen, Charanbir Kaur & John D. Weeks. (2004) Connecting Systems with Short and Long Ranged Interactions:  Local Molecular Field Theory for Ionic Fluids. The Journal of Physical Chemistry B 108:51, pages 19874-19884.
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A. G. Moreira & R. R. Netz. (2000) One-component-plasma: Going beyond Debye-Hückel. The European Physical Journal D 8:1, pages 145-149.
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L. M. Varela, M. Perez-Rodriguez, M. Garcia, F. Sarmiento & V. Mosquera. (1998) Static structure of electrolyte systems and the linear response function on the basis of a dressed-ion theory. The Journal of Chemical Physics 109:5, pages 1930-1938.
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Hong Seok Kang & Francis H. Ree. (1995) Applications of the perturbative hypernetted-chain equation to the one-component plasma and the one-component charged hard-sphere systems. The Journal of Chemical Physics 103:21, pages 9370-9378.
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Jae Weon Lee, Mu Shik Jhon & Francis H. Ree. (1993) Thermodynamic perturbation theory of charged hard spheres in a uniform neutralizing background. Chemical Physics 178:1-3, pages 105-112.
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José Pedro Rino & Oscar Hipólito. (1993) Charged-hard-sphere system: A self-consistent-field approximation. Physical Review E 48:2, pages 1375-1378.
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P Sobkowicz, Z Wilamowski & J Kossut. (1993) Monte Carlo simulations of spatial correlations of charges on a random lattice: positional versus thermal disorder. Journal of Physics: Condensed Matter 5:30, pages 5283-5294.
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Torsten Kahlbaum & Andreas Förster. (1992) Generalized thermodynamic functions for electrons in a mixture of hard spheres: Application to partially ionized nonideal plasmas. Fluid Phase Equilibria 76, pages 71-86.
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Z Badirkhan, O Akinlade, G Pastore & M P Tosi. (1992) Thermodynamics and structure of liquid metals: a critical assessment of the charged-hard-sphere reference system. Journal of Physics: Condensed Matter 4:29, pages 6173-6188.
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. 1992. Structure and Dynamics of Solutions. Structure and Dynamics of Solutions 298 335 .
A. Bari, T. Das & R.N. Joarder. (1991) Effective pair potential and thermodynamics of liquid transition metals Fe, Co and Ni. Journal of Non-Crystalline Solids 136:1-2, pages 173-180.
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Robert Penfold, Sture Nordholm, Bo Jönsson & C. E. Woodward. (1991) A simple analysis of the classical hard sphere one component plasma. I. Hole corrected Debye–Hückel theory. The Journal of Chemical Physics 95:3, pages 2048-2055.
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S. K. Lai, O. Akinlade & M. P. Tosi. (1990) Thermodynamics and structure of liquid alkali metals from the charged-hard-sphere reference fluid. Physical Review A 41:10, pages 5482-5490.
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M. Iwamatsu. (1989) On the calculation of the thermodynamics of liquid metals using the charged-hard-sphere reference system. Physica B: Condensed Matter 159:3, pages 269-274.
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D. Levesque, J. J. Weis & J. P. Hansen. 1986. Monte Carlo Methods in Statistical Physics. Monte Carlo Methods in Statistical Physics 47 120 .
S. K. Lai. (1985) Use of the charged-hard-sphere reference system in variational thermodynamic calculations. Physical Review A 31:6, pages 3886-3892.
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J.M. Lattimer, C.J. Pethick, D.G. Ravenhall & D.Q. Lamb. (1985) Physical properties of hot, dense matter: The general case. Nuclear Physics A 432:3, pages 646-742.
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Kozo Hoshino. (1984) On the Excess Entropy of Liquid Alkali Metals. Journal of the Physical Society of Japan 53:12, pages 4279-4283.
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D MacGowan. (1983) A discontinuous mean spherical approximation for the strongly coupled one-component plasma. Journal of Physics C: Solid State Physics 16:1, pages 59-76.
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Masaharu Ohba & Kiyoshi Arakawa. (1982) Calculation of the Pair Correlation Functions for Fluids Composed of Diatomic Polar Molecules Based on the Interaction Site Model. Bulletin of the Chemical Society of Japan 55:5, pages 1387-1391.
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J. -P. Badiali & M. -L. Rosinberg. (1982) Mean spherical approximation for charged hard spheres near a charged hard wall in a neutralizing background. The Journal of Chemical Physics 76:6, pages 3264-3270.
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J -P Hansen. (1981) On the equivalence of two models of charged hard spheres in a uniform background. Journal of Physics C: Solid State Physics 14:7, pages L151-L154.
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David MacGowan. (1980) A new derivation of the reference hypernetted chain equation. Physics Letters A 76:3-4, pages 264-266.
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Yaakov Rosenfeld & N. W. Ashcroft. (1979) Mean-spherical model for soft potentials: The hard core revealed as a perturbation. Physical Review A 20:5, pages 2162-2169.
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Yaakov Rosenfeld & N. W. Ashcroft. (1979) Theory of simple classical fluids: Universality in the short-range structure. Physical Review A 20:3, pages 1208-1235.
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M. Parrinello & M.P. Tosi. (1979) Analytic solution of the mean spherical approximation for a multi-component plasma. Chemical Physics Letters 64:3, pages 579-581.
Crossref
D. Levesque, J. J. Weis & J. P. Hansen. 1979. Monte Carlo Methods in Statistical Physics. Monte Carlo Methods in Statistical Physics 47 120 .

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