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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 45, 1982 - Issue 5
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Original Articles

Solution of the Ornstein-Zernike equation with generalized closure for non-primitive electrolytes

Fernando Vericat Physics Department, University of Puerto Rico, Río Piedras, Puerto Rico, 00931; IFLYSIB, c.c. 565, 1900, La Plata, Argentina
&
Lesser Blum Physics Department, University of Puerto Rico, Río Piedras, Puerto Rico, 00931
Pages 1067-1088 | Received 06 Oct 1981, Accepted 05 Nov 1981, Published online: 22 Aug 2006

Citations (19)

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L. Blum & F. Vericat. (1995) An analytical model of water with sticky spheres of tetrahedral symmetry. Molecular Physics 86:4, pages 809-817.
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Articles from other publishers (18)

M. Lotfikian & H. Modarress. (2003) Modification and application of a non-primitive mean spherical approximation model for simple aqueous electrolyte solutions. Fluid Phase Equilibria 209:1, pages 13-27.
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L. Blum, F. Vericat & Léo Degrève. (1999) The Yukagua model of water. Physica A: Statistical Mechanics and its Applications 265:3-4, pages 396-409.
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Jean-Pierre Simonin, Olivier Bernard & Lesser Blum. (1999) Ionic Solutions in the Binding Mean Spherical Approximation:  Thermodynamic Properties of Mixtures of Associating Electrolytes. The Journal of Physical Chemistry B 103:4, pages 699-704.
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Wen-Bin Liu, Yi-Gui Li & Jiu-Fang Lu. (1998) Nonprimitive Model of Mean Spherical Approximation Applied to Aqueous Electrolyte Solutions. Industrial & Engineering Chemistry Research 37:10, pages 4183-4189.
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L. Blum & F. Vericat. (1996) Solution of the Ornstein−Zernike Equation for Spheres with Octupolar Surface Adhesion:  Toward a Simple Model of Water. The Journal of Physical Chemistry 100:4, pages 1197-1205.
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James A. Given. (1992) Liquid-state methods for random media. II. Spin glasses. The Journal of Chemical Physics 96:3, pages 2287-2295.
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John Eggebrecht & Pelin Ozler. (1990) Multipolar electrolyte solution models. I. Computer simulation of the charged and dipolar hard sphere mixture. The Journal of Chemical Physics 93:3, pages 2004-2015.
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M. F. Golovko & I. A. Protsykevich. (1989) Analytic solution of the mean spherical approximation for ion-dipole model in a neutralizing background. Journal of Statistical Physics 54:3-4, pages 707-733.
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J. S. Ho/ye, E. Lomba & G. Stell. (1988) Mean spherical approximation for a simple model of electrolytes. II. Correlation functions and thermodynamics: Numerical results. The Journal of Chemical Physics 89:12, pages 7462-7470.
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Dongqing Wei & Lesser Blum. (1988) Nonprimitive model of electrolytes: Analytical solution of the mean spherical approximation for an arbitrary mixture of sticky ions and dipoles. The Journal of Chemical Physics 89:2, pages 1091-1100.
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Jayendran C. Rasaiah. 1989. The Liquid State and Its Electrical Properties. The Liquid State and Its Electrical Properties 89 142 .
Hartmut Krienke & Gisbert Weigl. (1988) Ionic Interactions in a Polarizable Dipolar Hard-Sphere Solvent. Annalen der Physik 500:5, pages 313-330.
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L. Blum & D. Q. Wei. (1987) Analytical solution of the mean spherical approximation for an arbitrary mixture of ions in a dipolar solvent. The Journal of Chemical Physics 87:1, pages 555-565.
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M Revere & M P Tosi. (1986) Structure and dynamics of molten salts. Reports on Progress in Physics 49:9, pages 1001-1081.
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I.L. Cooper & J.A. Harrison. (1984) The role of ion—ion interactions in the electrical double layer: symmetrical electrolytes containing equal size ions. Electrochimica Acta 29:8, pages 1147-1159.
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Frank Garisto, P. G. Kusalik & G. N. Patey. (1983) Solvation energy of ions in dipolar solvents. The Journal of Chemical Physics 79:12, pages 6294-6300.
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Fernando Vericat, Lesser Blum & Douglas Henderson. (1983) Nonprimitive electrolyte near a charged wall: Generalized mean spherical approximation. Journal of Electroanalytical Chemistry and Interfacial Electrochemistry 150:1-2, pages 315-324.
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Fernando Vericat, Lesser Blum & Douglas Henderson. (1982) Generalized mean spherical approximation for a mixture of hard ions and hard dipoles against a charged hard wall. The Journal of Chemical Physics 77:11, pages 5808-5815.
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