Numerical Solutions of the Convolution‐Hypernetted Chain Integral Equation for the Pair Correlation Function of a Fluid. II. The Hard‐Sphere Potential
Author:
Publisher
AIP Publishing
Subject
Physical and Theoretical Chemistry,General Physics and Astronomy
Link
http://aip.scitation.org/doi/pdf/10.1063/1.1734455
Reference15 articles.
1. Numerical Solutions of the Convolution‐Hypernetted Chain Integral Equation for the Pair Correlation Function of a Fluid. I. The Lennard‐Jones (12, 6) Potential
2. Radial Distribution Functions and the Equation of State of a Fluid Composed of Rigid Spherical Molecules
3. Further Results on Monte Carlo Equations of State
4. Further Results on Monte Carlo Equations of State
5. Phase Transition for a Hard Sphere System
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1. Distribution Function of Classical Fluids of Hard Spheres. I;Advances in Chemical Physics;2007-03-14
2. Integral equation theory description of phase equilibria in classical fluids;Physics Reports;1996-09
3. Singularity of the HNC equation occurring at a very high density for hard spheres;Molecular Physics;1991-11
4. Nematic to smectic‐A transition of parallel dipolar hard spherocylinders and ellipsoids, a hypernetted chain equation study;The Journal of Chemical Physics;1990-03
5. Coincidence theorem for the direct correlation function of hard-particle fluids;Journal of Statistical Physics;1988-09
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