Modified Mean Spherical Model for a Binary System of Interacting Hard Spheres with Factorizable Coupling Strength

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概要

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• The solution of the Ornstein-Zernike equation is investigated in the modified meanspherical approximation for a binary system consisting of eqttal-size hard spheres in-teracting with each other via a pairwise tail potential such as a,a,cp(r), with a,a, andpar) being the coupling strength between i- and 7-species of hard spheres and an ar-bitrary potential function, respectively. For the Bhatia-Thornton partial structure fac-tors S..(q), S..(q) and S..(q), this solution procluces a relationship like [5.. -S.1[S.. -c,c.3=S4., where S.(q) equals S..(q) at a.=a.=O and c,is the concentration.It is also shown that this relationship is in reasonably good agreement with the ex-perimental results on thermodynamic properties of liquid Li-Pb alloy.

• 一般社団法人日本物理学会の論文
• 1988-04-15

著者

• Ginoza Mitsuaki

  Department Of Physics College Of Science University Of The Ryukyus

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