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首页> 外文期刊>The Journal of Chemical Physics >ON THE RELATION BETWEEN THE WERTHEIMS TWO-DENSITY INTEGRAL EQUATION THEORY FOR ASSOCIATING FLUIDS AND CHANDLER-SILBEY-LADANYI INTEGRAL EQUATION THEORY FOR SITE-SITE MOLECULAR FLUIDS
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ON THE RELATION BETWEEN THE WERTHEIMS TWO-DENSITY INTEGRAL EQUATION THEORY FOR ASSOCIATING FLUIDS AND CHANDLER-SILBEY-LADANYI INTEGRAL EQUATION THEORY FOR SITE-SITE MOLECULAR FLUIDS

机译:关联流体的Wertheims两密度积分方程理论与现场分子流体的钱德勒-希尔比-拉丹尼积分方程之间的关系

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摘要

It is demonstrated that Chandler-Silbey-Ladanyi integral equation theory for the site-site molecular fluids is the limiting case of complete association of more general two-density integral equation theory for associating fluids developed by Wertheim. The analysis is presented for a site-site molecular system with any number and geometrical arrangement of the sites in the molecule and arbitrary type of the site-site pair interaction. (C) 1996 American Institute of Physics. [References: 32]
机译:证明了现场分子流体的Chandler-Silbey-Ladanyi积分方程理论是Wertheim开发的用于缔合流体的更通用的两密度积分方程理论完全缔合的极限情况。提出了针对具有分子中的位点的任何数量和几何排列以及位点对相互作用的任意类型的位点分子系统的分析。 (C)1996年美国物理研究所。 [参考:32]

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