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On the theoretical description of the liquid-vapor coexistence of water-like models with square-well attraction and site-site chemical association

机译:方形景观与现场 - 位点化学结合的水样模型液相蒸气共存的理论描述

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摘要

A liquid-vapor coexistence envelope for water-like models with square-well attraction between particles and with four attractive associating sites per particle has been investigated. The mean-field theory and the first-order mean spherical approximation for attractive interactions together with the first-order thermodynamic perturbation theory of Wertheim for association have been applied to construct the temperature - density and the temperature - chemical potential projections of the equation of state. In addition, the dependence of the fraction of non-bonded particles on the parameters of the models has been evaluated and analyzed. We explored a set of models with different square-well width and energy of associative interaction. In some cases a comparison with computer simulation data has been performed. For two specific parameter sets previously proposed to mimic water properties a comparison with experimental data for the vapor-liquid coexistence envelope and for vapor pressure has been performed. It is shown that the applied theoretical procedures are successful and can be used with confidence. On the other hand, they provide solid basis to apply in the theory of inhomogeneous associating fluids.
机译:已经研究了一种用于颗粒之间的平方孔的水样模型的液体蒸气共存包络,并且已经研究了每种颗粒的四个有吸引力的关联位点。平均场理论和有吸引力相互作用与Wertheim的一阶热力学扰动理论的主要阶段理论已经应用于构建状态方程的温度 - 密度和温度 - 化学电位投影。此外,已经评估和分析了非粘结颗粒的级分在模型参数上的依赖性。我们探索了一套具有不同平方井宽和联想互动能量的模型。在某些情况下,已经执行与计算机模拟数据的比较。对于先前提出的用于模拟水性的两个特定参数集,已经进行了与蒸汽液体共存包络和蒸气压的实验数据的比较。结果表明,所应用的理论程序是成功的,可以放置自信。另一方面,它们提供坚实的基础,以适用于不均匀关联流体的理论。

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