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An accurate density functional theory for the vapor-liquid interface of associating chain molecules based on the statistical associating fluid theory for potentials of variable range

机译:基于可变范围电势的统计缔合流体理论的精确缔合链分子气液界面密度泛函理论

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摘要

A Helmholtz free energy density functional is developed to describe the vapor-liquid interface of associating chain molecules. The functional is based on the statistical associating fluid theory with attractive potentials of variable range (SAFT-VR) for the homogenous fluid [A. Gil-Villegas, A. Galindo, P. J. Whitehead, S. J. Mills, G. Jackson, and A. N. Burgess, J. Chem. Phys. 106, 4168 (1997)]. A standard perturbative density functional theory (DFT) is constructed by partitioning the free energy density into a reference term (which incorporates all of the short-range interactions, and is treated locally) and an attractive perturbation (which incorporates the long-range dispersion interactions). In our previous work [F. J. Blas, E. Martin del Rio, E. de Miguel, and G. Jackson, Mol. Phys. 99, 1851 (2001); G. J. Gloor, F. J. Blas, E. Martin del Rio, E. de Miguel, and G. Jackson, Fluid Phase Equil. 194, 521 (2002)] we used a mean-field version of the theory (SAFT-HS) in which the pair correlations were neglected in the attractive term. This provides only a qualitative description of the vapor-liquid interface, due to the inadequate mean-field treatment of the vapor-liquid equilibria. Two different approaches are used to include the correlations in the attractive term: in the first, the free energy of the homogeneous fluid is partitioned such that the effect of correlations are incorporated in the local reference term; in the second, a density averaged correlation function is incorporated into the perturbative term in a similar way to that proposed by Toxvaerd [S. Toxvaerd, J. Chem. Phys. 64, 2863 (1976)]. The latter is found to provide the most accurate description of the vapor-liquid surface tension on comparison with new simulation data for a square-well fluid of variable range. The SAFT-VR DFT is used to examine the effect of molecular chain length and association on the surface tension. Different association schemes (dimerization, straight and branched chain formation, and network structures) are examined separately. The surface tension of the associating fluid is found to be bounded between the nonassociating and fully associated limits (both of which correspond to equivalent nonassociating systems). The temperature dependence of the surface tension is found to depend strongly on the balance between the strength and range of the association, and on the particular association scheme. In the case of a system with a strong but very localized association interaction, the surface tension exhibits the characteristic "s shaped" behavior with temperature observed in fluids such as water and alkanols. The various types of curves observed in real substances can be reproduced by the theory. It is very gratifying that a DFT based on SAFT-VR free energy can provide an accurate quantitative description of the surface tension of both the model and experimental systems. (C) 2004 American Institute of Physics.
机译:开发了亥姆霍兹自由能密度泛函来描述缔合链分子的气液界面。该功能是基于统计关联流体理论和均质流体[A. Gil-Villegas,A.Galindo,P.J.Whitehead,S.J.Mills,G.Jackson和A.N.Burgess,J.Chem。物理106,4168(1997)]。通过将自由能密度划分为参考项(包含所有短程相互作用,并在本地进行处理)和有吸引力的摄动(包含长程色散相互作用)来构建标准摄动密度泛函理论(DFT) )。在我们以前的工作中[F. J. Blas,E。Martin del Rio,E。de Miguel和G. Jackson,Mol。物理99,1851(2001); G. J. Gloor,F。J. Blas,E。Martin del Rio,E。de Miguel和G. Jackson,流体相平衡。 194,521(2002)],我们使用了该理论的均值形式(SAFT-HS),其中在有吸引力的术语中忽略了对的相关性。由于对气液平衡的平均场处理不充分,因此这仅提供了气液界面的定性描述。两种不同的方法用于在吸引项中包括相关性:首先,对均质流体的自由能进行分区,以便将相关性的影响合并到本地参考项中。第二,以类似于Toxvaerd提出的方法将密度平均相关函数合并到微扰项中。 Toxvaerd,J.Chem。物理64,2863(1976)]。与可变范围的方井流体的新模拟数据相比,后者可以提供最准确的汽液表面张力描述。 SAFT-VR DFT用于检查分子链长度和缔合对表面张力的影响。分别检查了不同的关联方案(二聚化,直链和支链形成以及网络结构)。发现缔合流体的表面张力被限制在非缔合极限和完全缔合极限之间(两者均对应于等效的非缔合系统)。发现表面张力的温度依赖性在很大程度上取决于结合强度和范围之间的平衡以及特定的结合方案。在具有强但非常局限的缔合相互作用的系统的情况下,表面张力随温度在诸如水和链烷醇之类的流体中观察到而呈现出特征性的“成形”行为。该理论可以重现真实物质中观察到的各种类型的曲线。非常令人高兴的是,基于SAFT-VR自由能的DFT可以对模型和实验系统的表面张力提供准确的定量描述。 (C)2004年美国物理研究所。

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