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基于等温线的电解质和非电解质溶液热力学模型,纳入了长程和短程静电相互作用。

Isotherm-based thermodynamic model for electrolyte and nonelectrolyte solutions incorporating long- and short-range electrostatic interactions.

作者信息

Ohm Peter B, Asato Caitlin, Wexler Anthony S, Dutcher Cari S

机构信息

†Department of Mechanical Engineering, University of Minnesota, Twin Cities, 111 Church Street SE, Minneapolis, Minnesota 55455, United States.

‡Air Quality Research Center, University of California at Davis, One Shields Avenue, Davis, California 95616, United States.

出版信息

J Phys Chem A. 2015 Apr 2;119(13):3244-52. doi: 10.1021/jp512646k. Epub 2015 Mar 11.

Abstract

The activities of solutes and solvents in solutions govern numerous physical phenomena in a wide range of practical applications. In prior work, we used statistical mechanics and multilayer adsorption isotherms to develop a transformative model for capturing thermodynamic properties of multicomponent aqueous solutions over the entire concentration range (Dutcher et al. J. Phys. Chem. 2011, 2012, 2013). That model needed only a few adsorption energy values to represent the solution thermodynamics of each solute. In the current work, we posit that the adsorption energies are due to dipole-dipole electrostatic forces in solute-solvent and solvent-solvent interactions. This hypothesis was tested in aqueous solutions on (a) 37 1:1 electrolytes, over a range of cation sizes, from H(+) to tetrabutylammonium, for common anions including Cl(-), Br(-), I(-), NO3(-), OH(-), ClO4(-), and (b) 20 water-soluble organic molecules including alcohols and polyols. For both electrolytes and organic solutions, the energies of adsorption can be calculated with the dipole moments of the solvent, molecular size of the solvent and solute, and the solvent-solvent and solvent-solute intermolecular bond lengths. Many of these physical properties are available in the literature, with the exception of the solute-solvent intermolecular bond lengths. For those, predictive correlations developed here enable estimation of solute and solvent solution activities for which there are little or no activity data.

摘要

溶液中溶质和溶剂的活度在广泛的实际应用中支配着众多物理现象。在之前的工作中,我们运用统计力学和多层吸附等温线,开发了一个变革性模型,用于描述多组分水溶液在整个浓度范围内的热力学性质(Dutcher等人,《物理化学杂志》,2011年、2012年、2013年)。该模型仅需几个吸附能值就能表征每种溶质的溶液热力学。在当前工作中,我们假定吸附能源于溶质 - 溶剂和溶剂 - 溶剂相互作用中的偶极 - 偶极静电力。这一假设在水溶液中针对以下情况进行了测试:(a) 37种1:1电解质,阳离子尺寸范围从H(+)到四丁基铵,常见阴离子包括Cl(-)、Br(-)、I(-)、NO3(-)、OH(-)、ClO4(-);(b) 20种水溶性有机分子,包括醇类和多元醇。对于电解质和有机溶液,吸附能均可通过溶剂的偶极矩、溶剂和溶质的分子尺寸以及溶剂 - 溶剂和溶剂 - 溶质分子间键长来计算。除溶质 - 溶剂分子间键长外,许多这些物理性质在文献中均可获取。对于溶质 - 溶剂分子间键长,此处开发的预测相关性能够估算几乎没有或根本没有活度数据的溶质和溶剂溶液活度。

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