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Concentrated aqueous electrolyte solutions: Analytical equations for humidity-concentration dependence

机译:浓电解质水溶液:湿度浓度依赖性的分析方程式

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The Henry's law, Freundlich, and Dubinin-Astakhov, Brunauer-Emmett-Teller equations, and a new modification of the BET equation are used for the thermodynamic analysis of the activity of water over wide ranges of temperature (260-600 K) and water content (mole fraction 0.3-0.8) in concentrated aqueous solutions of electrolytes. The solutes considered are H2SO4, CaCl2, LiBr, LiCl, LiI, MgCl2, and NaOH in bulk solutions, and CaCl2 and LiBr dispersed in porous matrixes. The generalized Henry's law equation is found to afford a correct extrapolation of bulk solution properties measured at low and moderate salt concentrations to the region of low water content. The suggested modification of the BET equation as well as the Dubinin-Astakhov equation give an accurate (relative error less than 1%) description of literature data on the humidity-concentration dependence and can be used for the reliable prediction of this dependence in the region of intermediate conditions. [References: 35]
机译:亨利定律,Freundlich和Dubinin-Astakhov,Brunauer-Emmett-Teller方程以及BET方程的新修改形式用于在宽温度范围(260-600 K)和水范围内对水的活度进行热力学分析电解质浓水溶液中的氟含量(摩尔分数0.3-0.8)。考虑的溶质为散装溶液中的H2SO4,CaCl2,LiBr,LiCl,LiI,MgCl2和NaOH,以及分散在多孔基质中的CaCl2和LiBr。发现广义的亨利定律方程可将在中低盐浓度下测得的本体溶液性质正确推算到低水含量区域。 BET方程以及Dubinin-Astakhov方程的建议修改形式给出了关于湿度浓度依赖性的文献数据的准确描述(相对误差小于1%),可用于对该区域中这种依赖性的可靠预测中间条件。 [参考:35]

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