电解质溶液中摩尔浓度指数与摩尔分数碱渗透系数线性关系的热力学模型及其应用

Zheng Fang
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引用次数: 0

摘要

发现一条线性规则。即在单一电解质溶液中,摩尔分数碱(1‰)上的渗透系数与摩尔浓度指数(m2)呈线性关系。在此基础上,建立了单价、双价、三价、四价、双价、三价电解质的热力学模型,并成功地应用于单价、双价、三价电解质在摩尔碱上的常规渗透系数,以及相对摩尔蒸气压降低、等效电导率等性能的预测。除mk2外,溶质摩尔分数的浓度指数(xk2) mk2 ln (mk2)和xk2 ln (xk2)也分别与I‰呈线性相关。它们都可以用来重现单一电解质溶液的某些性质。文中给出了令人满意的算例。
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A Thermodynamic Model on a Linear Rule between the Molal Concentration Exponential and the Osmotic Coefficients on Mole Fraction Base in Electrolyte Solutions and its Application
A linear rule is discovered. That is the osmotic coefficients on mole fraction base ( I‰ ) are linearly related to the molal concentration exponential ( m k 2 ) in single electrolyte solutions. Based on this rule, a thermodynamic model is developed and successfully used to the single electrolytes with various valent types, such as uniunivalent, biunivalent, triunivalent, tetraunivalent, bibivalent, and tribivalent to predict their conventional osmotic coefficients on molal base ( I¦ ), and also other properties, such as the relative molal vapor pressure lowering, the equivalent conductivity. Besides m k 2 , the x k 2 (the concentration exponential of mole fraction of solute) m k 2 ln ( m k 2 ), and x k 2 ln ( x k 2 ) are also linearly related to I‰ , respectively. They are all capable to be used to reproduce some properties of single electrolyte solutions. The examples with satisfied results have been given.
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