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A new equation of state for real aqueous ionic fluids based on electrolyte perturbation theory, mean spherical approximation and statistical associating fluid theory

机译:基于电解质微扰理论,均值球面近似和统计缔合流体理论的真实水离子流体状态方程

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摘要

Based on perturbation theory, a new equation of state is developed for real electrolyte aqueous fluids, which is composed of ion-ion, ion-dipole, dipole-dipole, Lennard-Jones dispersion, hydrogen bonding association and hard sphere repulsion terms. The MSA equation from Blum is adopted instead of the perturbed electrostatic term, which simplifies the calculation. The SAFT equation is adopted for the calculation of hydrogen bond association for water molecules. For each electrolyte, only one adjustable parameter, i.e., the cation soft sphere diameter, is regressed. The experimental mean ionic activity coefficient data of 30 aqueous electrolytes (including 1:1, 2:1 and 1:2 electrolytes) were correlated. The parameters thus obtained can be used to predict the densities of these aqueous single electrolyte solutions and the mean ionic activity coefficients in mixed electrolyte aqueous solutions without any additional adjustable mixing parameters.
机译:基于微扰理论,为真实的电解质水溶液建立了一个新的状态方程,该方程由离子-离子,离子-偶极,偶极-偶极,Lennard-Jones分散,氢键结合和硬球排斥项组成。采用Blum公司的MSA方程代替了扰动的静电项,从而简化了计算。 SAFT方程用于计算水分子的氢键缔合。对于每种电解质,仅回归一个可调节参数,即阳离子软球直径。关联了30种水性电解质(包括1:1、2:1和1:2电解质)的实验平均离子活度系数数据。这样获得的参数可以用于预测这些单一电解质水溶液的密度和混合电解质水溶液中的平均离子活度系数,而无需任何其他可调节的混合参数。

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