首页> 外文期刊>Radiochimica Acta: International Journal for Chemical Aspects of Nuclear Science and Technology >Thermodynamic model for the solubility of BaSeO_4(cr) in the aqueous Ba~(2+)-SeO_4~(2?)-Na~+-H~+-OH~?-H_2O system: Extending to high selenate concentrations
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Thermodynamic model for the solubility of BaSeO_4(cr) in the aqueous Ba~(2+)-SeO_4~(2?)-Na~+-H~+-OH~?-H_2O system: Extending to high selenate concentrations

机译:BaSeO_4(cr)在Ba〜(2 +)-SeO_4〜(2?)-Na〜+ -H〜+ -OH〜?-H_2O水溶液中的溶解度的热力学模型:扩展到高硒酸盐浓度

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摘要

The aqueous solubility of BaSeO_4(cr) was studied at 23 ± 2 °C as a function of Na_2SeO_4 concentrations (0.0001 to 4.1mol kg~(?1)) and equilibration periods (3 to 596 d). The equilibrium, approached fromboth the underand over-saturation directions, in this systemwas reached rather rapidly (≤3 d). The SIT and Pitzer’s ion-interaction models were used to interpret these data and the predictions based on both of these models agreed closely with the experimental data. Thermodynamic analyses of the data show that BaSeO_4(cr) is the solubility-controlling phase for Na_2SeO_4 concentrations <0.59mol kg~(?1). The log_(10)K~0 value for the BaSeO_4(cr) solubility product (BaSeO_4(cr) Ba~(2+) + SeO_4~(2?)) calculated by the SIT and Pitzer models were very similar (?7.32 ± 0.07 with Pitzer and ?7.25 ± 0.11 with SIT). Although the BaSeO_4(cr) solubility product and Ba concentrations as a function of Na_2SeO_4 concentrations predicted by both the SIT and Pitzer models are similar, the models required different sets of fitting parameters. For examples, 1) interpretations using the SITmodel required the inclusion of Ba(SeO_4)_2~(2?) species with log_(10) K~0 = 3.44±0.12 for the reaction (Ba~(2+) + 2SeO_4~(2?) Ba(SeO_4)_2~(2?)), whereas these species are not needed for Pitzer model, and 2) at Na_2SeO_4 concentrations >0.59mol kg~(?1) it was also possible to calculate the value for log_(10) K~0 for the solubility product of a proposed double salt (Na_2Ba(SeO_4)_2(s) 2Na~+ +Ba~(2+) +2SeO_4~(2?)) which for the SIT model is ?(8.70 ± 0.29) whereas for the Pitzer model it is ?(9.19 ± 0.19). The ion-interaction/ionassociation parameters hitherto unavailable for both the SIT and Pitzer models required to fit these extensive data extending to as high ionic strengths as 12.3mol kg~(?1) were determined. The model developed in this study is consistent with all of the reliable literature data, which was also used to extend themodel to bariumconcentrations as high as 0.22 mol kg?1 and pH ranging from 1.4 to 13.8, in addition to selenium concentrations as high as 4.1mol kg~(?1).
机译:研究了BaSeO_4(cr)在23±2°C下的溶解度与Na_2SeO_4浓度(0.0001至4.1mol kg〜(?1))和平衡时间(3至596 d)的关系。在这个系统中,从下饱和和过饱和两个方向都趋于平衡,达到了相当快的速度(≤3d)。 SIT和Pitzer的离子相互作用模型用于解释这些数据,并且基于这两个模型的预测与实验数据非常吻合。数据的热力学分析表明,BaSeO_4(cr)是Na_2SeO_4浓度<0.59mol kg〜(?1)的溶解度控制相。通过SIT和Pitzer模型计算出的BaSeO_4(cr)溶解度乘积(BaSeO_4(cr)Ba〜(2+)+ SeO_4〜(2?))的log_(10)K〜0值非常相似(?7.32± Pitzer为0.07,SIT为±7.25±0.11)。尽管通过SIT和Pitzer模型预测的BaSeO_4(cr)溶解度乘积和Ba浓度作为Na_2SeO_4浓度的函数相似,但是这些模型需要不同的拟合参数集。例如,1)使用SIT模型的解释要求包含Ba(SeO_4)_2〜(2?)物种,其反应的log_(10)K〜0 = 3.44±0.12(Ba〜(2+)+ 2SeO_4〜( 2?)Ba(SeO_4)_2〜(2?)),而Pitzer模型不需要这些物种; 2)Na_2SeO_4浓度> 0.59mol kg〜(?1)时,也可以计算log_的值(10)对于SIT模型而言,拟议的复盐(Na_2Ba(SeO_4)_2(s)2Na〜+ + Ba〜(2+)+ 2SeO_4〜(2?))的溶解度积的K〜0。 Pitzer模型为8.70±0.29),而Pitzer模型为Δ(9.19±0.19)。确定了迄今无法满足SIT和Pitzer模型的离子相互作用/离子缔合参数,这些参数需要拟合这些广泛的数据,并扩展到12.3mol kg〜(?1)的高离子强度。本研究开发的模型与所有可靠的文献数据一致,该模型还用于将模型扩展到钡浓度高达0.22 mol kg?1,pH范围从1.4到13.8,硒浓度高达4.1。摩尔千克〜(≤1)。

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