Interactions in the Quaternary Systems H2O−Y(NO3)3−La(NO3)3−Pr(NO3)3, H2O−Y(NO3)3−La(NO3)3−Nd(NO3)3 and H2O−Y(NO3)3−Pr(NO3)3−Nd(NO3)3 to Very High Concentrations

被引:0
作者
Mei He
Zhi-Chang Wang
机构
[1] Northeastern University,Department of Chemistry
[2] Institute of Chemical Technology,undefined
来源
Journal of Solution Chemistry | 2006年 / 35卷
关键词
Isopiestic measurements; Modified Pitzer ion–interaction model extending to ; Zdanovskii–Stokes–Robinson model; Partial ideal solution model; Aqueous rare earth nitrates; Quaternary systems;
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摘要
Isopiestic measurements have been carried out for the quaternary systems H2O−Y(NO3)3−La(NO3)3−Pr(NO3)3, H2O−Y(NO3)3−La(NO3)3−Nd(NO3)3 and H2O−Y(NO3)3−Pr(NO3)3−Nd(NO3)3 at 298.15 K to near saturation. The measurements can be represented by a modified Pitzer ion–interaction model extending to C(3) within the experimental uncertainty over the full concentration range. In addition, these systems obey the Zdanovskii-Stokes-Robinson model or partial ideal solution model within isopiestic accuracy, indicating zero solute-solute interchange energy, which is consistent with the nature of salts of the trivalent rare earth ions.
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页码:1607 / 1619
页数:12
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共 91 条
[1]  
Stokes R.H.(1966)Interactions in aqueous nonelectrolyte solutions. I. Solute—solvent equilibria J. Phys. Chem. 70 2126-2131
[2]  
Robinson R.A.(1973)A general method of predicting the water activity of ternary aqueous solutions from binary data Can. J. Chem. Eng. 51 234-241
[3]  
Chen H.(1980)The linear concentration rules at constant partial molar quantity Ψ Acta Metall. Sinica 16 195-206
[4]  
Sangster J.(1981)—extension of Turkdogan's rule and Zdanovskii's rule Acta Metall. Sinica 17 168-176
[5]  
Teng T.T.(1982)Thermodynamics of multicomponent systems at constant partial molar quantity Ψ Acta Metall. Sinica 18 141-152
[6]  
Lenzi F.(1989)— Thermodynamical aspect of iso-Ψ J. Chem. Thermodyn. 21 653-665
[7]  
Wang Z.-C.(1990) rules of Zdanovskii-type and Turkdogan-type J. Chem. Soc. Faraday Trans. 86 3641-3646
[8]  
Wang Z.-C.(1973)The theory of partial simple solutions for multicomponent systems J. Phys. Chem. 77 268-277
[9]  
Wang Z.-C.(1974)High-temperature isopiestic studies on (1 , y)Hg + y(1 , t)Bi + ytSn(1) at 600 K. Comparison with the partial ideal solution model J. Am. Chem. Soc. 96 5701-5707
[10]  
Wang Z.-C.(1985)Pure component A + classically ideal solution (B + C + ⋯) = ? J. Chem. Eng. Data 30 120-128