Thermodynamic consistency and reference scale conversion in multisolvent electrolyte solutions

被引:22
作者
Lee, LL [1 ]
机构
[1] Univ Oklahoma, Sch Chem Engn & Mat Sci, Norman, OK 73019 USA
关键词
D O I
10.1016/S0167-7322(00)00117-3
中图分类号
O64 [物理化学(理论化学)、化学物理学];
学科分类号
070304 ; 081704 ;
摘要
The conversion of activity coefficients and osmotic coefficients between the McMillan-Mayer (MM) framework (comprising most electrolyte theories) and the the Lewis-Randall (LR) framework (including most experimental data) is carefully investigated. Two methodologies are presented: (1) the conversion based on the Kirk-wood-Buff solution theory, and (2) thermodynamic principles (e.g., the Poynting correction). We pay special attention to conversion in multisolvent electrolyte solutions, since its theoretical status is not clearly known, and the industrial importance is great. We clarify the relation between the single-solvent case and the multisolvent case. Formulas valid in the farmer may not be valid in the latter, We develop molecular interpretations whenever possible. The Gibbs-Duhem relation, basis of thermodynamic consistency, is analyzed in both the Lewis-Randall and the McMillan-Mayer frameworks. A new hybrid formula is derived that allows the proper intrusion of MM quantities into the LR picture. Furthermore, we propose the use of the affinity principle (halophilia and halophobia) regarding the solvents to construct useful equations for solvent activity calculations. (C) 2000 Elsevier Science B.V. All rights reserved.
引用
收藏
页码:129 / 147
页数:19
相关论文
共 40 条
[1]   OSMOTIC COEFFICIENTS OF NONAQUEOUS ELECTROLYTE-SOLUTIONS AT THERMODYNAMIC AND MCMILLAN-MAYER LEVEL [J].
BARTHEL, J ;
NEUEDER, R ;
KUNZ, W .
PURE AND APPLIED CHEMISTRY, 1993, 65 (05) :889-894
[2]  
BARTHEL JMG, 1998, PHYSICAL CHEM ELECTR, P132
[3]  
BJERRUM N, 1907, Z ELEKTROCHEM, V24, P259
[4]   LIQUID-VAPOUR EQUILIBRIUM IN SYSTEMS OF ELECTROLYTIC COMPONENTS .V. SYSTEM CH3OH-H2O-LICL AT 60 DEGREES C [J].
BROUL, M ;
HLAVATY, K ;
LINEK, J .
COLLECTION OF CZECHOSLOVAK CHEMICAL COMMUNICATIONS, 1969, 34 (11) :3428-&
[5]   SOME USES AND MISUSES OF THERMODYNAMIC MODELS FOR DILUTE LIQUID SOLUTIONS [J].
CABEZAS, H ;
OCONNELL, JP .
INDUSTRIAL & ENGINEERING CHEMISTRY RESEARCH, 1993, 32 (11) :2892-2904
[6]  
Debye P, 1923, PHYS Z, V24, P185
[7]   A MATHEMATICAL-MODEL FOR EQUILIBRIUM SOLUBILITY OF HYDROGEN-SULFIDE AND CARBON-DIOXIDE IN AQUEOUS ALKANOLAMINE SOLUTIONS [J].
DESHMUKH, RD ;
MATHER, AE .
CHEMICAL ENGINEERING SCIENCE, 1981, 36 (02) :355-362
[8]   Lewis-Randall to McMillan-Mayer Conversion for the Thermodynamic Excess Functions of Solutions. Part I. Partial Free Energy Coefficients [J].
Friedman, Harold L. .
JOURNAL OF SOLUTION CHEMISTRY, 1972, 1 (05) :387-412
[9]   Lewis-Randall to McMillan-Mayer Conversion for the Thermodynamic Excess Functions of Solutions. Part III. Common-Ion Mixtures of Two Electrolytes [J].
Friedman, Harold L. .
JOURNAL OF SOLUTION CHEMISTRY, 1972, 1 (05) :419-431
[10]   Lewis-Randall to McMillan-Mayer Conversion for the Thermodynamic Excess Functions of Solutions. Part II. Excess Energy and Volume [J].
Friedman, Harold L. .
JOURNAL OF SOLUTION CHEMISTRY, 1972, 1 (05) :413-417