Issue 3, 1984

A new approach to the analysis of absolute free energies, enthalpies and entropies of hydration of individual gaseous ions and absolute single-ion viscosity B-coefficients

Abstract

Least-squares analytical techniques are used to examine additivity relationships for combinedion thermodynamic data to effect appropriation into single-ion components for alkali-metal halide salts by employing Fajans' competition principle. Absolute free energies, enthalpies and entropies of hydration are derived leading to values of ΔHhyd(ion)(g)/kJ mol–1: Li+, –536.3; Na+, –420.8; K+, –337.1; Rb+, –312.5; Cs+, –287.3; F, –513.6; Cl, –362.8; Br, –331.8; I, –291.5; ΔGhyd(ion)(g)/kJ mol–1: Li+, –498.0; Na+, –392.2; K+, –319.2; Rb+, –297.4; Cs+, –274.3; F, –468.2; Cl, –336.0; Br, –309.8; I, –275.0; ΔShyd(ion)(g)/J K–1 mol–1: Li+, –128.5; Na+, –96.1; K+, –60.1; Rb+, –50.7; Cs+, –43.6; F, –151.8; Cl, –89.8; Br, –73.7; I, –55.2. The absolute enthalpy of the proton is assigned to be –1107 kJ mol–1. For the viscosity B-coefficients the following absolute ion values are assigned for B(ion)/dm3 mol–1: Li+, 0.136; Na+, 0.072; K+, –0.021; Rb+, –0.043; Cs+, –0.059; F, 0.133; Cl, 0.007; Br, –0.018; I, –0.055. The significant conclusion from these values is that the customary assumption, widely used in the literature, that B(K+)≈B(Cl) may not be correct and that the Krumgal'z assumption that B(Cs+)≈B(I), suggested in 1973, is more reliable in aqueous solution. We intend to examine this latter question further.

Article information

Article type
Paper

J. Chem. Soc., Faraday Trans. 1, 1984,80, 721-737

A new approach to the analysis of absolute free energies, enthalpies and entropies of hydration of individual gaseous ions and absolute single-ion viscosity B-coefficients

H. D. B. Jenkins and M. S. F. Pritchett, J. Chem. Soc., Faraday Trans. 1, 1984, 80, 721 DOI: 10.1039/F19848000721

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