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The Softness Parameters of Ions. Prediction of the Occurrence of Miscibility Gaps in Molten Salt Mixtures
Author(s) -
Marcus Y.
Publication year - 1972
Publication title -
israel journal of chemistry
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.908
H-Index - 54
eISSN - 1869-5868
pISSN - 0021-2148
DOI - 10.1002/ijch.197200065
Subject(s) - chemistry , miscibility , ion , dimensionless quantity , halide , salt (chemistry) , thermodynamics , molten salt , reciprocal , metal halides , coordination number , inorganic chemistry , organic chemistry , physics , polymer , linguistics , philosophy
Softness parameters σ M for cations and σ X for anions, have been calculated as dimensionless quantities for approx. 90 cations and 18 anions. They are given by σ M = [σ A (M m + ) ‐ σ A (H + )]/σ A (H + ) and σ X = [σ B (X a − ) ‐ σ B (OH − )]/σ A (H + ) where σ A = [σI i (M) + Δ H 0 h (M m + )]/ m and σ B = [‐ E a (X) + Δ H 0 h (X a − )]/ a are Ahrland's parameters. The new normalized and comparative (to the test ions H + and OH − ) softness parameters are positive for soft ions and negative for hard ones. These parameters, obtained independently, are used with a four‐coefficient equation to calculate coordinate bond energies for metal halides with acceptable accuracy. Considerations of the average coordination in reciprocal molten salt mixture lead to an expression for the metathesis energy change as proportional to the product of the differences in softness parameters of the two cations and the two anions. An empirical one‐coefficient equation involving the softness parameters is proposed to deal with next‐nearest‐neighbor interactions in binary common‐ion molten salt mixtures. These relationships are then used with Blander and Topol's equation to predict the occurrence of irascibility gaps in uni‐univalent reciprocal salt mixtures. The gaps found in other systems are also discussed in terms of the softness of the constituent ions.