Answers are grounded in this paper and cite their sources.
A comprehensive study of complexation between potassium salts and 18-crown-6 in 14 different solvents shows stability constant K increases by >10 4 from water to pure methanol or to propylene carbonate (PC), with constants increasing in the order H 2 O < HMPT < DMSO < DMF < MeCHOHMe < MeCN < Me 2 CO < MeOH < PC. The mostly calorimetrically determined thermodynamic values of complexation between metal ion m and ligand l (Δ G ml, Δ H ml, Δ S ml ) are compared with a large range of available solvent properties. Linear correlations (with coefficients R ≈ >0.95) are obtained for Δ G ml with standard Gibbs transfer energies Δ G ° t of the metal ion from water to the given solvent. Analyses of literature data with some other cations and ligands, including the [222] cryptand, also revealed, that the complexation constant changes are essentially a linear function of the cation desolvation free energies. Less meaningful correlations (R ≈ <0.9) are obtained with values characterizing the electron donor capacity of the solvent. Parameters characterizing the solvent polarity, such as E T, are extremely poor descriptors ( R = 0.3) of the medium effects. In binary dioxane−water mixtures Δ G ml and even Δ H ml correlates well with the vol % of water, or with corresponding solvophobicity parameters S p ( R = 0.97). The reaction enthalpies Δ H vary much more than Δ G, for instance from 12 kJ/mol (in MeCN) to 68 kJ/mol (in Me 2 CHOH), without meaningful correlations to known solvent properties, or between Δ G and Δ H . An exception is the correlation of Δ H with the solvent polarity index π* (with R = 0.996, if MeCN is excluded). Solvent effects on the ligands are studied by NMR in view of the possible geometry changes of crown ethers from oxygen-in (with aprotic solvents) to oxygen-out (with water) conformations of the macrocycles. Preliminary NMR results, however, point to similar oxygen-in conformations in water as well as in chloroform, in line with molecular mechanics calculations.
No takes yet. Share an insight, caveat, or question.
Solov’ev et al. (1996) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: