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Isodielectric values

The thermodynamic description of a process in a solvent has to lead to defined values of AHt and ASx, which are called van t Hoff or original parameters. It follows from Figure 9.23 that one has to differentiate the equilibrium constant of polytherms corresponding to isodielectric values of the solvent on temperature (e.g., to equilibrium constant values of c-d dotted line). [Pg.558]

A great variety of aqueous—organic mixtures can be used. Most of them are listed in Table I with their respective freezing point and the temperature at which their bulk dielectric constant (D) equals that of pure water. These mixtures have physicochemical properties differing from those of an aqueous solution at normal temperature, but some of these differences can be compensated for. For example, the dielectric constant varies upon addition of cosolvent and cooling of the mixture in such a way that cooled mixed solvents can be prepared which keep D at is original value in water and are isodielectric with water at any selected temperature (Travers and Douzou, 1970, 1974). [Pg.247]

Mayer [22], the above correlations indeed work well and are quite useful for predicting values such as the free energy of salt solutions and complex formation in various solvents. Another typical example of the importance of the use of DN and AN as solvent parameters, instead of properties such as the dielectric constant, would be ion pair association constants in isodielectric solvents. For instance, as shown by Mayer [15], association constants of various perchlorates isocyanates, and halides (alkali metal, ammonium, and tetraalkyl ammonium cations) are very different in isodielectric solvents such as nitromethane (DN = 2.7), acetonitrile (DN = 14.1), and DMF (DN = 26.6), whose dielectric constant is around 26 at room temperature. [Pg.23]

This equation corresponds to Eq. (28) of Covington et (Part 2), who found that AG values from electrochemical and spectroscopic experiments agree satisfactorily in mixtures of isodielectric solvents. Relations between AG and 6 have also been treated which involve change of solvation number and nonstatictlcal distribution of the solvated species. ... [Pg.132]


See other pages where Isodielectric values is mentioned: [Pg.467]    [Pg.286]    [Pg.167]    [Pg.167]    [Pg.255]    [Pg.467]    [Pg.48]    [Pg.553]   
See also in sourсe #XX -- [ Pg.459 ]




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Isodielectric

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