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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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9.4 Mixed solvent influence on the chemical equilibrium 545<br />

+ +<br />

ROH + Py ↔ HPy + ROH<br />

[9.104]<br />

2<br />

The solutions <strong>of</strong> trifluoroacetic acid in ethanol and methanol in the temperature range<br />

273.15-323.15K were investigated. The dependence <strong>of</strong> K us on permittivity and temperature<br />

is described by the equation:<br />

ln K us = 9.44 + 1768/T + 77.8/ε - 11076/εT<br />

Unlike the processes considered above, in the case <strong>of</strong> process [9.104] permittivity decrease<br />

leads to decreasing K us. The explanation <strong>of</strong> the results based on covalent and electrostatic<br />

components <strong>of</strong> resolvation process enthalpy is given. 50<br />

The reaction [9.104] also has been studied for isodielectric mixtures <strong>of</strong> alcoholchlorobenzene<br />

with ε=20,2 (permittivity <strong>of</strong> pure n-propanol) and ε=17.1 (permittivity <strong>of</strong><br />

pure n-butanol) to investigate the relative effect <strong>of</strong> universal and specific solvation on the<br />

resolvation process. The mixtures were prepared by adding chlorobenzene to methanol, ethanol,<br />

and C 1-C 3 alcohol. Alcohol is a solvate-active component in these isodielectric solvents.<br />

K us data are given in Table 9.6.<br />

Table 9.6. Equilibrium constants <strong>of</strong> the process [9.104] in isodielectric solvents<br />

<strong>Solvents</strong> with ε=20.2 Kus×10 -5<br />

<strong>Solvents</strong> with ε=17.1 Kus×10 -5<br />

Methanol +23.5% chlorobenzene 3.9 Methanol + 32.8% chlorobenzene 1.4<br />

Ethanol + 13% chlorobenzene 4.9 Ethanol + 24% chlorobenzene 2.0<br />

n-Propanol 7.3 n-Butanol 4.9<br />

Insignificant increase <strong>of</strong> K us in n-butanol (or n-propanol) solution in comparison to<br />

methanol is due to relaxation <strong>of</strong> the proton-alcohol bond, when the distance <strong>of</strong> ion-dipole interaction<br />

increases.<br />

The change <strong>of</strong> donor property <strong>of</strong> the solvate-active component is not significant. The<br />

equations relating K us to ε permit to divide free energy <strong>of</strong> resolvation process into the components.<br />

Corresponding data are presented in Table 9.7.<br />

Table 9.7. The components <strong>of</strong> free energy (kJ mol -1 ) <strong>of</strong> proton resolvation process at<br />

298.15K<br />

Solvent ε<br />

σΔG el in process<br />

[9.102] [9.104]<br />

HCl HOSO3CH3 CF3COOH Methanol 32.6 3.9 2.0 -3.1<br />

Ethanol 24.3 5.3 2.7 -4.1<br />

n-Propanol 20.1 6.4 3.3 -5.0<br />

n-Butanol 17.1 7.5 3.9 -5.9<br />

n-Pentanol 14.4 8.9 4.6 -

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