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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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532 Y. Y. Fialkov, V. L. Chumak<br />

methanol (ε=32.6). But the maximum stability <strong>of</strong> that isomer is reached in low-polar<br />

trifluoroacetic acid as solvent (ε=8.3).<br />

Formation <strong>of</strong> the internal-molecular H-bonding is the cause <strong>of</strong> the increasing conformer<br />

stability, <strong>of</strong>ten <strong>of</strong> gosh-type. Therefore solvents able to form sufficiently strong external<br />

H-bonds destroy the internal-molecular H-bonding. It leads to change <strong>of</strong> conformer<br />

occupation and also to decrease <strong>of</strong> the internal rotation barrier.<br />

Due to sufficiently high donority, the benzene has a comparatively high degree <strong>of</strong> conformer<br />

specific solvation (“benzene effect”). This leads to <strong>of</strong>ten stronger stabilization <strong>of</strong><br />

conformer with higher dipole moment in benzene than in substantially more polar<br />

acetonitrile.<br />

In a number <strong>of</strong> cases, the well-fulfilled linear correlation between conformer transformation<br />

constants and the parameter ET <strong>of</strong> mixed solvent exists (see Section 9.3.4.3).<br />

It is <strong>of</strong>ten the solvent effect that is the only method <strong>of</strong> radical change <strong>of</strong> relative contents<br />

<strong>of</strong> different conformer forms. Thus, with the help <strong>of</strong> the isochore equation <strong>of</strong> chemical<br />

reaction, the data on equilibrium constants and enthalpies <strong>of</strong> dichloroacetaldehyde conformer<br />

transformation allow us to calculate that, to reach the equilibrium constant <strong>of</strong> axial<br />

rotamer formation in cyclohexane as solvent (it is equal to 0.79) to magnitude K=0.075 (as<br />

it is reached in DMSO as solvent), it is necessary to cool the cyclohexane solution to 64K<br />

(-209 o C). At the same time, it is not possible because cyclohexane freezing point is +6.5 o C.<br />

By analogy, to reach the “dimethylsulfoxide” constant to value <strong>of</strong> “cyclohexane”, DMSO<br />

solution must be heated to 435K (162 o C).<br />

9.4.4 SOLVENT EFFECT ON THE PROCESS OF HETEROMOLECULAR<br />

ASSOCIATION<br />

Solvent effect on the process <strong>of</strong> heteromolecular association<br />

mE + nF ↔ E mFn [9.64]<br />

has been studied in detail. 22,23 In spite <strong>of</strong> this, monographs are mainly devoted to individual<br />

solvents.<br />

In universal media formed by two solvate-inert solvents according to equation [9.53a],<br />

equilibrium constants <strong>of</strong> the process <strong>of</strong> heteromolecular adduct formation depend exponentially<br />

on reciprocal permittivity; thus<br />

ln K = a + b / ε [9.65]<br />

add<br />

The process <strong>of</strong> adduct formation <strong>of</strong> acetic acid (HAc) with tributyl phosphate (TBP)<br />

nHAc•TBP in the mixed solvent n-hexane-nitrobenzene 7 can serve as an example <strong>of</strong> the<br />

[9.65] dependence validity. Equilibrium constants <strong>of</strong> the mentioned above adducts in individual<br />

and some binary mixed solvents are presented in Table 9.2.<br />

The concentration <strong>of</strong> adduct EF cM is related to constant Kadd and initial concentration<br />

o<br />

<strong>of</strong> the components c M by equation<br />

o ( add M )<br />

o<br />

12 /<br />

cM= ⎡2Kadd<br />

cM+ 1− 4K c + 1 ⎤ / 2Kadd<br />

[9.66]<br />

⎣⎢<br />

⎦⎥

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