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Handbook of Solvents - George Wypych - ChemTech - Ventech!

Handbook of Solvents - George Wypych - ChemTech - Ventech!

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10.3 Solvent effects based on pure solvent scales 609<br />

They found the frequency <strong>of</strong> this vibration in DMSO to be shifted by more than 150 cm -1<br />

and to be correlated to the Gutmann acceptor number (AN) for the solvents. Based on our<br />

analysis, the frequency shift reflects the acidity and, to a lesser extent, the polarity <strong>of</strong> the solvent,<br />

according to the following equation:<br />

v S=O = 38.90(±7.50)SPP - 89.67(±4.60)SA + 1099.1 [10.3.22]<br />

with n = 21, r = 0.979 and sd = 6.8 cm -1 .<br />

This fit is very good, taking into account that it encompasses highly polar solvents<br />

such as DMSO itself, highly acidic solvents such as trifluoroacetic acid (SPP=1.016,<br />

SA=1.307), and highly non-polar and non-acidic solvents such as the gas phase.<br />

Giam and Lyle 84 determined the solvent sensitivity <strong>of</strong> the 19 F NMR shifts on<br />

4-fluoropyridine relative to benzene as an internal reference in 31 <strong>of</strong> the solvents listed in<br />

Table 10.3.1. If DMF is excluded on the grounds <strong>of</strong> its odd value, the chemical shifts for the<br />

remaining 30 solvents are accurately described by the following function <strong>of</strong> solvent acidity<br />

and polarity:<br />

Δ 4F = -1.66(±0.57)SPP - 6.84(±0.36)SA - 6.50(±0.45) [10.3.23]<br />

with r = 0.971 and sd = 0.34 ppm.<br />

Clearly, the acidity <strong>of</strong> the medium is the dominant factor in the chemical shift measured<br />

for this compound, which reveals the central role played by the lone electron pair in<br />

pyridine.<br />

Both absorption and emission electronic transitions are acceptably described by our<br />

scales, as shown by a recent study 85 on the solvation <strong>of</strong> a series <strong>of</strong> probes containing an<br />

intramolecular hydrogen bond, so no further comment is made here other than the following:<br />

even if one is only interested in evaluating the change in dipole moment upon electronic<br />

excitation via solvatochromic analysis, a multi-parameter analysis must be conducted in order<br />

to isolate the shifts corresponding to the pure dipolar effect <strong>of</strong> the solvent. 85<br />

Lagalante et al. 86 proposed the use <strong>of</strong> 4-nitropyridine N-oxide as a suitable<br />

solvatochromic indicator <strong>of</strong> solvent acidity. The hypsochromic shifts determined by these<br />

authors for 43 <strong>of</strong> the solvents in Table 10.3.1 are due largely to the acidity <strong>of</strong> solvent and, to<br />

a lesser extent, also to its basicity; based on the following equation, however, solvent polarity<br />

induces a bathochromic shift in the band:<br />

v max = -0.92(±0.44)SPP + 0.68(±0.17)SB + 3.63(±0.23)SA +29.10(±0.31) [10.3.24]<br />

with r = 0.943 and sd = 0.31 kK.<br />

As can be seen from Figure 10.3.7, this probe classifies solvents in groups encompassing<br />

non-acidic solvents (below 29 kK), moderately acidic solvents (at about 30 kK) and<br />

highly acidic solvents (between 31 and 32 kK). Because the solvatochromism does not<br />

change gradually with increase in solvent acidity, the probe appears to be unsuitable for<br />

quantifying this effect.<br />

Davis 87 determined the solvatochromism <strong>of</strong> a charge-transfer complex formed by<br />

tetra-n-hexylammonium iodide-nitrobenzene in 23 different solvents and, using the Z and<br />

E T(30) scales, observed a bilinear behavior in scarcely polar and highly polar solvents. A

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