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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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4.1 Simple solvent characteristics 111<br />

This approach has become a constituent <strong>of</strong> the Hansen approach and has not received a<br />

separate development.<br />

Polar interactions can themselves be divided into two types:<br />

• Polar interactions where molecules having permanent dipole moments interact in<br />

solution with the dipole orientation in a symmetrical manner. It follows that the<br />

geometric mean rule is obeyed for orientation interactions and the contribution <strong>of</strong><br />

dipole orientations to the cohesive energy and dispersion interactions.<br />

• Polar interactions accompanied by the dipole induction. These interactions are<br />

asymmetrical.<br />

Thus for a pure polar liquid without hydrogen bonds: 10<br />

2 2 2<br />

δ = δ + δ + 2δ<br />

δ<br />

d or d in [4.1.16]<br />

where:<br />

δd dispersion contribution to the solubility parameter<br />

δor orientation contribution to the solubility parameter<br />

δin induction contribution to the solubility parameter.<br />

A more traditional approach <strong>of</strong> contribution <strong>of</strong> the induction interaction was published<br />

elsewhere; 11 however, it was used only for the estimation <strong>of</strong> the common value <strong>of</strong> the δparameter<br />

rather than for evaluation <strong>of</strong> solubility:<br />

δ = δ + δ + δ<br />

2 2 2 2<br />

d p i [4.1.17]<br />

The first method taking into account the hydrogen bonding was proposed by<br />

Beerbower et al., 12 who expressed hydrogen bonding energy through the hydrogen bonding<br />

number Δν. The data for various solvents were plotted into a diagram with the solubility parameter<br />

along the horizontal axis and the hydrogen bonding number Δν along the vertical<br />

axis. Data were obtained for a given polymer for suitable solvents. All solvents in which a<br />

given polymer was soluble got a certain regions. Lieberman also plotted two-dimensional<br />

graphs <strong>of</strong> solubility parameters versus hydrogen-bonding capabilities. 13<br />

On the base <strong>of</strong> work by Gordy and Stanford, the spectroscopic criterion, related to the<br />

extent <strong>of</strong> the shift to lower frequencies <strong>of</strong> the OD infrared absorption <strong>of</strong> deuterated methanol,<br />

was selected. It provides a measure <strong>of</strong> the hydrogen-bonding acceptor power <strong>of</strong> a solvent.<br />

14,15 The spectrum <strong>of</strong> a deuterated methanol solution in the test solution was compared<br />

with that <strong>of</strong> a solution in benzene and the hydrogen-bonding parameter was defined as<br />

where:<br />

γ =Δ ν/10<br />

[4.1.18]<br />

Δν OD absorption shift (in wavenumber).<br />

Crowley et al. 16 used an extension <strong>of</strong> this method by including the dipole moment <strong>of</strong><br />

the solvents. One <strong>of</strong> the axis represented solubility parameter, the second the dipole moment,<br />

and the third hydrogen bonding expressed by spectroscopic parameter γ. Because this<br />

method involved an empirical comparison <strong>of</strong> a number <strong>of</strong> solvents it was impractical. Nelson<br />

et al. 17 utilized this approach to hydrogen bond solubility parameters. Hansen (see the<br />

next section) developed this method.<br />

18<br />

Chen introduced a quantity χH

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