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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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10.1 General concept <strong>of</strong> acid-base interactions 567<br />

Cl 2p 3/2 ,eV<br />

Finally the plot <strong>of</strong> ΔH AB/AN vs. DN/AN gives K a and K b. Further details <strong>of</strong> this method are<br />

described elsewhere. 4-9 It can be seen that the procedure is complicated. The various conditions<br />

<strong>of</strong> experiments conducted in various laboratories were sufficiently different to prevent<br />

correlation <strong>of</strong> data between laboratories. 10 To rectify this situation, a large body <strong>of</strong> data was<br />

obtained for 45 solvents and 19 polymers tested under uniform conditions. 10<br />

Fowkes 11 showed that the carbonyl stretching frequency shifts to lower values as the<br />

dispersion component <strong>of</strong> surface tension increases. The following empirical relationship<br />

was proposed:<br />

AB<br />

ΔH = 0. 236Δv<br />

[10.1.8]<br />

AB<br />

where:<br />

ΔHAB the enthalpy change on acid-base adduct formation<br />

Δv AB<br />

projection <strong>of</strong> carbonyl stretching frequency on dispersive line.<br />

It should be noted that, as Figure 7.1.16 shows, the change in frequency <strong>of</strong> carbonyl<br />

stretching mode is related to the process <strong>of</strong> crystallization. 12<br />

XPS is emerging as very precise method for evaluating acid-base interactions based<br />

on the works by Chehimi et al. 6-9 There is very good correlation between XPS chemical shift<br />

and the change in exothermic enthalpy <strong>of</strong> acid-base interaction. Drago’s equation is used for<br />

data interpretation: 13<br />

where:<br />

199.5<br />

199<br />

198.5<br />

198<br />

197.5<br />

1 1.5 2 2.5 3 3.5<br />

-ΔH, kcal mol -1<br />

Figure 10.1.1. Correlation <strong>of</strong> binding energy and ΔH AB<br />

for several polymers. [Adapted, by permission, from<br />

J F Watts, M M Chehimi, International J. Adhesion<br />

Adhesives, 15, No.2, 91-4 (1995).]<br />

323.5<br />

322.5<br />

321.5<br />

0 20 40 60 80 100 120 140<br />

− ΔHAB = E AE B + CACB [10.1.9]<br />

323<br />

322<br />

A, B subscripts for acid and base, respectively<br />

EA,EB susceptibility <strong>of</strong> acid or base species to undergo an electrostatic interaction<br />

CA,CB susceptibility <strong>of</strong> acid or base species to undergo a covalent interaction.<br />

Binding energy, eV<br />

-ΔH AB ,kJmol -1<br />

Figure 10.1.2. Correlation <strong>of</strong> binding energy and ΔH AB<br />

for several solvents. [Adapted, by permission, from<br />

J F Watts, M M Chehimi, International J. Adhesion Adhesives,<br />

15, No.2, 91-4 (1995).]

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