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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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5.4 Mixed solvents - polymer solubility 275<br />

Table 5.4.4. Parameter values giving the minimum deviation (δ) between theory and<br />

experiment, for the preferential adsorption coefficient, λ, calculated according to the<br />

Association Equilibria Theory. Reprinted with permission from Horta et al. 106<br />

(Copyright (1989) American Chemical Society)<br />

Polymer σ gBA’ ηa σc<br />

gAC’-r<br />

rAgBC’<br />

ηc δ<br />

1 PMMA 400 0.85 244 400 0.0 5.7 0.034<br />

2 PEMA 400 0.85 244 400 -1.2 59.3 0.028<br />

3 PiBMA 400 0.85 244 400 -2.3 129.5 0.018<br />

4 PMMA 400 0.30 100 400 -3.4 243.2 0.013<br />

5 PEMA 400 0.30 100 400 -2.75 169.2 0.014<br />

6 PiBMA 400 0.30 100 400 -1.6 188.2 0.009<br />

7 PMMA 400 0.85 244 375 -0.1 11.2 0.034<br />

8 PEMA 400 0.85 244 375 -2.2 145.4 0.028<br />

9 PiBMA 400 0.85 244 375 -1.6 100.7 0.035<br />

10 PMMA 400 0.30 100 375 -2.45 195.5 0.013<br />

11 PEMA 400 0.30 100 375 -1.75 125.0 0.016<br />

12 PiBMA 400 0.30 100 375 -0.5 45.6 0.016<br />

The results obtained are a good description <strong>of</strong> the experimental data on these ternary<br />

systems. Effectively, the shape <strong>of</strong> the variation <strong>of</strong> λ with solvent composition was well reproduced<br />

by the association equilibria theory, as it is shown in Figure 5.4.2.<br />

It has extended the same theoretical treatment to other closely related systems, a family<br />

<strong>of</strong> poly(dialkyl itaconates). 107 Preferential adsorption coefficient λ was determined and<br />

calculated according to the association equilibria theory, and using classical thermodynamic<br />

theories. 108,103,104,105<br />

The dependence <strong>of</strong> the preferential adsorption coefficient for poly(dimethyl itaconate)<br />

(PDMI), poly(diethyl itaconate) (PDEI), poly(dipropyl itaconate) (PDPI) and poly(dibutyl<br />

itaconate) (PDBI), in 1,4-dioxane/methanol mixtures, as a function <strong>of</strong> the methanol composition<br />

(u BO) is shown in Figure 5.4.3. The results are very similar to those <strong>of</strong> poly(alkyl<br />

methacrylates) in the same solvent. 106<br />

Comparison between theory and experimental for λ, by using classical thermodynamic<br />

theories 103-105,108 are shown in Figure 5.4.4.<br />

The results obtained are a good description <strong>of</strong> the experimental data on these ternary<br />

systems. Effectively, the shape <strong>of</strong> the variation <strong>of</strong> λ with solvent composition was well reproduced<br />

by the association equilibria theory. It can be concluded that the association equilibria<br />

theory <strong>of</strong> preferential adsorption in systems with solvent-solvent and solvent-polymer<br />

interactions describe in a quantitative way the experimental results <strong>of</strong> λ. Although, the systems<br />

in which the theory has been applied are closely related. More recently, there was no<br />

other systems studied to apply this theory.

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