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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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782 Michelle L. Coote and Thomas P. Davis<br />

The apparent lack <strong>of</strong> a general relationship between the dielectric constant <strong>of</strong> the system and<br />

the monomer reactivity ratios does not necessarily discount a polarity effect on reactivity ratios.<br />

A polarity effect is only expected to occur if the charge transfer configurations <strong>of</strong> the<br />

transition state are sufficiently low in energy to contribute to the ground state wave function.<br />

Since this is not likely to occur generally, a comprehensive correlation between reactivity<br />

ratios and the solvent dielectric constant is unlikely. Furthermore, even in systems for<br />

which a polarity effect is operating, a correlation between solvent dielectric constant and<br />

monomer reactivity ratios may be obscured by any <strong>of</strong> the following causes.<br />

• The operation <strong>of</strong> additional types <strong>of</strong> solvent effect, such as a Bootstrap effect, that<br />

would complicate the relationship between solvent polarity and reactivity ratios.<br />

• Errors in the experimental data base from which the correlation was sought.<br />

• The recognized inadequacy <strong>of</strong> simple reactivity - dielectric constant correlations,<br />

that take no account <strong>of</strong> specific interactions between the solvent and solute<br />

molecules. 34<br />

In fact, recent theoretical 33 and experimental studies 42 <strong>of</strong> small radical addition reactions<br />

indicate that charge separation does occur in the transition state when highly<br />

electrophilic and nucleophilic species are involved. It is also known that copolymerization<br />

<strong>of</strong> electron donor-acceptor monomer pairs are solvent sensitive, although this solvent effect<br />

has in the past been attributed to other causes, such as a Bootstrap effect (see Section<br />

13.2.3.4). Examples <strong>of</strong> this type include the copolymerization <strong>of</strong> styrene with maleic<br />

anhydride 43 and with acrylonitrile. 44 Hence, in these systems, the variation in reactivity ratios<br />

with the solvent may (at least in part) be caused by the variation <strong>of</strong> the polarity <strong>of</strong> the<br />

solvent. In any case, this type <strong>of</strong> solvent effect cannot be discounted, and should thus be<br />

considered when analyzing the copolymerization data <strong>of</strong> systems involving strongly<br />

electrophilic and nucleophilic monomer pairs.<br />

13.2.3.2 Radical-solvent complexes<br />

13.2.3.2.1 Basic mechanism<br />

<strong>Solvents</strong> can also interfere in the propagation step via the formation <strong>of</strong> radical-solvent complexes.<br />

When complexation occurs, the complexed radicals are more stable than their corresponding<br />

uncomplexed-radicals, as it is this stabilization that drives the complexation<br />

reaction. Thus, in general, one might expect complexed radicals to propagate more slowly<br />

than their corresponding free-radicals, if indeed they propagate at all. However, in the special<br />

case that one <strong>of</strong> the comonomers is the complexing agent, the propagation rate <strong>of</strong> the<br />

complexed radical may instead be enhanced, if propagation through the complex <strong>of</strong>fers an<br />

alternative less-energetic reaction pathway. In any case, the complexed radicals would be<br />

expected to propagate at a rate different to their corresponding free-radicals, and thus the<br />

formation <strong>of</strong> radical-solvent complexes would affect the copolymerization propagation kinetics.<br />

13.2.3.2.2 Copolymerization model<br />

A terminal radical-complex model for copolymerization was formulated by Kamachi. 37 He<br />

proposed that a complex is formed between the propagating radical chain and the solvent<br />

(which may be the monomer) and that this complexed radical has a different propagation<br />

rate constant to the equivalent uncomplexed radical. Under these conditions there are eight<br />

different propagation reactions in a binary copolymerization, assuming that the terminal<br />

unit is the only unit <strong>of</strong> the chain affecting the radical reactivity. These are as follows.

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