Abstract

Several aspects of cyclization reactions in step-growth polymerizations are considered. The Jacobson–Stockmayer ring-chain equilibrium theory provides the basis for understanding these systems, but there are circumstances where some modifications to the theory are needed. In particular, for ring expansion polymerizations, i.e. those for which there is never a significant fraction of open chains, the statistics are a bit different from those appropriate for ring-chain equilibrium. Also, if the reactions are irreversible the occurrence of rings is significantly different from the reversible case. Rings are more prevalent in irreversible reactions. The implications of these observations for the processing of polymers are briefly considered.

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