A set
of copolymerization data at prescribed reactivity ratios
was numerically generated and then fit using common methods of data
analysis including the copolymer equation, Fineman–Ross, Kelen–Tüdös,
and integrated methods of data analysis, such as those reported by
Beckingham, Sanoja, and Lynd, and Meyer and Lowry. Significantly,
the nonintegrated approaches based on the copolymer equation returned
systemically inaccurate reactivity ratios, whereas the integrated
methods produced consistently accurate reactivity ratios across 560
calculated data sets. Hence, to determine reactivity ratios with the
greatest accuracy and efficiency, we recommend that copolymerization
data be fit simultaneously to the models reported by Beckingham–Sanoja–Lynd
(BSL) and Meyer–Lowry (ML). If the reactivity ratios are consistent,
then a nonterminal model of copolymerization adequately describes
the copolymerization with a single reactivity ratio parameter. If
there is a difference in the reactivity ratios between BSL and ML,
then the ML-derived values take precedence and a terminal model of
copolymerization describes the kinetics of the system with two independent
reactivity ratios. This prescription will ensure that the model with
the least complexity will be used to interpret data, and that the
reactivity ratios reported are most accurate and descriptive of the
underlying copolymerization mechanism. Future use of the copolymer
equation, Fineman–Ross, and Kelen–Tüdös
to interpret copolymerization data is strongly discouraged due to
unquantifiable inaccuracy and needlessly wasted experimental effort.