ABSTRACT:Recently, Fukuda et al. showed from the measurements of absolute rate constants that in the free-radical copolymerization the propagation step obeys the penultimate model and the termination step is diffusion-controlled. Also Fukuda et al. proposed the "radical stabilization energy model" in the free-radical copolymerization. To examine this copolymerization model, relationships between feed monomer composition f 1 and number-average degree of polymerization x. and between f 1 and copolymerization rate RP were investigated for the copolymerization of styrene and methyl methacrylate in toluene at 40°C. The composition of the copolymer F1 was determined by 1 H NMR. The number-average molecular weight of the copolymer M. was measured to calculate x. by osmometry and size exclusion chromatography (SEC). By the so-called terminal model (the Mayo-Lewis model), the copolymer composition data was well described while the data of x. and RP were not described. Alternatively, the model proposed by Fukuda et al. described well the composition data, the x. data and the RP data.
KEY WORDSDiffusion-Controlled Termination / Terminal Model Penultimate Model/ Number-Average Degree of Polymerization/ In the free-radical copolymerization of many binary systems, the relationship between the monomer feed composition / 1 and the copolymer composition F 1 have been described by the Mayo-Lewis equation 1 based on the terminal model.where r 1 arid r 2 are the monomer reactivity ratios. From this fact, the free-radical copolymerization mechanism had been believed to obey the terminal model. Paradoxes in this model, however, had been indicated so far. For example, the values of cross termination factor (>) are too large and dependent on the feed monomer composition. relationship between the monomer feed composition and the absolute rate constant of propagation (when the rate of copolymerization is described as analogous to that of homopolymerization). Moreover they showed that the propagation reaction of the freeradical copolymerization obeys the penultimate model and the termination reaction is diffusion-controlled. 2 -9 The penultimate model with 8 rate constants has 6 rate constant ratios, which are defined by them as Recently, Fukuda et al. showed that the Mayo-Lewis model fails to describe the 790 r1 =k111/k112, r'1 =k211/k212, S1 =k211/k111,
r2=k222/k221(2) r~=k122/k121Sz =k122/k222 (4)