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Termination by Coupling, Disproportionation, and Chain Transfer

For polymerization where termination occms by all three modes, namely, coupling, disproportionation, and chain transfer, one can derive the size distribution as a weighted eombination of the above two sets of distribution functions. For example, the weight distribution can be obtained as (Smith etal., 1966)  [Pg.358]

To calculate P and to, and hence Wx, from kinetic and theoretical considerations for any polymer system, it is thus necessary to have the values of transfer constants (Cm, Cj, Cs), k lkt, kt, and [Pg.358]

In as much as polymerization rates are measured at less than 10% conversion, it can be assumed that [M] and [I] in Eq. (6.188) are equal to their initial concentrations. Therefore, [Pg.358]

Since kdlikc + hd) = 0.85 and ktc + kd = h = 2.55X10 Lmol it follows that ktd = 2.167X lO Lmol Therefore, [Pg.359]

Problem 6.35 The bulk polymerization of methyl methacrylate (density 0.94 g/cm ) was carried out at 60°C with 0.0398 M benzoyl peroxide initiator (Smith et al., 1966). The reaction showed first order kinetics over the first 10 15% reaction and the initial rate of polymerization was determined to be 3.93x lO mol/L-s. From the GPC molecular weight distribution curve reported for a 3% conversion sample, the weight fraction of polymer of DPn = 3000 is seen to be 1)7x10 . Calculate the weight fraction from Eq. (6.187) to compare with this value. [Use the following data C 0.02 Cm == 10 , fkd = [Pg.389]


See other pages where Termination by Coupling, Disproportionation, and Chain Transfer is mentioned: [Pg.545]    [Pg.388]    [Pg.358]   


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And disproportionation

By Disproportionation

Chain termination

Chain termination by disproportionation

Chain terminators

Chain transfer and termination

Coupling, termination

Couplings chain

Disproportionation, chain termination

Terminal chains

Terminal couplings

Termination by transfer

Termination, disproportionation

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