1984
DOI: 10.1021/j150656a025
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Absolute rate constants for the self-termination of the isopropyl radical and for the decarbonylation of the 2-methylpropanoyl radical

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Cited by 35 publications
(19 citation statements)
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“…The same experiment in DMSO under otherwise identical conditions resulted in k t =7.8×10 8 L mol −1 s −1 (Figure b) , indicating that the termination in more viscous DMSO was 7.4 times slower than that in less viscous benzene. The k t values are in good agreement with those reported in previous kinetic studies on benzyl and cumyl radicals, and the observed viscosity effect is also consistent with previous reports on the termination reaction using small radicals …”
Section: Resultssupporting
confidence: 92%
“…The same experiment in DMSO under otherwise identical conditions resulted in k t =7.8×10 8 L mol −1 s −1 (Figure b) , indicating that the termination in more viscous DMSO was 7.4 times slower than that in less viscous benzene. The k t values are in good agreement with those reported in previous kinetic studies on benzyl and cumyl radicals, and the observed viscosity effect is also consistent with previous reports on the termination reaction using small radicals …”
Section: Resultssupporting
confidence: 92%
“…But one may envision an activation of the product by photochemical excitation or by another reaction with Ar*. This consideration leads us again to the mechanism used for the above-presented simulations, formulated in Equations (20). 4 3.2 | Peculiarities of atmospheric-pressure plasma polymerization compared with processes at low pressure In the past, the mechanistic interpretation of low-pressure plasma-polymerization experiments has been dominated by the concept of the parameter "W/F" (power divided by monomer flow rate, corresponding to p/Φ in our nomenclature) introduced by Yasuda et al (see reference [34] and earlier papers cited there) and by an equation introduced by Park and Kim in 1990, relating the "Yasuda parameter" (or "reaction parameter") to the deposition rate of pp-HMDSO as the prototype plasma polymer.…”
Section: Improved Growth Model Including Recombination Of Radical Pmentioning
confidence: 98%
“…Self-and cross-termination rate constants often obey the cross-termination Ansatz (24) k: = 2(k: * k8)"z at least approximately [5,18]. We have tested this relation for t-butyl and t-butoxicarbonyl radicals by time-resolved experiments employing photolysis of t-butylpivalate in butene-l-oxide at the low temperature of 209 K. Under these conditions decarboxylation is unsignificant and good fits of Eqs.…”
Section: (23)mentioning
confidence: 99%
“…The ratio of rate constants was found to be 2 k ; : k ; : 2 k t = 1.65:1.00:0.63 which gives k ; / 2 ( k t * tZ:)1'2 = 0.98 in accord with Eq. (24). Assuming that Eq.…”
Section: (23)mentioning
confidence: 99%