1974
DOI: 10.1039/f19747000033
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Gas phase addition of HI to ketene and the kinetics of decomposition of the acetyl radical

Abstract: The addition of HI to ketene results in the rapid formation of acetyl iodide at temperatures 498-525 K. The subsequent slower reaction between HI and acetyl iodide, which produces methane and acetaldehyde has been investigated at low conversions (c 10 %), at various initial pressures at 507 K. The results are shown to be consistent with the mechanism Most experiments were done in the presence of the inert additives N2 or cyclo-C4Fs. (M)+CH3CO + CH3+CO+(M) (5) CH3CO + HI + CH3CHO + I (3) CHs+HI + CH4+I.

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Cited by 18 publications
(10 citation statements)
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“…The A factor for the decomposition of acetyl radicals reported here (1013.2s-1) is very similar to the A factors found for propionyl radical decomposition [7-91 and is essentially the same as that reported by Szirovicza and Walsh [6]. Thus this work supplies additional evidence in favor of a "normal" A factor for acetyl decomposition.…”
Section: Thermal Decomposition Of the Ace@ Radicalsupporting
confidence: 89%
See 3 more Smart Citations
“…The A factor for the decomposition of acetyl radicals reported here (1013.2s-1) is very similar to the A factors found for propionyl radical decomposition [7-91 and is essentially the same as that reported by Szirovicza and Walsh [6]. Thus this work supplies additional evidence in favor of a "normal" A factor for acetyl decomposition.…”
Section: Thermal Decomposition Of the Ace@ Radicalsupporting
confidence: 89%
“…Thus this work supplies additional evidence in favor of a "normal" A factor for acetyl decomposition. On the other hand the activation energy reported here is significantly lower (by 19 kJ/mole) than that of Szirovicza and Walsh [6]. This difference introduces a disagreement of three orders of magnitude between the two rate constants at 298°K.…”
Section: Thermal Decomposition Of the Ace@ Radicalcontrasting
confidence: 79%
See 2 more Smart Citations
“…2). The usefulness of this procedure has been demonstrated in a number of instances (16)(17)(18)(19)(20)(21)(22)(23)(24)(25). Briefly, the procedure consists of showing that if k, in a thermal system is known in the form k, = A, exp (-E,/RT), the microcanonical unimolecular rate constant of specified energy k(E) can be written (neglecting centrifugal effects) where N(E) and N(E -Em) are the densities of states of the reactant molecule at energies E and E -Em, respectively.…”
Section: Cf300cf3 -+ 2cf30 (Rate-determining)mentioning
confidence: 99%