## Abstract Cyclohexane (cC~6~H~12~) plays an important role in the combustion of practical liquid fuels, as a major component of naphthenic compounds. Therefore, the pyrolysis of cyclohexane was investigated by measuring the formation of Hβatoms. The thermal decomposition of 1βhexene (1βC~6~H~12~)
The reaction of cyclohexane with H-atoms: A shock tube and modeling study
β Scribed by Sebastian Peukert; Clemens Naumann; Marina Braun-Unkhoff; Uwe Riedel
- Publisher
- John Wiley and Sons
- Year
- 2011
- Tongue
- English
- Weight
- 767 KB
- Volume
- 44
- Category
- Article
- ISSN
- 0538-8066
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β¦ Synopsis
The present work deals with experimental investigations on the bimolecular reaction of H-atoms with cyclohexane (cC 6 H 12 ). Iodoethane (C 2 H 5 I) was used as an in situ source for H-atoms to investigate the bimolecular reaction. As the reaction of cC 6 H 12 with H-atoms yields H 2 and cyclohexyl radicals (cC 6 H 11 ), the mechanism of the thermal decomposition of cC 6 H 11 is of fundamental importance for the interpretation of the experiments. Therefore, also the thermal decomposition of 1-hexene-6-yl (16-C 6 H 11 ) was analyzed due to the assumption that cC 6 H 11 almost exclusively isomerizes to 16-C 6 H 11 . 6-Iodo-1-hexene (16-C 6 H 11 I) was used as a precursor molecule for the generation of 16-C 6 H 11 radicals. The experiments were carried out in a stainless steel shock tube. For the reaction of cC 6 H 12 molecules with H-atoms, the measurements were performed over a temperature range of 1050-1190 K, at pressures ranging from 1.8 to 2.5 bar; the 16-C 6 H 11 I experiments were carried out at temperatures between 1060 and 1160 K and pressures around 2.0 bar. Behind reflected shock waves, the H-atom absorption was monitored by atomic resonance absorption spectrometry at the Lyman-Ξ± line (121.6 nm). The experiments reveal important aspects about the thermal dissociation of cyclohexyl radicals (cC 6 H 11 ). Concerning the reaction cC 6 H 12 + H β cC 6 H 11 + H 2 (R1), a rate coefficient expression was derived: k R1 (T) = 6.3 Γ 10 13 exp(-2505 K/T) cm 3 mol -1 s -1 .
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