Absolulc KIIC constants for the rcac11on ofOH WIII acctylcnc wcrc dctcrmmcd at 297 and 419 K for thu 101.d pru~rc\ ol'20-403 Torr usmg a flash photolysa-rcsonancc lluorcsccnre tcchmquc The rate coclTic~cnt k was found to bc pwrurc dcpcndcnt below 200 Torr at both 297 and 429 K, but \\a m the high-pr
Temperature dependence of the reaction of OH with SO
β Scribed by Mark A. Blitz; Kenneth W. McKee; Michael J. Pilling
- Publisher
- Elsevier Science
- Year
- 2000
- Tongue
- English
- Weight
- 181 KB
- Volume
- 28
- Category
- Article
- ISSN
- 1540-7489
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β¦ Synopsis
The rate coefficient for OH β«Χβ¬ SO was measured over the temperature range 295-703 K, using laser flash photolysis coupled with laser-induced fluorescence (LIF), under pseudo-first-order conditions, with [SO] k [OH]. SO was generated by the photolysis of both SO 2 and SOCl 2 at 193 nm; the majority of the experiments were performed with a SOCl 2 precursor. The absolute SO concentration was determined by monitoring the NO via LIF (226 nm excitation) produced in the reaction SO β«Χβ¬ NO 2 β SO 2 β«Χβ¬ NO. This NO signal was compared with a known NO concentration. OH was monitored by LIF (282 nm excitation) as a function of time and [SO] was varied, typically, over the range 0.5 to 6 mTorr. The rate coefficient decreased with T, falling by a factor of 5.5 over the experimental range. A fit to a negative temperature exponent gives k β«Χ‘β¬ (8.28 β«Χ’β¬ 0.37) β«Χβ¬ 10 β«11Χβ¬ (T/295) β«11.0Χ’53.1Χβ¬ cm 3 s β«1Χβ¬ . The mechanism was discussed by reference to published ab initio potential energy surface data, and it was suggested that the temperature dependence derives from a competition between isomerization of the adduct, HOSO, over a low-energy, tight transition state (TS1) and its decomposition over a higher-energy, loose transition state to regenerate the reactants. The isomerization leads to formation of HSO 2 , which rapidly decomposes to form the products, H β«Χβ¬ SO 2 . A simple canonical model suggested that TS1 lies about 20 kJ mol β«1Χβ¬ below the input channel energy. The canonical model did not, however, reproduce the strong high-temperature curvature observed experimentally in the Arrhenius plot.
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