Abstract
The addition of molecular oxygen was found to increase the rate of removal of hydrogen atoms in a flow system at and below room temperature. Kinetic studies of this process using argon carrier showed that the rate-determining step is the third-order reaction \begin{equation*}\tag{2}H + O_2 + Ar = HO_2 + Ar.\end{equation*} Atomic oxygen in small concentrations is produced in the system. Product analysis and measurements of oxygen atom concentrations indicated that the principal reactions removing HO$_2$ under these conditions are \begin{align*}\tag{12a}{12b}{12c} \mathrm{H + HO}_2 &= \mathrm{H}_2 + \mathrm{O}_2,\\ \mathrm{H + HO}_2 &= \mathrm{OH + OH}.\\ \mathrm{H + HO}_2 = \mathrm{H}_2\mathrm{O + O},\end{align*} A value for k$_2$ of 2.2 x 10$^{-32}$ cm$^6$ molecule$^{-2}$ s$^{-1}$ was determined at 293 $^\circ$K. Reaction (2) was found to have a small negative temperature coefficient. These data and values of k$_2$ from explosion limit studies can be represented by the expression $k_2 = 1.3 x 10^{-33} \exp (+ 1600 \pm 700/RT) \text{cm}^6 \text{molecule}^{-2} s^{-1}$ in the range 250 to 800 $^\circ$K. The third-body efficiencies in reaction (2) at 293 $^\circ$K of He and H$_2$O relative to Ar are similar to those obtained from data on the second explosion limit at higher temperatures.

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