Abstract
Electron spin resonance spectroscopy has been used to determine the absolute concentrations of hydrogen atoms in a gas-flow system at room temperature and at total pressures between 1 and 10 Torr. The kinetics of the decay of hydrogen atoms in the presence of undissociated molecular hydrogen have been extensively analysed on the basis of a statistical treatment of errors for a model which includes first- and second-order decay processes and axial diffusion of the atoms. Care has been taken to consider the effects of high (up to about 20%) dissociation of hydrogen, of viscous pressure drop along the reaction tube, and of other possible decay processes. The predominant rate of removal of hydrogen atoms was by the reaction
K
2 H+H+H
2
→H
2
+H
2
, and the value of
k
2 was 2·7±0·4x10
15
cm
6
mole
-2
s
-1
. A small contribution from a first-order reaction
K
1 H→
1
/
2
H
2
(presumably a wall reaction) was also found. The rate constant,
k
1, was 0·21±0·15s
-1
, which corresponds, in the case of a wall process, to a wall efficiency of 6·5±4·6x10
-7
. No evidence could be found for the presence of the third-order process
K
2 H+H+H→H
2
+H, and an upper limit for
k
3 could therefore be set at 5·0x1015 cm
6
mole
-2
s
-1
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