6348 J. Phys. Chem. A, Vol. 108, No. 30, 2004
Enami et al.
Figure 2. Second-order plots for the reaction of CH2I radicals with
O2 at 30 Torr of N2 diluent at 298 K. The solid line is a linear least-
squares fit.
concentrations of the radicals are low, the radical-radical
reactions do not affect the determination of the rate constant
k5. For example, CH2I radicals are not consumed by the reaction
with I atoms:21
Figure 1. A typical rise profile of the IO radical monitored at 435.63
nm after the initial pulse (time ) 0 µs) of the 266 nm output of an
Nd3+:YAG laser. The inset shows the A r X (3, 0) band of IO.
CH2I + I + M f CH2I2 + M
(6)
wavelength.2,14 The signal baseline is taken at 435.51 nm, a
region in which there is no IO absorption. The IO concentration
profile is measured between 30 and 2500 µs after the photolysis
laser pulse. A large excess amount of O2, 1015-1016 molecules
cm-3, is used to maintain the pseudo-first-order reaction
conditions. CH2IBr and CH2ICl are also used as alternative
sources of CH2I to confirm the measured rate constants. To
estimate the branching ratio of the IO radical formation from
CH2I + O2, the reactions of CH3I and CF3I with O atoms in
the presence of O2 are performed. In this experiment, the 266
nm photolysis of O3 generates O(3P) atoms under N2 diluent.
The reaction cell consists of a Pyrex glass tube (21 mm i.d.).
The temperature of the gas flow region is controlled over 278-
313 K. The difference between the temperature of the sample
gas at the entrance and exit of the flow region is <0.4 K. The
total flow rate is adjusted so that the gas in the cell is completely
replaced under 2 Hz laser operation.
The rate constants are also measured using CH2ICl and CH2-
IBr as precursors of the CH2I radical, which yield the same
rate constant as for CH2I2. On the basis of these results, any
secondary reactions are not significant in the present experiment.
Masaki et al. determined k5 ) (1.6 ( 0.2) × 10-12 cm3
molecule-1 s-1 from the decay profile of the CH2I signal using
a combination of pulsed laser photolysis and photoionization
mass spectrometry, which is 4 times larger than our value.13
Since their initial concentrations of CH2I were low, the radical-
radical reactions would not enhance the decay rate in their
experiment. Thus, the reason for the discrepancy between their
rate constant and ours is not clear. As will be described below,
the evolution curve of IO from the reaction of CH3I + O(3P) in
the presence of O2 can be reproduced by our rate constant, while
not by their rate constant.
The rate constants, k5, measured for the range of 278-313
K at 30 Torr are found to be essentially temperature-
independent: k5 in units of 10-13 cm3 molecule-1 s-1 are 3.6
( 0.3 at 278 K, 4.0 ( 0.2 at 288 K, 4.0 ( 0.4 at 298 K, and
3.7 ( 0.5 at 313 K. Furthermore, k5 at room temperature does
not show any pressure dependence for the range of 5-80 Torr
with N2 diluent. These results suggest that the two-body reaction
mechanism is dominant in CH2I + O2, or possibly the CH2IO2
formation path reaches already its high-pressure limit with a
very limited yield. As will be discussed below, the formation
yield of IO from CH2I + O2 is estimated to be unity. Thus,
CH2IO2 formation can be neglected under our experimental
conditions. Sehested et al. reported, however, the formation of
CH2IO2 under 1000 mbar total pressure of SF6 diluent.12 They
measured the absorption of CH2IO2 at 220-400 nm 2 µs after
the electron pulse initiation with spectral resolution of 0.8 nm.
The UV absorption at that region could also be due to IO and/
or HCHO from reaction 5 because IO and HCHO have the UV
absorption in the wavelength region similar to the reported CH2-
IO2 spectrum. In the present experiment, our spectral resolution
is less than 0.01 nm, which enables us to separate completely
the IO spectrum from other species including CH2IO2 and
HCHO. In addition, the heats of reaction for CH2X + O2 f
XO + HCHO are -30.6, -36.0, and -48.0 kcal mol-1 for X
) Cl, Br, and I, respectively.22 Since the iodine channel is highly
exothermic, CH2IO2 is not stabilized even under the high-
pressure condition while the formation of CH2ClO2 and CH2-
BrO2 was reported.10,11 In general, the IO formation from
reaction 5 is considered to occur via the four-centered inter-
mediate. Because CH2I has a low ionization potential (<8.6
Results and Discussion
Reaction Kinetics of CH2I with O2. The rate constants for
reaction 5 are determined by the rise time profiles of the IO
signal intensity (Figure 1). The monitored IO absorption
spectrum is shown in the inset. Under conditions with a large
excess O2 concentration over that of CH2I, the rise profile
followed pseudo-first-order kinetics. The formation of the IO
radicals are analyzed using the following equations:
[IO]t ) [CH2I]0{1 - exp(-k′t)}
k′ ) k5[O2] + kd
(I)
(II)
where [IO]t is the concentration of IO radicals at time t and
[CH2I]0 is the concentration of CH2I radicals at time t ) 0. k5
and k′ are the second-order and pseudo-first-order rate constants
for reaction 5, respectively. kd is mainly the rate constant for
diffusion out of the photolysis volume. Figure 1 shows a typical
rise profile of the IO concentration with O2 of 1.1 × 1015
molecules cm-3 at 298 K, which is fitted to eq I. Figure 2 shows
a plot of k′ vs [O2] at room temperature in 30 Torr total pressure
of N2 diluent. The second-order rate constant k5 is obtained from
a linear least-squares analysis of the data; k5 ) (4.0 ( 0.4) ×
10-13 cm3 molecule-1 s-1. In this run, kd is 720 s-1. This value
is in reasonable agreement with our previous experiments, e.g.,
kd ) 500-1000 s-1 for 20-100 Torr total pressure.2
When the concentration of CH2I2 is increased by 3 times, no
change of the rate constant k5 is observed. Since the initial