8544
J . Org. Chem. 1996, 61, 8544-8546
Tem p er a tu r e Dep en d en ce of th e Rea ction s of P h en yl Ra d ica ls
w ith 1,1-Dip h en yleth ylen e, Ca r bon Tetr a ch lor id e, a n d
Cycloh exen e†
Dean Weldon, Stacey Holland, and J . C. Scaiano*
Department of Chemistry, University of Ottawa, Ottawa, Ontario, Canada, K1N 6N5
Received May 30, 1996X
The reaction of phenyl radicals with 1,1-diphenylethylene (DPE), carbon tetrachloride, and
cyclohexene has been examined over a range of temperatures using laser flash photolysis techniques.
The activation energies are 0.71 ( 0.04, 3.53 ( 0.11 and 2.32 ( 0.33 kcal/mol, and the preexponential
factors, expressed as log (A/M-1s-1), are 9.19 ( 0.03, 8.96 ( 0.09, and 9.02 ( 0.26, for DPE, CCl4,
and c-C6H10, respectively. In particular the CCl4 data provide a much needed reference for
competitive studies.
Several absolute rate constants for the reactions of
using laser and ESR techniques, showed that decarbox-
ylation of benzoyloxyl radicals is not as fast as assumed
in our earlier report.15-19 We were fortunate in our
earlier phenyl radical study that most rate constants
were verified with iodobenzene (which obviously cannot
incorporate benzoyloxyl-related errors) as a radical pre-
cursor. A worrisome exception was the case of cyclohex-
ene, a system where the rate constant was not verified
with iodobenzene as a phenyl radical precursor;1 further,
the presence of allylic hydrogens makes it a good candi-
date for high reactivity toward oxygen-centered radi-
cals.20 Our choice of cyclohexene as a second substrate
was a reflection of the concerns mentioned above. Our
use of 1,1,2-trichloro-trifluoroethane (Freon-113) as sol-
vent follows on our earlier observation that it is a
relatively unreactive solvent toward phenyl radicals.
phenyl radicals in solution have been reported during the
last 15 years.1-4 Most of those involving unsubstituted
phenyl radicals in solution derive from our 1983 article.1
In addition, a few values have been reported in the gas
phase,5-7 and in aqueous solution for p-carboxyphenyl
radicals.3,8-10 In fact, an early article by Madhavan,
Schuler, and Fessenden8 reported the first absolute
values in solution. The same radical has also been
examined in recent work.10 To the best of our knowledge,
the temperature dependence of phenyl radical reactions
has not been examined in solution, and only a very few
systems have been examined in the gas phase.5-7
Our choice of substrates deserves some comment.
Carbon tetrachloride has been a frequent choice as
reference substrate by those carrying out competitive
studies.11-14 Absolute values of the rate constants and
the corresponding activation parameters facilitate the
conversion of data from competitive studies into absolute
values. The reasons are somewhat different in the case
of cyclohexene. In our earlier work,1 our sources of
phenyl radicals were the photodecompositions of iodo-
benzene and of benzoyl peroxide. The latter decomposes
to benzoyloxyl radicals, that at the time were believed
to decarboxylate very rapidly to yield phenyl radicals. In
the late 1980s, work by Ingold’s and Tokumaru’s groups,
The kinetic studies reported herein were carried out
with laser flash photolysis techniques (see Experimental
Section). Phenyl radicals are not readily detectable in
the spectral region (near UV and visible) where typical
phenyl radical precursors (such as iodobenzene or benzoyl
peroxide) are transparent. We thus resorted to the
“probe technique”, a method that we developed about 20
years ago and that has proven useful in the study of
numerous free radicals and other reaction intermedi-
ates.21 In the probe technique, one needs to identify a
substrate that upon reaction with the intermediate of
interest yields a product with a convenient absorption
in the spectral region accessible. The “product” may be
a transient that is long-lived in the time scale of interest.
In our earlier work on phenyl radicals,1 we used di-
phenylmethanol (yielding diphenyl ketyl radicals) or
â-methylstyrene (yielding readily detectable benzylic
† Dedicated to Professor A. L. J . Beckwith, a friend who knows how
to enjoy a good rate constant, on the occasion of his retirement from
the Australian National University.
X Abstract published in Advance ACS Abstracts, November 1, 1996.
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(21) This approach has been used in
a number of cases. E.g.:
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