Angewandte
Chemie
Me2CHOH rate constant (1.8 ꢁ 106 mꢀ1 sꢀ1)[14] the lower limit
for k1 in neat iPrOH (13m) is ꢁ (1.8 ꢁ 106 ꢁ 13)/0.005 = (2.3 ꢁ
107) ꢁ 200 = 5 ꢁ 109 sꢀ1, a result consistent with the LFP
experiment.
1,4-C6H8 rate constant, that is, 4 ꢁ 107 mꢀ1 sꢀ1, see the Support-
295K
ing Information, the mean value of k1
(derived from
several experiments, see Supporting Information) was 1.4 ꢁ
108 sꢀ1.
The reported[2] absence of Ph3COH[15] and presence of
benzophenone led us to suspect (see the Supporting Infor-
mation) that UV photolysis of compound 7 did not give 2 in its
ground state and to doubt that k1 is larger than 5 ꢁ 1010 sꢀ1. We
therefore redetermined k1 using 2 generated thermally in the
presence of hydrogen-atom donating solvents.
We next repeated Wielandꢀs experiment. As the purity
and water content of his “xylene” are unknown, 1 was
decomposed at 411 K in: 1) 1.2 mL of dry m-xylene at reflux,
2) as in 1) but water saturated, and 3) as in 1) but using
EtOH[1] in the work-up procedure. After 1 (0.099 mmol) had
completely decomposed (10 min, as evident by HPLC),
solutions were diluted to 10 mL with CH3CN (1 and 2) or
EtOH (3) and analyzed by GC. Ph3COH was present in low,
but equal, yields in these three experiments (see the
Supporting Information). As each molecule of 1 gives two
Ph3COC (2), the yields of alcohol indicated that 1.34% of the
triphenylmethoxyl (2) has abstracted hydrogen from the
xylene, Scheme 6, and that the other 98.66% must have
The most convenient, room temperature, thermal source
of 2 seemed likely to be hyponitrite 8 (Scheme 5).[16]
Scheme 5. Hyponitrite route to triphenylmethoxyl (2).
Scheme 6. Wieland’s experiment (formation of Ph3COH).
Thermolysis of 8 in CH2Cl2 in air at 295 K (k4295K = 1.1 ꢁ
10ꢀ4 sꢀ1, see the Supporting Information) with periodic
analyses by HPLC (see Table S1 and Figure S1 in the
Supporting Information) and (after complete decomposition
of compound 8) analyses by GC and GC/MS, showed that the
main products were 4 (by comparison with authentic 4, which
is unstable in solution, see the Supporting Information),
phenol, benzophenone, and a minor amount of PhCO2Ph.[17]
Samples collected after reaction times of 67 ꢁ 103 seconds and
486 ꢁ 103 seconds contained ꢁ 9.5% of 1,[18] which is stable at
295 K. Identified species (unchanged 8 and its products)
accounted for approximately 100% of the phenyl groups for
up to 11 ꢁ 103 seconds (see the Supporting Information).
In the absence of air, 8 was thermolysed in solvent
mixtures containing CH2Cl2 (to solubilize 8) and the hydrogen
atom donor, 1,4-cyclohexadiene. HPLC analyses showing the
loss of 8 and formation of products are presented for 1,4-
C6H8/CH2Cl2 (80:20, v/v), in the Supporting Information. The
main product was Ph3COH, which would not have been
detected if k1 were 5 ꢁ 1010 sꢀ1 or larger. Other lesser products
(see the Supporting Information) included Ph2(PhO)CH, two
compounds resulting from combinations with 1,4-C6H8, minor
amounts of 2 (at short reaction times), and (after 624 ꢁ 103 s)
2.6% of 1. Triphenylmethanol was also formed with lower 1,4-
C6H8/CH2Cl2 ratios (see the Supporting Information). The
yield of freely diffusing 2 will be 2 ꢁ [(80ꢀ8t)ꢀ1t] or, after
complete decomposition of compound 8, 2 ꢁ (80ꢀ1final). Based
on the 2.6% yield of 1, the minor correction for in-cage
combination of geminate 2 will be assumed to be a constant
2.5% of decomposed 8. Thus, the yield of free 2 during the
reaction is 2 ꢁ 0.975 ꢁ (80ꢀ8t), with a final yield of 2 ꢁ 0.975 ꢁ
80. It is only some fraction of 2, f = Ph3COH/[1.95ꢁ(80ꢀ8t)],
that can form Ph3COH (Scheme 5), while the remaining, 1-f,
fraction of these radicals will isomerize and form other
products. This competition yields k1 via Equation (1). Again
assuming that k5 will be essentially equal to the Me3COC +
isomerized. A value for k6411K = 4 ꢁ 106 mꢀ1 sꢀ1 was estimated
from room temperature kinetic data (see the Supporting
Information) which was combined with the Ph3COH yield
and the molarity of neat m-xylene at 411 K (7.1m) to give
k1411K = (4 ꢁ 106 ꢁ 7.1)/0.0134 = 2.1 ꢁ 109 sꢀ1.
Combination of k1295K = 1.4 ꢁ 108 sꢀ1 with k1411K = 2.1 ꢁ
109 sꢀ1 would yield a two point Arrhenius plot, Ea1 = 5.6 kcal
molꢀ1, log(A1sꢀ1ꢀ1) = 12.3 (for a discussion of the “expected”
value of A1 see the Supporting Information). We also applied
DFT[19] to 2. Phenyl migration was again found to proceed via
a spiro intermediate, 6 (Figure 1a), that lies in a shallow
energy minimum. Relative free enthalpies (at 298 K in
kcalmolꢀ1) along the reaction coordinate corresponding to
the isomerization of 2 are: reactant, 0.0; transition state (TS)
#1 (O approach to C1 of Ph), 5.7; intermediate 6, 5.2; TS #2
(opening of the 3-membered ring), 5.5; final product, ꢀ20.8
(see Figure S3 in the Supporting Information). More inter-
295K
estingly, k1
was computed to be 2.0 ꢁ 108 sꢀ1, with log
(A1sꢀ1) = 12.9 and Ea1 = 6.2 kcalmolꢀ1 calculated over the
Figure 1. a) View of the spiro intermediate 6, predicted by DFT for the
isomerization of 2. b) Isomerization of 2, Arrhenius plot calculated by
&
DFT ( ) and two experimental rate constants (*).
Angew. Chem. Int. Ed. 2010, 49, 5982 –5985
ꢀ 2010 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim
5983