4796 J . Org. Chem., Vol. 62, No. 14, 1997
Fountain and Patel
Ta ble 1. r-Effects in th e Ar S+Me2 System in Meth a n ol
by Com p etition Exp er im en ts a t 29.5 °C
Ta ble 2. MCA (k ca l/m ol) a n d MRA Va lu es for th e Ar yl
Meth yl Th ioeth er s
aryl
phenyl
1-naphthyl
9-anthracenyl
R-effect
PhSMe 1-naphthylSMe 9-anthracenylSMe
13.3 ( 2.5
32.5 (12.0
68.4 ( 14.0
MCA PM3
-99.11
-99.5
-111.1
-20.77
-103.7
-78.44
-31.84
3-21G* -53.3
-18.12
MRA
dilute gas-phase reaction (eq 3).13 The results are sum-
marized in Table 2.
hydrogen peroxide anions, N-methylbenzohydroxamate
anions (NMBH), and N-phenylhydroxylamines (NPHA).
Typical ranges for these R-effects are 2.5-11, expressed
BMe+ h B + Me+
(3)
as a ratio of rate constants, kR-nuc/knuc
.
We now report that the R-effect demonstrated in
methyl transfers from aryldimethylsulfonium salts in eq
1 with NMBH anions (reaction 2) correlates with the
ability of the substrates to accept an electron.
Discu ssion
The sizes of the R-effects in Table 1 follow the order of
the ability of the aryldimethylsulfonium salts to accept
an electron, as demonstrated earlier by Save´ant4 et. al.
The R-effect with the phenyldimethylsulfonium salt is
very similar to the R-effect reported by us, determined
by direct kinetic studies.9 In all these cases, in Save´ant’s
study, the capture of a single electron from an electrode
was part of an EC process. In an EC process the rate-
limiting step is a first-order chemical step (“C”) following
a fast electron-transfer step (“E”). From theoretical and
experimental electrochemical criteria it was possible for
Save´ant to evaluate the degree of concertedness of these
two processes. The rates of the two process in eq 1
approach each other as the aryl system becomes smaller.
The aryl ) phenyl was most concerted case, followed by
the 1-naphthyl case and then the 9-anthracenyl case. All
of the cases deal with EC mechanisms, but with varying
degrees of mixture of the E and C processes. The single
electron is known to enter an S-C σ* orbital and not the
π* system of the aryl ring.4,14
The correlation of the sizes of the R-effects in the table
with the order of ease of the E process and, inversely,
with the degree of concerted EC reactivity in the series
indicates the following: 1. The R-effect in methyl transfer
involves SET character in the transition state. 2. The
degree of concertedness of an EC process controls the size
of the R-effect in SN2 reactions.
We have previously discussed the R-effect at carbon
atoms as involving an intrinsic effect, shown at the most
simple carbon atom in CH3 groups.7a This effect is
modified by substitutions of other atoms or groups on the
C atom undergoing nucleophilic attack, such as phenyl
(giving a benzyl), or dO, giving the CdO group. These
groups give larger R-effects than at methyl due to their
ability to disperse the extra charge.7a This argument is
similar to the one Save´ant advanced in explaining the
increased ability of the 9-anthracenyl salts to stabilize
SET character in the sulfonium salts. The extra charge
is dispersed into the more extensive π system in those
systems. The present results with the N-methylbenzo-
hydroxamate transition states are entirely consistent
with that idea.
Exp er im en ta l Section
The experiments were performed as a series of competition
experiments using a 10 M excess of both p-ClC6H4CON(Me)-
O- (p-ClNMBH; pKa ) 12.04 in MeOH7a) and 3-NO2C6
H4O-Na+ (pKa ) 12.44 in MeOH8) in a thermostated water
bath at 29.5 °C in reaction with a 1.0 M amount of the
sulfonium salts. These salts were prepared as reported.3 The
reactions were allowed to stand for 1 h and were then analyzed
using a Hewlett-Packard 5890 GCMS employing a 12 ft cross-
linked methyl silicone gum column. Authentic materials
identified the retention times and gave authentic mass spectra
for comparison of products. The areas were digitally inte-
grated. Each determination was carried out in, at least,
duplicate. The GCMS has been shown previously to be nearly
linear in relating areas to grams.7a The ratios of the areas
were then multiplied by the ratios of the molecular weights
to give the R-effects as kR-nuc/knuc
.
The R-effects are summarized in Table 1.
Computational chemistry for the methyl cation affinities
was performed on a Gateway P166 using either Hyperchem
4.5 or 5.0. Geometries were obtained at the PM3 and 3-21G*
levels of theory. Computation of all the vibrational spectra
showed all positive frequencies and, hence, energy minima for
all structures. Computations at the ab initio 3-21G* level were
performed with Gaussian 94 on an SGI Indy or G94W on the
Gateway P166. The methyl radical affinities were defined
analogously to the methyl cation affinities as in reaction 3 and
are at the PM3 (UHF) level of theory. The issue of local vs
global minima was settled by rotating the SMe2 group around
the aryl-S bond in various possible conformations until the
lowest energy was obtained; in all cases, this conformation was
one in which at least one S-CH3 bond was nearly perpen-
dicular to the plane of the aryl ring.
We have previously reported that the R-effect in the
substituted phenyldimethylsulfonium series is most prob-
ably electronic in origin.9 The application of the tool of
increasing electron demand in a series of ring substituted
N-methylbenzohydroxamate anions gave a Bro¨nsted-type
plot that intersected the plot of the substituted phenolate
anions (non-R-nucleophiles). The present correlation of
the size of the R-effect with increasing ease of SET
reception combined with the behavior these sulfonium
Resu lts
The methyl cation affinities (MCA)13 and methyl radi-
cal affinities (MRA) were computed from the ∆Hf pre-
dicted by the quantum calculations using the ∆H for the
(7) (a) Fountain, K. R.; Fountain, D. P.; Michaels, B.; Meyers, D.
B.; Salmon, J . K.; Van Galen, D. A.; Yu, P. Can. J . Chem. 1991, 69,
798. (b) Fountain, K. R.; Hutchinson, L. K.; Mulhearn, D. C.; Xu, Y.
B. J . Org. Chem. 1993, 58, 7883.
(9) Fountain, K. R.; Dunkin, T. W.; Patel, K. D. J . Org. Chem. 1997,
62, 2738.
(8) Rochester, C. H.; Rossall, B. Trans. Faraday Soc. 1969, 65, 1005.