D. A. Rodriguez, R. Priefer / Tetrahedron Letters 55 (2014) 3045–3048
3047
Table 3
39% sulfite, while the same reaction with 4-tert-butylbenzyl alco-
hol afforded a product mixture consisting of 27% chloride and
60% sulfite.
Though there appeared to be no correlation of our results for
these reactions (2:1 ratio of benzyl alcohol to thionyl chloride) to
Hammett’s constant,17 we did observe that the sulfite product pre-
dominated when the para-substituent had a Swain and Lupton’s F-
value18 either on the high or low end (Table 3).
Product % ratios determined by 1H-NMR, using 2:1 benzyl alcohols and thionyl
chloride compared to Swain and Lupton’s R- and F-values
X-Ph-CH2OH
F
% sulfite
R
% chloride
tBu
H
Me
Ph
OMe
OPh
CF3
Cl
À0.02
0
60.1
55.3
39.8
29.2
0
À0.18
0
27.0
11.2
32.7
26.3
48.6
40.2
0
34
35.6
0
0.01
0.12
0.29
0.37
0.38
0.42
0.45
0.51
0.65
À0.18
À0.13
À0.56
À0.40
0.16
À0.19
À0.22
0.15
Overall, percent sulfite formation is parabolically related to
Swain and Lupton’s F-values (Fig. 2). Mechanistically, a lack of cor-
relation with Hammett’s constant for the production of sulfite can
be rationalized, since an additional atom separates the site of reac-
tion from the aromatic ring. We have observed this parabolic phe-
nomenon with Swain and Lupton’s F-value in previous studies,
particularly with the analogous dibenzylic dialkoxy disulfides
which underwent both thermolytic and photolytic decomposition
at rates that parabolically correlated to F-values,19,20 in addition
to the aforementioned bis(benzyl) sulfites photolytic decomposi-
tion study.14 It can be rationalized that a substituent with a high
F-value, such as nitro, withdraws the electron cloud toward it
and away from the sulfonyl chloride moiety, hence making it more
prone to nucleophilic attack by another benzyl alcohol (Scheme 2).
As the magnitude of the F-value decreases, this polarization differ-
ence decreases, ‘bottoming-out’ with methoxy at an F-value of
0.29. Substituents with F-values lower than methoxy, such as t-
Bu, Me, etc. that do not possess a lone pair of electrons (vide supra),
can donate electron density toward the reacting sulfur site. As a
result, the benzylic oxygen can donate a pair of electrons to the sul-
fur displacing chloride, which would thus allow for the subsequent
attack by another benzyl alcohol (Scheme 2).
While this rationale accounts for the product distribution of sul-
fite, it is not consistent with that of chloride. We observed only a
loose association of the amount of chloride product formed with
Hammett’s constants and none with Swain and Lupton’s F-values,
but we did observe a linear correlation with Swain and Lupton’s
Resonance (R-) values.18 It logically follows that the chloride prod-
uct distribution is more strongly related to a resonance effect than
an overall field effect because product formation results from
nucleophilic attack directly on the benzylic carbon. Substituents
6.4
12.5
15.4
30.1
39.1
67.5
Br
CN
NO2
0.13
7.3
Figure 2. Percent sulfite formation determined by 1H NMR, using 2:1 benzyl
alcohols and thionyl chloride versus Swain and Lupton’s F-values.
corresponding acid as previously reported.16] Significant variability
in product distribution was observed at all ratios except 1:5, in
which case only benzyl chlorides were generated. For example,
the reaction of 4-cyanobenzyl alcohol with thionyl chloride in a
ratio of 2:1 gave a product mixture consisting of 0% chloride and
Low Swain and Lupton's F-values
High Swain and Lupton's F-values
δ+
O
S
δ−
O
S
O
Cl
O
Cl
δ−
δ+
X
X
O
S
O
Cl
X
X
O
S
O
+ S
O
O
Cl
HO
HO
X
X
X
O
S
O
O
X
X
Scheme 2. Possible rationale for the formation of bis(benzyl) sulfites at high and low Swain and Lupton’s F-values.