Angewandte
Chemie
philes 3a–d at the b-carbons of the enolates 2a,b to form the
acyl azoliums 5. The first-order rate constants, kobs, were
obtained by least-squares fitting of the function A =
t
ꢀ
kobst
A e
+ C to the time-dependent absorbances of the
0
electrophiles. Plots of kobs versus the concentrations of the
nucleophiles [2a,b] were linear, as exemplified in the inset in
Figure S3. The slopes of these plots gave the second-order
ꢀ
1
ꢀ1
rate constants k (in m s ), which are summarized in Table 3.
Table 3: Second-order rate constants k (C attack) and k’ (O attack) for
the reactions of azolium enolates 2 with the reference electrophiles 3 at
2
08C in THF.
ꢀ1
ꢀ1
ꢀ1 ꢀ1
3
k [m
s
]
k’ [m
s
]
[
a]
2
a
2a
2b
2c
2c
4
4
5
5
4
3
3
3
3
3
3
a
b
c
d
e
f
1.57ꢃ10
4.69ꢃ10
1.37ꢃ10
4.66ꢃ10
1.70ꢃ10
3
4
4
4
5
5
3
4
4
3.88ꢃ10
1.10ꢃ10
2.08ꢃ10
5.42ꢃ10
1.27ꢃ10
3.58ꢃ10
5.58ꢃ10
1.23ꢃ10
2.86ꢃ10
5
5.4ꢃ10
6
1.43ꢃ10
[a] In DMSO.
In contrast, the kinetic behavior of enolate 2c depended
on the nature of the benzhydrylium ions. The less electrophilic
benzhydrylium ions 3c,d react with 2c in a similar way as with
2
a,b (monoexponential decay, Figure S4) to give the second-
order rate constants k for C attack, which are listed in Table 3.
However, the reaction of 2c with the more reactive carben-
ium ion 3e showed bisexponential decay of the absorbance of
3
e. At low concentration, as shown in Figure 3a for a 0.11 mm
solution of 2c, about 20% of the absorbance of 3e disap-
peared within 50 ms, whereas reaching a constant concen-
tration of 3e required 1000 ms. At higher concentrations of 2c
Figure 3. Decrease in the absorbances during the reactions of 3e,f
with 2c in THF at 208C (solid lines) and determination of kobs from the
(
0.40 mm, Figure 3b) about 50% of the absorbance of 3e
disappeared within 10 ms and it was almost completely
extinguished after 500 ms. With the more reactive benzhy-
drylium ion 3 f, the first part of the bisexponential decay
dominated, and about 75% of 3 f was consumed within 15 ms
in the reaction with a 0.23 mm solution of 2c (Figure 3c). In
all cases, kobs was obtained by least-squares fitting of the
monoexponential fit of the absorbance (dashed lines). Insets: Plots of
k
obs versus [2c] yield the second-order rate constants k and k’ in
Table 3.
ꢀ
kobst
function A = A e
+ C to the time-dependent absorbances
t
0
of the electrophiles in the particular range, and the second-
order rate constants were obtained from the slopes of the kobs
versus [2c] plots (insets in Figure 3).
This behavior can be rationalized by the mechanism
depicted in Scheme 3. The fast and incompletely proceeding
reactions correspond to the attack of the electrophiles at the
oxygen center of the enolate 2c, while the slower reactions
correspond to the attack at the b-carbon atom of 2c. With the
less Lewis acidic carbenium ions 3c,d the equilibrium for the
fast reaction, which yields the benzhydryl enol ethers 4, is
completely on the side of the reactants and attack at the
oxygen of 2c does not affect the slow process (C attack),
which is then observed exclusively. The more Lewis acidic
carbenium ion 3 f, on the other hand, is converted into the
benzhydryl enol ether 4 to a large extent, before its
quantitative conversion into 5, the thermodynamically more
stable product of C attack (Figure 3c).
Scheme 3. Ambident reactivity of the azolium enolate 2c.
As shown by entry 5 in Table 2, the conversion of 4cf to
5cf is complete within 5 min. With 3e, a borderline situation is
encountered: At low concentrations of 2c the equilibrium for
O attack is on the side of reactants and one can observe the
slow C attack (Figure 3a), whereas at higher concentrations
of 3e the faster O attack becomes observable (Figure 3b).
Figure 4 shows that the logarithms of the rate constants
(lgk) for the reactions of 2a,b with the carbenium ions 3a–d
(in THF) correlate linearly with the empirical electrophilicity
parameters E (* and ^ in Figure 4), indicating that Equa-
tion (1) is applicable and can be used to determine N and sN
Angew. Chem. Int. Ed. 2013, 52, 1 – 6
ꢀ 2013 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim
3
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