X. Han et al. / Tetrahedron Letters 57 (2016) 399–402
401
OH
OH
OH
OH
+
OH
OH
HO
HO
OH
O
HO
O
O
O
O
-
H+
HNO
O
O
OH
OH
O
OH
OH
OH
OH
H
OH
N
HO
O
O
HO
O
O
ET
+
HN O
O
O
OH
O
OH
OH
OH
H
N
OH
OH
HO
HO
O
O
O
Nucleophilic attack
NH
O
O
OH
O
OH
O
Scheme 4.
The reaction sequence in Eqs. 1–3 was used to model the kinetic
data. These reactions are complicated by the slow release of HNO
anion, at an estimated reduction potential of 0.52 V NHE,24 as com-
, which would be
required for dioxygenation by SET. Thus the accelerated rate of
nitroxygenation versus oxygenation can be attributed to the differ-
ence in driving force in the SET rate-determining step.
pared to that of superoxide at ꢀ0.33 V from O
2
19
25
from AS, and its competitive dimerization forming N
perature dependence under our conditions for the first-order rate
constant k for Eq. 1 was obtained following the loss of absorbance
of Angeli’s salt at 250 nm, in both H
literature value for the bimolecular rate of Eq. 2, k
2
O. The tem-
1
2
O and D
2
O solutions, Table 1. A
These results are consistent with the proposed mechanism
shown in Scheme 4. In this sequence, quercetin is first deproto-
nated, generating an anion with substantial electron density
located on C2 of the central ring. The rate-limiting electron transfer
between quercetinate and HNO produces a quercetin radical and
6
ꢀ1 ꢀ1
2
= 8 ꢁ 10 M
s ,
9,19
was assumed unchanged under these conditions.
The temperature dependence of the second-order rate constant
of Eq. 3, k , was obtained by converting absorbance data to concen-
tration versus time and then fitting the data to the reaction
3
ꢀ
the aminoxyl radical anion, HNO . Radical–radical coupling gener-
2
0
sequence using REACT for Windows, Version 1.2, Figure 2. Table 2
gives the determined rate constants for analogous reactions of
ates an N-oxyamino anion; this key intermediate may also be gen-
erated by nucleophilic attack of a C2-based carbanion on HNO,
analogous to the nitroso aldol reactions. But the relatively small
entropy of activation suggests no bond formation in the rate-deter-
2
HNO and DNO, the latter being the assumed reactant in D O
solution.
–
26,27
Using the data in Table 2, the activation enthalpy (
D
H ) and
mining step, thus supporting the outersphere SET mechanism.
–
activation entropy (
plots of ln(k /T) versus the reciprocal of the absolute temperature
1/T), respectively, and are given in Table 3 for reactions in both
O and D O. Analysis of the variable temperature kinetic data
on this reaction obtains an activation free energy
1.8 kcal/mol, shown in Table 3. The kinetic isotope effect, KIE,
derived from rate constants obtained in H O and D O solutions is
.92 at 293 K. This value suggests, as well as the relatively small
D
S ) for the reaction were derived from Eyring
The incipient N-oxyamino anion then undergoes an intramolecular
nucleophilic attack at the C4 carbonyl, releasing CO and forming
the proposed depsidic intermediate which decomposes to the
observed products.
2
(
H
2
2
–
D
G
of
1
Conclusion
2
2
1
The nitroxygenation of quercetin with HNO is much more facile
than the comparable dioxygenation, some 1000-fold faster at room
temperature than an analogous dioxygenation at 70 °C. Thermody-
namic analysis yields an activation barrier very similar to that pre-
dicted for a rate-determining SET step; the difference in rates may
be attributed to a large difference in SET driving force. The unique
regioselectivity of nitroxygenation may be of use in organic syn-
thesis, as well as to provide mechanistic insight in comparison to
analogous dioxygenation reactions.
entropic energies of activation, suggest that no bonds are made
or broken in the rate-determining step.
ꢀ
Q
þ O
2
! Product ðk
4
Þ
ð4Þ
For comparison, the bimolecular rate constant of dioxygenation,
ꢀ1 ꢀ1
s
, ca. 104 slower than that of nitroxy-
4
k , at 293 K is 0.46 M
genation. Likewise, the reported enzymatic dioxygenation reaction
4
of quercetin by Mn-QDO was ca. 10 slower than the analogous
9
,4a
nitroxygenation.
Thus nitroxygenation appears to be funda-
mentally and significantly more facile than dioxygenation in these
reactions.
Acknowledgments
This research was supported by the National Science Founda-
tion (PJF CHE-1057942).
G ¼ F½E ðQH ꢀ E ðHNO0=ꢀÞꢃ
ꢂ
o
þ=0
o
ð5Þ
D
Further insight is obtained by application of the Nernst relation-
ship, Eq. 5, utilizing the reported potentials versus NHE for querce-
References and notes
21–23
tin oxidation (0.26 V) and HNO reduction (ꢀ0.22 V),
obtains the theoretical energy for single electron transfer (SET) of
1.0 kcal/mol. This value is quite close to that of the determined
which
1
2
.
.
Bors, W.; Heller, W.; Stettmaier, K. In Handbook of Antioxidants; 1996; pp 409–
1
D
–
3
4
.
.
G for the non-enzymatic nitroxygenation, and thus is consistent
with an initial SET as the rate-determining step, as illustrated in
ꢀ
Fig. 3. One product of SET would be HNO , the aminoxyl radical