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J. J. Forsman et al. / Carbohydrate Research 344 (2009) 1102–1109
Table 1
dent on the choice of type of acid employed (Brønsted vs Lewis
acid), providing evidence for the role of the acetyl cation as the cat-
alytically active species. Also, the dramatical change of reaction
mechanism when acetic anhydride was removed from the system
supports this hypothesis. Based on the experiments using 13C-la-
beled acetic acid and acetic anhydride it can be deduced that the
anomerization occurs via exocyclic C–O cleavage. The role of the
neighboring benzoyl group at C2 in the cleavage, and the introduc-
tion of the anomeric acetyl group are significant as it becomes evi-
dent by inspecting Figure 3. The results herein contribute to the
elucidation of fundamental reaction mechanisms in organic chem-
istry in general and in carbohydrate chemistry in particular, and
may be utilized in further development of stereospecific glycosyl-
ation reactions in nucleoside synthesis.
First order rate constants for the reactions involved in the H2SO4 catalyzed
anomerization of 1 and 2 carried out at 25 °C in different AcOH/Ac2O mixtures
Reaction conditionsa
k (hꢀ1
Reaction conditionsb
Reaction conditionsc
k (hꢀ1
)
k (hꢀ1
)
)
k1–2
k2–1
k1–3
k2–3
33.21 1.33
14.28 0.57
0.0037 0.00006
0d
k1–4
k1–5
k2–4
k2–5
k4–5
k5–4
0d
k1–2
k2–1
k1–3
k2–3
0.06 0.0014
0.034 0.0021
0.002 0.00056
0d
2.26 0.022
0d
89.4 0.12
2.35 0.0023
0.94 0.0014
k2–12
k12–11
0.058 0.0011
0.012 0.00059
a
The reaction was carried out in AcOH/Ac2O (5:4 v/v) containing 7.5% H2SO4.
The reaction was carried out in 13C-labeled AcOH/Ac2O (5:4 v/v) containing
b
0.75% H2SO4.
c
The reaction was carried out in AcOH containing 0.75% H2SO4.
Rate constants set to 0 based on kinetic modeling.
d
4. Experimental
the rate constants k1–2, k2–1, and k1–3 were estimated. The initial
rates when starting from the -anomer 1 or the b-anomer 2 are gi-
4.1. General experimental details
a
ven in Supplementary data (Table S5). The rate constants obtained
for the partial reactions involved have been listed in Table 1.
The experimental data combined with the kinetic modeling
show that, in the acetyl exchange experiments performed with
13C-labeled acetic acid and acetic anhydride, the reaction rates
r1–4 and r2–4 are equal to zero (Scheme 4). This further indicates
that regardless of whether the reaction is started from the
Synthesis of all starting compounds and detailed kinetic data
are provided in Supplementary data. The anomerization experi-
ments were carried out in sealed NMR tubes inside the magnet
thermostated to 25 °C by a Bruker variable temperature unit. The
NMR spectra were recorded using a Bruker Avance 600 MHz spec-
trometer equipped with a 5-mm inverse z-axis fg probe operating
at 600.13 MHz for 1H and at 150.92 MHz for 13C. 1H NMR spectra
were acquired with single-pulse excitation, 45° flip angle, pulse re-
cycle time of 3.6 s, and with spectral widths of 12 kHz consisting of
64 k data points. The quantitative 13C NMR spectra were recorded
with single-pulse excitation, 90° flip angle, pulse recycle time of
10 s, and with spectral widths of 3 kHz consisting of 64 k data
points. Inverse-gated decoupling techniques were applied in order
to avoid NOE.
a-anomer 1 or the b-anomer 2, the starting material is always first
converted into the labeled b-anomer which subsequently
5
anomerizes to reach the equilibrium between compounds 4 and
5. The equilibrium constant for the reaction between 4 and 5
was determined from the experimental data as K5–4 = 0.399.
In the reactions where the anomerization was studied in the ab-
sence of acetic anhydride (Fig. 4), compound 3 was formed in small
quantities when starting from 1. When, on the other hand, 2 was
used as the starting material, compound 3 was not detected at
all. That r2–3 in Scheme 5 equals to zero was also shown by the ki-
netic modeling which is in good agreement with all other results
on the formation of compound 3. The equilibrium constant for
the anomerization of 1 and 2 in the absence of acetic anhydride
is given in Supplementary data (Table S6).
In the modeling, the reaction r12–11 was considered to be irre-
versible as no equilibrium between the compounds 11 and 12
was formed during the time period when the reaction was followed.
For this reason we could not determine the equilibrium constant
K12–11, although the eventual equilibrium between compounds
11 and 12 would probably have been established if the reaction
was allowed to continue for a longer time period.
The kinetics of the anomerization process was described with a
first order reaction kinetics model. The reactor was described with
a batch reactor model.
dci
¼ ri
dt
For the parameter estimation the following objective function was
minimized:
X X
2
Q ¼
ðci;t;exp ꢀ ci;t;modelÞ wi;t
t
i
where ci,t,exp and ci,t,model are the experimentally recorded concen-
trations and the concentrations predicted by the model, respec-
tively. The weight factor w was set to 1 for all experimental
points. The software Modest was used to estimate the rate con-
stants and to solve the reactor mass balances, the software mini-
mizes the objective function with the Levenberg–Marquardt
method, and solves the ODEs describing the reactor model by the
backward difference method.14 The fit of the model to experimental
data of the reactions is presented in Figures 3 and 4 and in Supple-
mentary data (Figs. S7–S14). As can be seen from the figures, the
model can describe the experimental data very well. The estimated
rate constants, kinetic models, and reactor component mass bal-
ances are listed in Tables S1–S4 (Supplementary data). The esti-
mated kinetic constants are well identified (parameter sensitivity
analysis plots in Supplementary data) and all the parameter errors
are low.
3. Summary and conclusions
To summarize, new mechanistic and kinetic data on the ano-
merization of acylated L-ribofuranoses under different acetolysis
conditions have been obtained thus contributing to the under-
standing of fundamental phenomena in carbohydrate chemistry.
Our results show that the mechanism of anomerization is indepen-
3
k1-3
k2-3
k1-2
k2-1
1
2
k2-12
12
4.2. General procedures for the anomerization reactions in
AcOH–Ac2O mixture with H2SO4
k12-11
11
Compounds 1–3 and 6–7 (20 mg) were dissolved in 550
ll of
CD2Cl2. To this solution was added 63 l of a 5:4 (v/v) mixture of
l
Scheme 5.