Communications
The transformation of other monosaccharides, such as man-
nose, xylose, and arabinose, was also investigated using
HNbMoO6 and LiNbMoO6 (entries 2–4, 7–9). Both niobium mo-
lybdates afforded the corresponding epimers selectively. The
conversions of glucose, xylose, and arabinose over HNbMoO6
were around 30% with remarkable selectivity toward the cor-
responding epimers. The theoretical equilibrium product ratios
from Gibbs free energy calculations were estimated to be
70:30, 67:33, and 69:31 for glucose/mannose, xylose/lyxose,
and arabinose/ribose epimerizations, respectively,[35] indicating
that these reactions reached equilibrium with HNbMoO6. The
epimerization reactions over LiNbMoO6 also reached equilibri-
um by prolonging the reaction time from 0.5 h to 3 or 4.5 h
(entries 7–9).
of HNbMoO6 as shown in a previous study.[37] In contrast, the
(001) peak remained unchanged for LiNbMoO6. Considering
that both layered oxides catalyzed the epimerization in a similar
manner, the active sites of LiNbMoO6 for the reaction are at-
tributable to the Mo octahedra at the surface, not the Mo octa-
hedra within the interlayer. The unit cell parameters of LiNb-
MoO6 were reported as a=b=0.4785 nm and c=0.925 nm.[38]
One Mo atom is located in the ab-plane in the unit cell, and
the surface density of Mo octahedra is calculated to be
7.6 mmolmÀ2. The BET surface area of LiNbMoO6 used in this
study was 5 m2 gÀ1. Thus, the amount of surface Mo octahedra
in 50 mg of LiNbMoO6 was 1.9 mmol, much lower than
170 mmol calculated by the molecular formula. This value was
used for calculation of the turnover frequency (TOF).
The manner in which the epimerization of glucose over
HNbMoO6 proceeded was further elucidated by using 13C nu-
clear magnetic resonance (NMR) spectroscopy (Figure 3) using
a method previously reported.[22] Using d-(1-13C)glucose and
D2O as the solvent, the shift in position of the C1 carbon was
followed. Before the reaction, two signals were observed at
95.8 and 92.0 ppm that corresponded to the C1 carbon of the
b-pyranose and a-pyranose configurations of glucose.[36] After
the reaction two new signals appeared at 71.1 and 70.6 ppm,
which were assigned to the C2 carbon of the b-pyranose and
a-pyranose configurations of mannose. No signals for the C1
carbon of mannose (94.6 and 95.1 ppm) were observed. These
results demonstrated that a 1,2-rearrangement occurred for
epimerization of glucose over HNbMoO6 in water.
Figure 4a shows the reaction rate versus the initial concen-
tration of glucose for the epimerization over LiNbMoO6. The re-
action rate gradually levelled off with increase of initial concen-
The XRD patterns of LiNbMoO6 and HNbMoO6 before and
after immersion in the glucose-containing aqueous solutions
are shown in Figure S1 in the Supporting Information. A shift
of the (001) peak, which corresponds to expansion of the basal
spacing, was observed for HNbMoO6 after the immersion,
which is a result of intercalation of glucose into the interlayers
Figure 4. (a) Reaction rate versus initial glucose concentrations using LiNb-
MoO6 at 373 K. Reaction conditions: glucose (0.28–2.8 mmol), LiNbMoO6
(50 mg), water (3 mL), 373 K. (b) Arrhenius plots for epimerization of glucose
over LiNbMoO6.
tration of glucose. This behavior is typical of Langmuir–Hin-
shelwood kinetics, r=(S)kKC0/(1+KC0) where r is the reaction
rate (molLÀ1 sÀ1), (S) is the concentration of active sites
(molLÀ1), k is the rate constant (sÀ1), K is the adsorption equi-
librium constant (LmolÀ1), and C0 is the initial glucose concen-
tration (molLÀ1). On the basis of mole of active sites, the reac-
tion rate r’ [molsÀ1 (mol-active sites)À1]=r (molLÀ1 sÀ1)(3
10À3 L)/(1.910À6 mol) is also shown in Figure S2. Based on the
kinetics, the rate constants over LiNbMoO6 at 353, 373, and
393 K were estimated to be 0.09, 0.27, and 1.1 sÀ1. These
values are identical to TOFs at saturation coverage, KC0 @1,
since TOF=r/(S) is equal to k. The TOFs were higher than
those over Mo-based polyoxometalates, such as H3PMo12O40,
Sn0.75PMo12O40, and Ag3PMo12O40.[25] Figure 4b also shows Ar-
rhenius plots for the epimerization. The apparent activation
energy, Ea was 73 kJmolÀ1, which is much lower than that of
a homogeneous molybdate catalyst (126 kJmolÀ1 [23]
and Mo-
)
based polyoxometalates (96–99 kJmolÀ1),[25] and comparable to
that of Sn-beta zeolite in methanol (70 kJmolÀ1).[28] The reac-
tion mechanism is similar to Scheme 1 because Mo is crucial
for the activity. However, MoÀOÀNb bonding is dominant for
the layered NbMo oxides. Thus, one possible explanation for
the lower activation energy of the layered NbMo oxide than
Figure 3. 13C NMR spectra taken before and after epimerization of d-(1-
13C)glucose using HNbMoO6 in D2O. Reaction conditions: d-(1-13C)glucose
(300 mg, 1.67 mmol), HNbMoO6 (10 mg), D2O (3 mL), 393 K, 1.5 h.
ChemSusChem 2015, 8, 3769 – 3772
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