246
Chang Kiu Lee et al./Carbohydrate Research 309 (1998) 243±250
rate constants for the formation of 4 were deter-
mined from the build-up of its peak at ꢂ 4.94,
which obeyed the ®rst-order rate law through at
least 24 h. This rate constant is k0. All of these rate
constants depend on the initial solution composi-
tion, and are pseudo ®rst-order rate constants.
We measured the rate of anomerization at dif-
ferent concentrations of the catalyst for the ®rst
®ve minutes by gas±liquid chromatography (GLC),
in which the rates of the reverse reaction and for-
mation of 4 were almost negligible. The results are
listed in Table 4.
The disappearance of permethylated methyl d-
glycosides was monitored by proton NMR spec-
troscopy. The ratio of the anomeric proton of the
reactant to the protons of CH2Cl2, which was pre-
sent in the solvent, was measured, and designated
At. At reached a constant value, designated A , in
1
about 1 h. Plots of ln (At A ) against time were
The rate constants in the Table 4 are larger than
those in the Table 3, but the same isomer is favored
in each case. The dierence is due to the fact that
the equilibrium constants in the case of Table 4 are
pretty much independent of the catalyst con-
centration, even though the individual rate con-
stants are not.
Although it is dicult to derive a rate equation
which is consistent with the results in Table 4, it
seems apparent that the rate does not increase lin-
early as the concentration of Me3SiOTf increases.
This and the observed down®eld shift of the meth-
oxy proton peaks (Table 2) may be consistent with
the complexation of undissociated Me3SiOTf with
the oxygen atoms in the substrate.
The anomerization of 1ꢀ and 3ꢀ appeared to
reach equilibrium within 30 min and the ratios of
the ꢁ and ꢀ anomers were about 4:1 and 5:1,
respectively, based upon integration of the anome-
ric protons. However, the total amounts of ꢁ and ꢀ
anomers gradually decreased with time because of
the formation of 4.
As illustrated in Scheme 1, a cyclic oxonium
intermediate VI would be formed as a sole inter-
mediate in the formation of 4. Sequential elimina-
tion of methoxy groups from VI would then give
rise to 4. The formation of 4 may be explained as
shown in Scheme 2. Three methoxy groups have to
be eliminated from a substrate in order to form 4.
1
linear, and their slopes gave kobs, which is the sum
of k1 and k . After reaction had proceeded for
1
about 1 h and a constant value of At had been
reached the ratio of the product to the reactant
anomeric proton was measured, and taken as the
anomerization equilibrium constant, K. K is the
ratio, k1=k . From these ratios and sums the
1
individual rate constants could be calculated, and
they are tabulated in Table 3. The formation of 4
could not be detected during the ®rst hour of reac-
tion, but began to appear after longer times. The
Table 2
1H Chemical-shift values of methyl 2,3,4,6-tetra-O-methyl-d-
glycopyranosides
H-1 (J, Hz)
OCH3
1ꢁ
1ꢀ
2ꢁ
3ꢁ
3ꢀ
A
B
A
B
A
B
A
B
A
B
4.74 d (3.6)
4.85 d (3.5)
4.09 d (6.3)
4.15 d (6.5)
4.69 d (1.7)
4.75 d (1.7)
4.79 d (3.3)
4.87 d (3.9)
4.09 d (7.4)
4.14 d (7.0)
3.34, 3.35, 3.43, 3.48, 3.55
3.38, 3.42, 3.50, 3.52, 3.53
3.36, 3.46, 3.46, 3.47, 3.50
3.39, 3.43, 3.44, 3.51, 3.59
3.32, 3.36, 3.43, 3.43, 3.45
3.35, 3.46, 3.49, 3.51, 3.75
3.34, 3.35, 3.42, 3.45, 3.49
3.39, 3.44, 3.52, 3.53, 3.55
3.36, 3.46, 3.47, 3.50, 3.50
3.42, 3.50, 3.52, 3.53, 3.56
A: In dichloromethane-d2.
B: In dichloromethane-d2 with 5 equiv of Me3SiOTf added.
Table 4
Rates of anomerization of methyl 2,3,4,6-tetra-O-methyl-d-
glycopyranosides in the presence of various molar equivalents
Table 3
Rate constants for the anomerization (k1) of methyl 2,3,4,6-
tetra-O-methyl-d-glycopyranosides ꢀand the formation (k0) of 4
in the presence of Me3SiOTf at 25 C in CH2Cl2
ꢀ
of Me3SiOTf and docosane at 25 C
1
Glycoside
k1, min (Â102)
k0, min
k1=k0
1
1
Glycoside
k1, min
0.1
0.5
1.0
2.0
5.0
2
2
4
2
1
4
4
4
3
4
1ꢁ
1ꢀ
2ꢁ
3ꢁ
3ꢀ
1.0(0.5)Â10
4.3(0.5)Â10
1.1(0.5)Â10
3.8(0.5)Â10
1.4(0.5)Â10
1.3(0.5)Â10
1.0(0.5)Â10
1.0(0.5)Â10
1.2(0.5)Â10
3.5(0.5)Â10
76.9
430.0
1.1
31.6
400.0
1ꢁ
1ꢀ
3ꢁ
3ꢀ
0.9
8.1
2.9
11.8
1.6
10.3
5.0
2.3
11.6
7.5
2.6
17.4
9.0
2.8
26.7
9.9
15.3
27.5
49.5
59.3