Quinolinium Dichromate Oxidation of Diols
J . Org. Chem., Vol. 61, No. 25, 1996 8877
Discu ssion
Sch em e 1
The activation parameters obtained were in agreement
1
,3
with literature values. The values for the free energies
of activation were nearly constant, indicating that the
same mechanism operated for the oxidation of these diols.
The linear increase in the rate of oxidation with acidity
suggested the involvement of a protonated Cr(VI) species
in the rate-determining step. Earlier reports have
There was no kinetic evidence for the formation of a
cyclic intermediate in any appreciable concentration
between the diols and QDC. The rate of oxidation, for
example, was first order with respect to each reagent,
for all the diols studied. The only evidence for the
formation of a cyclic intermediate would depend upon the
relation between the reaction rate and the configuration
of the diol. An attempt was made to decipher a general
correlation between the rate of oxidation by QDC and
the proximity of the hydroxyl groups. Inspection of the
kinetic data revealed that trans-1,2-cyclohexanediol re-
acted faster than 1,5-pentanediol by a factor of 1.95. The
geometry of trans-1,2-cyclohexanediol was such that the
two hydroxyl groups were in equatorial positions. The
chromate substituent group was quite strained. There
would be a rate-enhancing relief of steric strain in the
transition state, and hence the decomposition of the
chromate ester would be facilitated. The factor of 1.95
would thus represent the difference in the ease of ester
decomposition. In 1,5-pentanediol, the hydroxyl groups
were quite far apart. Hence, there would not be any
possibility of a cyclic mechanism operating in the oxida-
tion reactions of the diols under investigation.
established the involvement of such Cr(VI) species in
chromic acid oxidations.12 Since the concentrations of
acid used were in the range of 0.5 M to 2.0 M, the
dichromate ion (and its protonated form) would be the
predominant species. Moreover, the protonated Cr(VI)
species would be a more reactive electrophile capable of
increasing its rate of coordination to the diol.
The dielectric constants for water-acetic acid mixtures
have been estimated approximately from the dielectric
constants of the pure solvents. Plots of log k
the inverse of the dielectric constant were linear (r )
.993) with positive slopes, suggesting an interaction
1
against
0
1
3
between a positive ion and a dipole. The data in Table
indicated that the dielectric constants for water-acetic
4
acid mixtures were a linear function of the solvent
composition used in this investigation. This relationship
between log k and 1/D was thus obeyed in the range of
1
dielectric constants used.
The rate of the acid-catalyzed reaction was greater in
The formation of R-hydroxy carbonyl compounds would
suggest that the oxidation of diols by QDC simulated that
D O than in water (kD O/kH O ) 2.0). The rate of an acid-
2
2
2
2
catalyzed reaction would be expected to be faster in D O
1
2
of the oxidation of monohydric alcohols by chromic acid.
2
than in H O, when a preequilibrium protonation was
involved.1
4,15
Cyclic ester formation involving both the hydroxyl groups
was unlikely, and the mechanistic pathway would be an
acyclic process through a chromate ester, which would
then undergo decomposition (Scheme 1). This mecha-
nistic sequence drew ample support from two excellent
correlations:
The value of the solvent isotope effect
suggested that the hydroxyl group was not involved
either in the preequilibria or in the rate-determining step.
Since the effect of changing the solvent was large, it
effectively precluded the possibility of breaking an O-H
bond in the rate-determining step. Hence, an ester
mechanism became very probable.
(a) Periodic acid, lead tetraacetate and phenyliodo-
soacetate (used primarily to cleave 1,2-diols) do not
There was no evidence for carbon-carbon bond fission
upon the QDC oxidation of diols, in aqueous medium or
aqueous acetic acid solutions. In the absence of products
which would have resulted from the carbon-carbon bond
fission, it would be reasonable to suggest that an acyclic
mechanism must perforce operate in these oxidation
reactions. The major portion of the diols was oxidized
in the normal manner, CH(OH) f CdO. The fission of
diols could not be effected in the presence of added free
acid. Thus, the diols reacted with QDC to produce the
corresponding R-hydroxy carbonyl compound, a pathway
readily oxidize simple alcohols or oxidize diols to R-hy-
3
droxy carbonyl compounds (as do chromic acid or per-
manganate).
(b) The oxidative cleavage of 1,2-diols by periodate (the
Malaprade reaction) is an allowed electrocyclic process,
whereas the corresponding reaction of 1,2-diols by Cr-
(
VI) is a forbidden process.16 This excludes a cyclic
mechanism and supports the view that the oxidation of
diols by QDC would involve the conversion CH(OH) f
CdO.
The data collected demonstrated that application of
QDC to the oxidation of diols (vicinal and nonvicinal) led
to the formation of R-hydroxy carbonyl compounds in
good yields. This efficient reaction could thus prove to
be a useful and general route in the synthesis of R-hy-
droxy carbonyl compounds.
which has already been established to be energetically
more favorable than that yielding the fission product.3
The rates and the enthalpies would favor the formation
of the hydroxy carbonyl product, similar to earlier
investigations,1,3 suggesting that the structure of the
transition state was quite near to that of the products.
Ack n ow led gm en t. Financial assistance from the
University Grants Commission, New Delhi, under the
Special Assistance Program, is gratefully acknowledged.
(
12) Wiberg, K. B. Oxidation in Organic Chemistry; Academic
Press: New York, 1965, Part A, p 69.
13) Amis, E. S. Solvent Effects on Reaction Rates and Mechanisms;
Academic Press: New York, 1967; p 42.
(
J O961079M
(14) Wiberg, K. B. Chem. Rev. 1955, 55, 713.
(
15) Collins, C. J .; Bowman, N. S. Isotope Effects in Chemical
Reactions; van Nostrand-Reinhold: New York, 1970; p 267.
(16) Littler, J . S. Tetrahedron 1971, 27, 81.