alcohol dehydrogenase to analyze chiral alcohols, while the
second uses a lipase to analyze chiral esters. These and other
parallel methods have a significant speed advantage over the
traditional serial methods that have been used to measure
ee, such as chiral HPLC and GC, optical rotation measure-
ments, and NMR methods. As a result, these high throughput
ee screens are powerful tools that can be used, in conjunction
with combinatorial methods, to facilitate the discovery of
new enantioselective catalysts for a variety of chemical
transformations. Here, we report a new method that over-
comes one of the major limitations of the original EMDee
assay. In previous examples, the enzyme was required to
both bind and catalyze a reaction with the analyte. In our
current experiments, we remove the turnover restriction and
demonstrate that EMDee works well with analytes in which
the two enantiomers simply bind with different affinities to
the enzyme and, thus, inhibit its activity to a different extent.
These studies broaden the scope of the EMDee assay since
there are a variety of chiral compounds that are enzyme
inhibitors, and in most cases, the two enantiomers of these
potential analytes have different affinities for their enzyme
target.
We have chosen sulfoxide 1 as a proof of concept for this
new EMDee procedure. Chiral sulfoxides have important
applications in both chemistry and biology.5 They have been
used as chiral auxiliaries and as ligands for asymmetric
catalysis and also in medicinal chemistry as anti-ulcer drugs
and to prevent alcohol metabolism.5b,6 For example, the anti-
ulcer drug Nexium is a chiral sulfoxide. One of the most
efficient routes to prepare chiral sulfoxides is the asymmetric
catalytic oxidation of sulfides. While a number of enantio-
selective catalysts have been developed for this reaction, there
is room for improved oxidation catalysts that avoid over-
oxidation of the sulfide to the sulfone, that use lower ligand
loadings and nontoxic metals and that provide higher yields
and enantioselectivities.7 High throughput methods to
measure the ee of sulfoxides will facilitate the discovery
effort.8
The rate of the reaction was monitored by following the
conversion of the cofactor â-NAD to â-NADH by UV
spectroscopy. Both enantiomers of 1 are uncompetitive
inhibitors, but (S)-1 is a potent inhibitor with a Kii value of
33 ( 3 µM, while (R)-1 is a weak inhibitor with a Kii value
of 656 ( 66 µM. Because these are uncompetitive inhibitors,
Kii represents the dissociation constant of the sulfoxide from
the HLADH/â-NADH/sulfoxide ternary complex.9 Uncom-
petitive inhibition was confirmed using a combination of both
Dixon and Cornish-Bowden analyses.10
Since there is a 20-fold difference between the Kii values
of the two enantiomers, we can measure the ee of the chiral
sulfoxide by monitoring the initial rate of the HLADH-
catalyzed oxidation of ethanol in the presence of a known
concentration of this inhibitor. Reactions that are run in the
presence of a higher concentration of (S)-1 are slow, while
reactions with (R)-1 are fast. We used a modified form of
the Michaelis-Menten equation for uncompetitive inhibition
to correlate the initial rate of the enzymatic reaction in the
presence of (S)-1 and (R)-1 with the ee of the inhibitor (eq
1). When the total sulfoxide and substrate concentrations,
and the kinetic and inhibition constants are known, eq 1 can
be used to convert initial rate data into ee values for the
sulfoxide. In this particular example, the sulfoxide is an
uncompetitive inhibitor of the enzyme. However, EMDee
should be equally as effective with analytes that are competi-
tive inhibitors.
Vmax [EtOH]
νi )
(1)
[(S)-1]
[(R)-1]
Km + [EtOH] 1 +
+
(
)
]
[
Kii (S)-1 Kii (R)-1
Figure 1 shows plots of the initial rate of the HLADH-
catalyzed reaction in the presence of 200 µM sulfoxide 1.
We analyzed 84 samples that ranged from 100% R to
100% S using a 96-well UV plate reader. Each sample
contained 36 nmol of sulfoxide, and initial rates were
measured over a 30 min window. The solid line in each plot
represents the theoretical curve generated using the modified
form of the Michaelis-Menten equation for uncompetitive
inhibition (eq 1). There is a good fit of the experimental
data to the theoretical curve, demonstrating that inhibition
rate profiles can be used to estimate ee of the sulfoxide
inhibitor.
The assay procedure is outlined in Scheme 1. Plapp has
shown that chiral sulfoxides are inhibitors of horse liver
alcohol dehydrogenase (HLADH).9 We examined sulfoxide
1 as an inhibitor of this enzyme using ethanol as the substrate.
Scheme 1. EMDee Procedure to Determine the Enantiomeric
Excess of Methyl p-Tolyl Sulfoxide by Measuring its Inhibition
of the Oxidation of Ethanol to Acetaldehyde Catalyzed by
HLADHa
To demonstrate the utility of this assay for the analysis of
products from catalytic enantioselective reactions, we screened
(5) (a) Ferna´ndez, I.; Khiar, N.Chem. ReV. 2003, 103, 3651. (b) Federsel,
H.-J. Chirality 2003, 15, S128. (c) Miller, J. A.; Gross, B. A.; Zhuravel,
M. A.; Jin, W.; Nguyen, S. T. Angew. Chem., Int. Ed. 2005, 44, 3885. (d)
Legros, J.; Dehli, J. R.; Bolm, C. AdV. Synth. Catal. 2005, 347, 19.
(6) (a) Chadha, V. K.; Leidal, K. G.; Plapp, B. V. J. Med. Chem. 1983,
26, 916. (b) Chadha, V. K.; Leidal, K. G.; Plapp, B. V. J. Med. Chem.
1985, 28, 36.
(7) For a catalyst that uses a nontoxic oxidant and metal, see: Legros,
J.; Bolm, C. Chem.sEur. J. 2005, 11, 1086.
(8) Reetz, M. T.; Daligault, F.; Brunner, B.; Hinrichs, H.; Deege, A.
Angew. Chem., Int. Ed. 2004, 43, 4078.
(9) Cho, H.; Plapp, B. V. Biochemistry 1998, 37, 4482.
(10) (a) Dixon, M. Biochem. J. 1953, 55, 170. (b) Cornish-Bowden, A.
Biochem. J. 1974, 137, 143.
a Assay conditions: total concentration of sulfoxide 1 ) 200 µM,
46 mM phosphate buffer (pH 7), [EtOH] ) 50 mM, [â-NAD] )
15 mM, monitored by UV spectroscopy at 340 nm over 30 min.
5100
Org. Lett., Vol. 7, No. 22, 2005