TABLE 1. Stability Constants, Fluorescence Enhancement (F) on Binding and Enantioselectivity (KR:KS) of Sensors R-1, S-1, R-2, and S-2a
K
Fb
analytes
R-1
S-1
R-1
S-1
KR:KS
response selectivityc
D-mandelic acid
L- mandelic acid
D-lactic acid
L-lactic acid
D-tartaric acid
L-tartaric acid
(2.11 ( 0.15) × 103
(5.62 ( 0.64) × 103
(4.46 ( 0.57) × 102
(1.05 ( 0.14) × 103
(8.51 ( 0.13) × 103
(7.90 ( 0.37) × 103
(5.04 ( 0.77) × 103
(2.77 ( 0.57) × 103
(1.26 ( 0.21) × 103
(4.72 ( 0.82) × 102
(8.88 ( 0.40) × 103
(8.42 ( 0.31) × 103
41.9 ( 1.1
50.4 ( 2.0
42.5 ( 2.3
44.3 ( 2.0
36.3 ( 0.4
31.5 ( 0.6
49.1 ( 2.1
34.4 ( 2.2
36.2 ( 2.0
34.4 ( 2.4
27.8 ( 0.6
36.6 ( 0.4
1.0:2.4
2.0:1.0
1.0:2.8
2.2:1.0
1.0:1.1
1.0:1.1
1.0:2.8
3.0:1.0
1.0:2.4
2.9:1.0
1.3:1.0
1.0:1.2
K
Fb
analytes
R-2
S-2
R-2
S-2
KR:KS
response selectivityc
D-mandelic acid
L-mandelic acid
D-lactic acid
L-lactic acid
D-tartaric acid
L-tartaric acid
(4.20 ( 0.02) × 104
(4.34 ( 0.02) × 104
(1.63 ( 0.07) × 104
(1.36 ( 0.07) × 104
(3.25 ( 0.14) × 104
(3.24 ( 0.12) × 104
(4.29 ( 0.03) × 104
(4.49 ( 0.03) × 104
(1.74 ( 0.08) × 104
(1.40 ( 0.07) × 104
(3.35 ( 0.12) × 104
(3.22 ( 0.14) × 104
6.6 ( 0.1
7.0 ( 0.1
7.0 ( 0.2
6.7 ( 0.1
11.9 ( 0.6
10.5 ( 0.5
7.7 ( 0.1
7.2 ( 0.2
7.1 ( 0.2
6.8 ( 0.2
11.2 ( 0.6
11.4 ( 0.6
1.0:1.0
1.0:1.0
1.0:1.0
1.0:1.0
1.0:1.0
1.0:1.0
1.0:1.2
1.0:1.0
1.0:1.0
1.0:1.1
1.0:1.0
1.0:1.1
a Constants determined by fitting a 1:1 binding model to I/I0; determination coefficients r2 > 0.98 in most cases. b Maximum fluorescence
enhancement. c Response selectivity ) (K(R)F(R))/(K(S)F(S)).
R-1-D-mandelic acid complex, Kapp ) (2.24 ( 0.00) × 10-2
s-1, while for S-1-D-acid complex, Kapp ) (1.45 ( 0.00) × 10-2
s-1. Thus the enantioselectivity on the formation rate constants
of diastereomeric complexes is 1.5:1.0. With L-mandelic acid,
enantioselectivity of 1.0:1.4 was observed (Figure S6).
With lactic acid, simillar enantioselectivity was found (Figure
S7), e.g., Kapp ) (1.24 ( 0.00) × 10-2 s-1 for S-1-D-lactic acid
versus Kapp ) (1.50 ( 0.00) × 10-2 s-1 for R-1-D-acid was
observed (enantioselectivity ) 1:1.2). With tartaric acid, no
enantioselectivity was found (Figure S8). For 2, the fluorescence
enhancements reach the maximum instantlaneously on addition
of acids (Figure S9).
We propose that the slow kinetics of the recogntion is due to
the break of the intramolecular boronic acid ester structure.
Without this extra process, the recognition will be fast, which
is proved with sensor 2 (Figure S9).
Usually molecular recognition is thermodynamically con-
FIGURE 3. Enantioselective recognition kinetics of sensor-1 on
D-mandelic acid. c(R- and S-1) ) 3.99 × 10-6 mol dm-3 in MeCN,
c(D-mandelic acid) ) 2.5 × 10-3 mol dm-3. λex ) 351 nm, λem ) 420
trolled, but in some cases kinetic recognition can be decisive,
such as recognition events involving DNA.15,16 Such kinetically
nm; 20 °C. For clarity, only 2% of the total recorded data points are
shown. The squares and circles are experimental data, and the solid
lines are exponential fitting (extrapolated to the intensity of the blank
sensors).
controlled recognition is widely used in chiral kinetic resolu-
tions17,18 but has rarely been employed in the development of
chemosensors.19–21 We propose that the enantioselective binding
kinetics is due to the difference of the activitation energy to
form the two diastereoisomers. Further investigation of such
an enantioselective kinetics is underway in our laboratories.
The single crystal X-ray structure of 1 illustrates an intramo-
lecular boronate ester structure (Figure 4, mono ester of
methanol; effort to obtain a single crystal of sensor-analyte
complex failed), with a B-N distant of 2.819 Å. Such long
distance rules out a direct B-N interaction,22 as the typical B-N
R-1, K ) (4.46 ( 0.57) × 102 M-1 (KR/KS ) 1:2.8). L-Lactic
acid was also tested, and a mirror effect was observed (Figure
S3, Supporting Information). With 2, no enantioselectivity was
found (Figure S4). To the best of our knowledge, 1 is the first
fluorescent enantioselective mono boronic acid sensor for mono
R-hydroxyl acids, such as mandelic acid. The ee values of
mandelic acids was determined with 1 (Figure S5).10
The recognition of 1 and 2 toward chiral acids is summarized
(Table 1). Compared with 2, lower binding constants were
observed for 1. The enantioselectivity of 1 toward chiral mono
R-hydroxyl acids may be due to the additional hydrogen binding
of the hydroxyl group with the boron center. Recognition of 1
in aqueous solution was carried out, but no enantioselectivity
was found.
The binding of 1 on chiral acids was found to be slow at
room temperature, as time-dependent fluorescence enhancements
were observed with addition of analytes.
Interestingly, the recognition is kinetically enantioselective
(Figure 3). Exponential regression of the time course curves
gives the apparent formation (binding) rate constants (Kapp). For
(15) Nordell, P.; Westerlund, F.; L.; Wilhelmsson, M.; Norde´n, B.; Lincoln,
P. Angew. Chem., Int. Ed. 2007, 46, 2203.
(16) McLendon, G.; Zhang, Q.; Wallin, S. A.; Miller, R. M.; Billstone, V.;
Spears, K. G.; Hoffman, B. M. J. Am. Chem. Soc. 1993, 115, 3665.
(17) Matsumura, Y.; Maki, T.; Murakami, S.; Onomura, O. J. Am. Chem.
Soc. 2003, 125, 2052.
(18) Bertozzi, F.; Crotti, P.; Macchia, F.; Pineschi, M.; Feringa, B. L. Angew.
Chem., Int. Ed. 2001, 40, 930.
(19) Simonato, J.-P.; Pe´caut, J.; Marchon, J.-C. J. Am. Chem. Soc. 1998,
120, 7363–7364.
(20) Brotherhood, P. R.; Wu, R. A.-S.; Turner, P.; Crossley, M. J. Chem.
Commun. 2007, 225.
(21) Clark, J. L.; Peinado, J.; Stezowski, J. J.; Vold, R. L.; Huang, Y.;
Hoatson, G. L. J. Phys. Chem. B 2006, 110, 26375.
(22) Franzen, S.; Ni, W.; Wang, B. J. Phys. Chem. B 2003, 107, 12942.
4686 J. Org. Chem. Vol. 73, No. 12, 2008