C O MMU N I C A T I O N S
Figure 2. Kinetics for the reaction of 1 with 2 at pH 7.2 (10 mM PIPES,
3
7 °C). Conditions: 60 µM 1, 20 µM 2, in situ-formed catalyst: 60 µM 4,
6
0 µM CuSO4, 300 µM ascorbic acid as reducing agent. Control without
azide 2. Inset: identical conditions, but 5 µM 1, 100 µM 2 (λex 350 nm,
λem 420 nm).
Table 2. State Energies and Dipole Momentsa
Figure 3. Excited-state energy levels for 1a and 3a based on INDO1/s
calculations. The surface plots represent densities of the MOs with the largest
contribution to the CI-eigenvectors (dark- and light-shaded surfaces refer
to occupied and unoccupied MO densities, respectively).
1a
3a
b
GS dipole moment [D]
π-π* exptl [eV]
9.3 (7.2)
3.82
3.86 (3.94)
12.4 (5.1)
3.92 (3.70)
4.6 (2.3)
16.5 (13.0)
3.78
3.70 (3.90)
21.6 (14.1))
4.08 (3.80)
12.40 (8.1)
c
b
π-π* energy (S1) [eV]
1
b
lies now sufficiently above the (π,π*) state, rendering nonradiative
dipole moment [D]
b
deactivation energetically unfavorable via intersystem crossing to
n-π* energy (S2) [eV]
b
3
dipole moment [D]
the (n,π*) state.
In conclusion, the electron-donating properties of the triazole
ring formed in the azide-alkyne ligation reaction can be effectively
utilized for the design of a chemoselective fluorogenic probe that
may find a range of applications in biology, analytical chemistry,
or material science.
a
Based on INDO1/s CIS calculations using ground-state geometries
optimized at the (B3LYP/6-31G*) level. b SCRF solvent model with a0 )
.5 and 4.9 Å cavity radii for 1 and 3, respectively. Gas-phase values in
4
c
parentheses. 0.1 M KCl, pH 7.20 (PIPES 10 mM), 25 °C.
min. To evaluate the ligation kinetics under conditions that would
be more typical for biological labeling applications, we reacted 20
µM of azide 2 in the presence of 60 µM dye 1. Within ap-
proximately 30 min more than 90% of the azide had been converted,
and the reaction is completed in less than 1 h (Figure 2).
Acknowledgment. Financial support from the Georgia Institute
of Technology, IBM (SUR Grant), and NIH (R01GM67169) is
gratefully acknowledged. We thank Mostafa El-Sayed and K. Barry
Sharpless for their helpful advice, and David Bostwick for mass
spectral data.
To gain further insights into the nature of the fluorescence
switching mechanism we performed semiempirical quantum me-
Supporting Information Available: Experimental details, synthe-
sis, and characterization of compounds 1 and 3 and all intermediates.
This material is available free of charge via the Internet at http://
pubs.acs.org.
9
chanical calculations at the INDO1/s level of theory. The predicted
vertical excitation energies listed in Table 2 are based on the
optimized ground-state geometries of the model compounds 1a and
3a containing methyl groups in place of the succinyl- and benzyl-
substituents. While the calculated gas-phase excitation energies are
expectedly higher than the experiment by 0.1-0.2 eV, the SCRF
solvent model10 implemented in the ArgusLab software package9
provided a good approximation for the state energies in water.
In agreement with the experimental data, the calculations predict
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1
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1
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3
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(
1
1
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1
3
(
π,π*) and (n,π*) states. Due to the inherently small singlet-
12
3
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JA049684R
J. AM. CHEM. SOC.
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