Angewandte
Chemie
5
00 mm. Kirchner et al. mentioned a similar effect, where the
on two different types of recognition sets in the MIP, which
most perfect cavities were preferably filled at low analyte
concentrations, and less perfect cavities at higher concen-
trations, resulting in two different binding enthalpies.
With this knowledge, we can now determine apparent
kinetic data for both functional sites. For the catalytic site the
heat signal at 20 min prior to washing and for the binding site
the signal at 4 min is plotted against the substrate concen-
tration used (Figure 3). The calculated apparent kinetic data
are shown in Table 2.
can be distinguished by the differences in heat generation
using a flow-through thermistor. Thus, the MIP thermistor
allows measurements of two events: substrate conversion in
the catalytic sites and its adsorption at the binding sites. With
this method it will be possible to construct label-free multi-
analyte detectors and gain a closer insight into the interac-
tions between the polymer catalyst and the substrate which is
necessary to optimize the polymer synthesis for an efficient
tailor-made catalyst.
[
19]
In conclusion, enzyme-like catalysis and antibody-like
binding of a bifunctional MIP can be simultaneously resolved
by this method for the first time. The bifunctionality is based Experimental Section
[
20]
Polymers were prepared as described in Lettau et al. Samples were
dissolved in 20 mm sodium phosphate buffer (pH 7.5)/10% methanol
immediately before use. Flow and physical conditions for the
À1
thermistor measurements: 1.0 mLmin 20 mm sodium phosphate
buffer (pH 7.5)/10% methanol and a constant T of 303.15 K. Rate
constants were determined in 20 mm sodium phosphate buffer
(pH 7.5)/10% methanol.
Received: May 8, 2006
Revised: June 15, 2006
Keywords: biosensors · calorimetry · enzyme models ·
.
molecular recognition · solvolysis
[
[
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Figure 3. Michaelis–Menten plots of signals taken at a) 4 min and
b) 20 min. Squares and circles are the mean values of three measure-
ments for the MIP and the NIP, respectively, and error bars indicate
the standard deviations.
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Table 2: Apparent kinetic data in the flow.
[
a]
Signal
Cat.
DTmax
K
Steady-state
MIP
NIP
MIP
NIP
4.16Æ0.25 mK
322.17Æ57.88 mm
[
b]
[b]
n.d.
n.d.
Peak
15.72Æ0.94 mK
1836.28Æ187.76 mm
[
b]
[b]
n.d.
n.d.
[a] KM for steady-state signal; KD for peak signal. [b] Not determinable.
Angew. Chem. Int. Ed. 2006, 45, 6986 –6990
ꢀ 2006 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim