koff - LEPA
koff - LEPA
koff - LEPA
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! = ! eq<br />
t<br />
t d<br />
Exercise : Calculate t a , t d , and τ. Please comment. Plot Γ(t)/Γ eq .<br />
To give some orders of magnitude, Table 1 gives some kinetic values for some classical systems.<br />
k on / M –1 ·s –1 k off / s –1<br />
IgE 10 6 10 –3<br />
IgG4 10 6 10 –2<br />
Avidin-Biotin 10 8 10 –7<br />
ss-DNA 6·10 4 5·10 –5<br />
Exercise : Please comment on the different values<br />
1.3 Adsorption measurement<br />
To monitor the adsorption of target species onto a substrate, one can distinguish label-free<br />
techniques and techniques relying on a chemical labelling step.<br />
Label free techniques include wire conductivity measurements, capacitance measurements,<br />
quartz microbalance measurements, resonators and surface plasmon resonance measurements.<br />
Chemical labelling is used for immunoassays and protein arrays using often a secondary<br />
antibody labelled with an enzyme. Enzyme activity is then monitored by addition of a substrate.<br />
In the case of DNA, the complementary oligo sequence is itself labelled often with a<br />
fluorophore.<br />
Label-free techniques are very useful to measure the kinetics of binding. For example, a flow<br />
system combined to SPR can be used to measure a sensorgram. The measurement is done in two<br />
steps. First, a buffer solution is passed on the detector, and at time t=0, a solution of target<br />
species is injected, the adsorption is then monitored. At a given time, the flowing solution is<br />
switched to the eluent and the desorption is monitored as shown below.<br />
Adsorption<br />
Desorption<br />
Exercise : Please explain the physical principles of a label-free technique (min 1 A4 page).<br />
Derive the equation and draw a sensorgram for the system used above, namely K=10 9 M –1 ,<br />
k on =10 6 M –1 ·s –1 , a bulk analyte concentration of 0.1 pM.<br />
Time<br />
(11)<br />
4