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In some cases, the fluorescence of the target molecule changes upon ligand binding even in the
absence of an IR-induced temperature gradient. These cases can be analyzed using the
Fluorescence Analysis Mode. The phenomenon is referred to as ligand-induced fluorescence
quenching or enhancement and is typically caused by changes in target conformation or binding of
the ligand in proximity to the target’s fluorophore(s). Since the fluorescence detection in all Monolith®
instruments is highly precise, the change in target fluorescence upon ligand binding can be directly
used to calculate binding affinities without application of the IR laser.
1.1.2. MST Data Analysis
MST experiments can be carried out at different MST intensities, which are defined by the power of
the IR-laser and thus the extent of the temperature change. The higher the MST intensity, the faster
and larger is the temperature increase. During an MST experiment, the sample fluorescence is
recorded, starting with a 3 sec period at ambient temperature to monitor steady-state fluorescence,
followed by IR-laser activation for a defined MST-on time. For data analysis, the change in sample
fluorescence upon IR-laser activation is monitored by calculating the ratio between the fluorescence
after a given MST-on time (F1) and the fluorescence prior to IR laser activation (F0).
1.1.3. Calculation of normalized fluorescence and binding affinities
The observed change in fluorescence after IR laser activation stems from a change in fluorescence
due to TRIC and a change in the concentration of fluorophores due to MST. The overall change in
fluorescence after IR laser activation can thus be expressed as
Where
describes changes in fluorescence due to TRIC. The thermophoretic change in
concentration is described by
The Soret coefficient, ST, describes the percentage of
the concentration change per Kelvin [5].
Measured fluorescence values are displayed as normalized fluorescence (Fnorm) which relates to the
fluorescence values prior (F0)to and after (F1) IR laser activation:
Fnorm=F1/F0
The latter equation describes the contribution of the bound and unbound state of afluorescent target
molecule (A) to the Fnorm signal. F(A)norm is the contribution of the unbound fluorescent molecule A,
F(AL)norm is the contribution of the complex of the fluorescent molecule A and its interacting ligand L,
and x is the fraction of fluorescent molecules that formed the complex. Upon binding of a ligand to
the target molecule, changes in the MST signal are quantified based on the altered MST signal of
the target-ligand complex. By analyzing a series of samples with an increasing ligand concentration
at constant target concentration, this change in MST signal, expressed as ΔFnorm, can be used to
calculate changes in the fraction of bound target molecule to derive binding affinities.
The dissociation constant, Kd, is obtained by fitting a dose-response curve to a plot of Fnorm vs ligand
concentration. The Kdis calculated from the law of mass action, which is defined as
Kd=[A]*[L]/[AL]