Determination of Kinetic Parameters

In general, when a new receptor or radioligand is characterized, both equilibrium and kinetic techniques are used. In addition, kinetic methods also are used to deal with specific mechanistic questions.

Dissociation binding data

How "off rate" experiments work?

A dissociation binding experiment measures the "off rate" for radioligand dissociating from the receptor. Initially ligand and receptor are allowed to bind, perhaps to equilibrium. At that point, you need to block further binding of radioligand to receptor so you can measure the rate of dissociation. There are several ways to do this:

You then measure binding at various times after that to determine how rapidly the ligand falls off the receptors.

Binding follows this equation:

An analysis of dissociation binding data assumes that the law of mass action applies to your experimental situation; dissociation binding experiments also let you test that assumption. Ask yourself these questions:

Association Binding Data

How "on rate experiments" work

Association binding experiments are used to determine the association rate constant. You add radioligand and measure specific binding at various times thereafter.

The graph shows you the rate at which the binding approaches equilibrium. This is determined by four factors:

The next section explains how to calculate kon from the rate of equilibration.

Variable UnitsComments
The association rate constant (i.e., what you want to know).
The value determined by fitting an exponential association equation to your data.
The dissociation rate constant. See previous section.
[radioligand]MSet by the experimenter. Assumed to be constant during the experiment (a small fraction binds).

To determine kon if you don't know koff:

  1. Perform the association binding experiment at several different concentrations of radioligand.
  2. Use nonlinear regression to find kob at each concentration.
  3. Create a graph with [radioligand] on the X axis and kob on the Y axis.
  4. Fit linear regression to this graph. The slope equals kon and the Y-intercept is koff.

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