Properties of Autocorrelation Assaysback to top
General Properties of Autocorrelation Assaysback to top
The QuantumXpert can be used to obtain autocorrelation functions in three distinct
emission channels. The recommended dyes for these three channels are:
- Channel A (510 nm to 525 nm): Alexa-488, GFP, Quantum Dots 525
- Channel B (550 nm to 575 nm): Alexa-532, R6G, Quantum Dots 565
- Channel C (590 to 710 nm): Cy3.5, Cy3.5b, Alexa-568, Texas Red, Quantum Dots 605
These fluorescent dyes have been selected because of:
- Minimal crosstalk between detection channels
- Resistance to irreversible photobleaching
- Resistance to triplet state excitation or intersystem crossing
- Availability in reactive form to label probes
Autocorrelation measurements provide information about diffusion time
and aggregation state of the fluorescent molecules being studied. Binding
is typically measured by monitoring the formation of bound complexes
which result in a shift to slower
diffusion times and decrease in average
number of particles in the detection volume.
Critical Autocorrelation Assay Design Factorsback to top
- Quality of Fluorescent Probes: It is critical that the probes
are purified to minimize free dye. Free dye in excess of 3-5% of total
fluorescence will affect your ability to quantitatively analyze autocorrelation
measurements.
- Molecular Weight of the Complex: It is critcal to consider
the difference in molecular weight of the dye-labeled probe relative to
the complex that is formed upon binding. In general, the molecular weight
should be increased 3 to 5 fold when the freely diffusing probe binds to
the target. In the event that the target and probe are of similar molecular
weight, it is also possible to immobilize the probe on a larger particle
to increase the molecular weight (e.g. carrier protein, bead or Quantum
Dot), or to use a target with multiple binding sites for the fluorescently
labeled probe.
Additional factors to consider when designing FCS assays can be found at: Optimizing FCS Measurement Conditions
Autocorrelation Assays of Direct Binding Interactionsback to top
Direct binding of a fluorescently labeled probe to a target will provide
information about the total concentration of probe binding sites (Bmax)
and the binding affinity of the probe (KD, or Equilibrium Binding Dissociation
Constant).
where [L] is the concetration of labeled probe, Bmax is the total binding sites, and KD is the equilibrium dissociation binding constant.
Typical Procedure: Autocorrelation Assay of Direct Binding:
- Determine diffusion time (τD) of the fluorescently labeled probe
alone (Free Probe).
- Determine if quantum yield for the labeled probe changes when
it binds to the target. If the fluorescence intensity changes for the same
probe concentration after the target is added, then a correction factor must
be calculated in order to accurately calculate Bmax.
- Choose a single target concentration and incubate with a series
of different probe concentrations that span the predicted range of binding
affinity.
- Measure the fluorescence correlation data of each sample with
The QuantumXpert FCS Spectrometer.
Only autocorrelation functions will be used in the analylsis.
- Fit the data with FCSXpert software using either a one- or two-component
diffusion model (see Choosing Between FCS Fitting Models).
In the two-component fit, the fast diffusion time should
be the Free Probe, and the slow diffusion time the Probe-Target complex.
- Plot the Fraction Bound as a function of probe concentration.
- Fraction Bound is calculated as fraction of slow diffusing
component (F2) * the total number of diffusing particles (N) in the detection
volume.
- Both Bmax and KD can then be obtained from this plot by fitting
with a hyperbola (saturation binding isotherm).
Autocorrelation Assays of Competition Binding Interactionsback to top
Competition binding assays allow you to determine the binding properties
of an unlabeled analyte.
These assays are conducted by pre-incubating
the labeled probe and target, then adding a series of unlabeled analyte
preparations at different concentrations. The unlabeled probe will displace
fluorescently labeled probe from the probe-target complex, providing
information on binding affinity (Ki) and the fraction displaced (or fraction
of labeled probe remaining in the complex).
Typical Procedure: Autocorrelation Assay of Competition Binding:
- Determine diffusion time (τD) of the fluorescently labeled
probe alone (Free Probe).
- Conduct a Direct Binding Interaction Assay for probe and target, as described
above, in order to obtain a KD for this interaction.
- Pre-incubate labeled probe and target until equilibrium is
reached. This will form the Competition Complex that is used to quantify
unlabeled analyte. It is assumed that the unlabeled analyte being characterized
is a competitive inhibitor of the labeled probe used to form the Competition
Complex.
- NOTE: In order to achieve maximal sensitivity when binding
unlabeled analyte, concentrations should be selected so that ~50% binding
is achieved (i.e. near the KD)
- Incubate the Competition Complex with a series sample preparations
that contain the unlabeled analyte.
- Measure the fluorescence correlation data of each sample with
The QuantumXpert FCS Spectrometer.
Only autocorrelation functions will be used in the analylsis.
- Fit the data with FCSXpert software using either a one- or two-component
diffusion model (see Choosing Between FCS Fitting Models).
In the two-component fit, the fast diffusion time should
be the Free Probe, and the slow diffusion time the Probe-Target complex.
- Plot Fraction Bound as a function of unlabeled sample concentration.
- Fraction Bound is calculated as fraction of slow diffusing
component (F2) * the total number of diffusing particles (N) in the detection
volume.
- IC50 and Fraction Bound can be obtained by analyzing the Fraction Bound
plot with the the equation below:
where [I] is the concentration of inhibitor, IC50 is the 50% inhibitory concentration, and p
is the Hill Coefficient (slope factor) which should be 1 for simple binding.
- Ki for the unlabeled analyte can be calculated from IC50 using the Cheng-Prusoff Relationship:
where KD is the equilibrium dissociation binding constant for the labeled probe, [L] is the concentration of the labeled probe, and
IC50 is the 50% inhibitory concentration.
Properties of Cross-correlation Assaysback to top
General Properties of Cross-correlation Assaysback to top
The QuantumXpert can be used to obtain three cross-correlation functions.
In cross-correlation, two different fluorescent labels with distinct excitation
and emission properties are detected in two emission channels. Coincidence
of these fluorescent labels on the same diffusing particle results in
a cross-correlation signal. The QuantumXpert calculates the cross-correlation
functions for:
- Channels AxB
- Channels AxC
- Channels BxC
Figure 1: Cross-correlation Curves.
Enlarge
The QuantumXpert also acquires cross-correlation data for BxA,
CxA and CxB, and the FCSXpert Software uses this additional data
to improve the counting statistics for the cross-correlation functions
reported.
Cross-correlation Assays of Direct Binding Interactionsback to top
Direct binding of a fluorescently labeled probe to a target will provide
information about the total concentration of probe binding sites (Bmax)
and the binding affinity of the probe (KD, or Equilibrium Binding Dissociation
Constant).
where [L] is the concetration of labeled probe, Bmax is the total binding sites, and KD is the equilibrium dissociation binding constant.
Typical Procedure: Cross-correlation Assay of Direct Binding:
- Determine diffusion times (τD) of the two fluorescently labeled
particles being studied. This may be a labeled probe and a labeled target,
or two labeled probes that recognize and bind to the same target particle.
- Determine if quantum yield for either of the labeled probes
changes when it binds to the target. If the fluorescence intensity changes
for the same probe concentration after target is added, then a correction
factor must be calculated in order to accurately calculate Bmax.
- Choose a single labeled target concentration and incubate with
a series of different labeled probe concentrations that span the predicted
range of binding affinity.
- Measure the fluorescence correlation data of each sample with
The QuantumXpert FCS Spectrometer.
Both autocorrelation and cross-correlation functions will be used in the analysis.
- Fit the data with FCSXpert software using either a one- or two-component
diffusion model (see Choosing Between FCS Fitting Models).
In the two-component fit, the fast diffusion time should
be the Free Probe, and the slow diffusion time the Probe-Target complex.
- Plot fraction bound as a function of probe concentration.
- Fraction Bound is the number of diffusing particles reported
in the cross-correlation analysis panel.
- Both Bmax and KD can then be obtained from this plot by fitting to a saturation binding isotherm.
Cross-correlation Assays of Competition Binding Interactionsback to top
Competition binding assays allow one to determine the binding properties
of an unlabeled analyte.
These assays are conducted by pre-incubating
the labeled probe and target, then adding a series of unlabeled analyte
preparations at different concentrations. The unlabeled probe will displace
fluorescently labeled probe from the probe-target complex and will provide
information on binding affinity (Ki) and the fraction displaced (or fraction
of labeled probe remaining in the complex).
Cross-correlation assays of competition binding can be developed using the principles outlined above.