PYME.Analysis.BleachProfile.rawIntensity module

PYME.Analysis.BleachProfile.rawIntensity.dyedyemod(p, t)

Model for bleach decay when the rate is dominated by dye-dye interactions. The equation (~ 1/t) is a solution to a differential equation of the form:

dN/dt = -k*N^2

The parameters are:

A0 - The initial intensity k - the rate constant b - a constant background

Note that the 1/t curve is shifted to be 1 at t=0.

PYME.Analysis.BleachProfile.rawIntensity.dyedyemod2(p, t, dataStart)

Model for bleach decay when the rate is dominated by dye-dye interactions. The equation (~ 1/t) is a solution to a differential equation of the form:

dN/dt = -k*N^2

The parameters are:

A0 - The initial intensity k - the rate constant b - a constant background o - an offset between the parts of the curves taken with different EM gain

dataStart dictates the start of the protion with high EM gain

Note that the 1/t curve is shifted to be 1 at t=0.

PYME.Analysis.BleachProfile.rawIntensity.dyedyemod3(p, t, dataStart)

Model for bleach decay when the rate is dominated by dye-dye interactions. The equation (~ 1/t) is a solution to a differential equation of the form:

dN/dt = -k*N^2

The parameters are:

A0 - The initial intensity k - the rate constant b - a constant background o - an offset between the parts of the curves taken with different EM gain

dataStart dictates the start of the protion with high EM gain

Note that the 1/t curve is shifted to be 1 at t=0.

PYME.Analysis.BleachProfile.rawIntensity.dyedyemoda(p, t)

Model for bleach decay when the rate is dominated by dye-dye interactions. The equation (~ 1/t) is a solution to a differential equation of the form:

dN/dt = -k*N^2

The parameters are:

A0 - The initial intensity k - the rate constant b - a constant background

Note that the 1/t curve is shifted to be 1 at t=0.

PYME.Analysis.BleachProfile.rawIntensity.dyedyemodt(p, t)

Model for bleach decay when the rate is dominated by dye-dye interactions. The equation (~ 1/t) is a solution to a differential equation of the form:

dN/dt = -k*N^2

The parameters are:

A0 - The initial intensity k - the rate constant b - a constant background

Note that the 1/t curve is shifted to be 1 at t=0.

PYME.Analysis.BleachProfile.rawIntensity.linMod(p, t)

PYME.Analysis.BleachProfile.rawIntensity.processIntensityTrace(I, mdh, dt=1)