Fringe resolved third‐order autocorrelation functions

R. Fischer,J. Gauger,J. Tilgner

Fringe resolved third‐order autocorrelation functions

2008

R. Fischer
J. Gauger
J. Tilgner

It is shown by numerical analysis that fringe resolved third‐order autocorrelation functions are more sensitive to the pulse shape and time variations of the phase than fringe resolved second‐order autocorrelation functions.

Keywords:

Pulse shaping
Autocorrelation technique
Autocorrelation
Pulse (signal processing)
Optical autocorrelation
Electronic engineering
Pulse compression
High harmonic generation
Nonlinear optics
Physics
Optics
Third order
Numerical analysis

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