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Laser beam characteristics using dc-induced second harmonic generation.
Applied Optics
|February 19, 2010
Summary
Discrepancies in laser beam measurements stem from deviations from the ideal TEM(00) mode. This study resolves measurement inconsistencies by analyzing beam distortion using mode expansion and second harmonic generation profiles.
Area of Science:
- Nonlinear optics
- Laser physics
- Beam characterization
Background:
- Electric field induced second harmonic generation (EFISHG) is a nonlinear optical process.
- Previous studies noted a discrepancy between confocal parameters derived from EFISHG intensity profiles and beam diameter measurements.
- This discrepancy suggested potential issues with laser beam quality or measurement techniques.
Purpose of the Study:
- To identify the cause of the disagreement in confocal parameter calculations for laser beams.
- To demonstrate that deviations from the pure Transverse Electric and Magnetic (TEM(00)) mode are responsible for the observed discrepancy.
- To provide a method for accurately characterizing laser beams with non-ideal mode structures.
Main Methods:
- Utilized experimental beamscan data to analyze laser beam profiles.
- Expanded distorted laser beams into their component modes.
- Calculated the second harmonic generation (SHG) profile based on the mode expansion.
- Compared calculated SHG profiles with experimental observations.
Main Results:
- Confirmed that the departure of a laser beam from the pure TEM(00) mode causes the discrepancy in confocal parameter calculations.
- The mode expansion method accurately predicted the second harmonic intensity profile for distorted beams.
- The calculational procedure using mode expansion showed consistency with experimental observations.
Conclusions:
- The assumption of a pure TEM(00) mode is critical for accurate laser beam characterization using SHG.
- Deviations from the TEM(00) mode necessitate advanced analysis techniques, such as mode expansion, for precise optical measurements.
- This work provides a validated method for understanding and correcting for beam distortions in nonlinear optical experiments.

