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Updated: Jun 1, 2026

20 mJ, 1 ps Yb:YAG Thin-disk Regenerative Amplifier
Published on: July 12, 2017
Airy pulsed beams
1School of Electrical Engineering, Tel Aviv University, Tel Aviv 69978, Israel. yanka@eng.tau.ac.il
Researchers developed ultra wideband Airy pulsed beams (AiPBs) by extending Airy beams (AiBs) into the time domain. These AiPBs maintain unique curved trajectories and low diffraction, preventing pulse dispersion.
Area of Science:
- Optics and Photonics
- Wave Propagation
- Nonlinear Optics
Background:
- Airy beams (AiBs) exhibit unique properties like curved trajectories and weak diffraction.
- AiBs are understood as caustics of rays originating from an Airy function aperture distribution.
- Extending these properties into the time domain presents challenges in dispersion and trajectory maintenance.
Purpose of the Study:
- To derive ultra wideband Airy pulsed beams (AiPBs) as a time-domain extension of Airy beams.
- To ensure all frequency components propagate along the same curved trajectory, preventing pulse dispersion.
- To provide exact and approximate analytical solutions for AiPBs.
Main Methods:
- Introduction of a frequency scaling technique for the initial aperture field.
- Application of the spectral theory of transients for an exact closed-form solution.
- Derivation of uniform geometrical optics-based wavefront approximations for the time domain.
Main Results:
- Successfully derived a class of ultra wideband Airy pulsed beams (AiPBs).
- Demonstrated that frequency scaling ensures a frequency-independent ray skeleton and curved trajectory for all components.
- Obtained an exact solution and valid uniform approximations for AiPBs, preserving AiB characteristics.
- Confirmed that AiPBs do not disperse, maintaining their unique propagation features.
Conclusions:
- Ultra wideband Airy pulsed beams (AiPBs) are successfully derived, extending Airy beam properties into the time domain.
- The proposed frequency scaling method effectively prevents pulse dispersion and ensures consistent curved trajectory propagation.
- The derived analytical solutions and approximations provide valuable tools for understanding and utilizing AiPBs in various applications.
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