Selective pumping and spatial hole burning for generation of photon wave packets with ray-wave duality in solid-state lasers

J. C. Tung, H. C. Liang, P. H. Tuan, F. L. Chang, K. F. Huang, T. H. Lu, Y. F. Chen

研究成果: 雜誌貢獻文章

3 引文 (Scopus)

摘要

The selective pumping and the spatial hole burning are thoroughly considered to determine the excited transverse and longitudinal eigenmodes. By using the mode locking of the excited eigenmodes, an analytical wave representation is derived to manifest the ray-wave duality of the optical wave packet dynamics in the laser resonator. The derived wave function is employed to extract the parametric formula for the periodic ray orbits that reveal the subtle origin between the hyperbolic caustics and linear trajectories. Moreover, the temporal dynamics of the output beam for the total mode-locked state is theoretically demonstrated by combining with the parametric formula and the derived wave function. More importantly, an experiment based on the self-mode-locked laser is performed to make a comparison with theoretical analysis.

原文英語
文章編號025001
期刊Laser Physics Letters
13
發行號2
DOIs
出版狀態已發佈 - 2016 二月 1

指紋

Wave packets
Solid state lasers
hole burning
Wave functions
solid state lasers
wave packets
rays
pumping
Photons
Pumping (laser)
Laser mode locking
Laser resonators
photons
Laser modes
wave functions
Orbits
Trajectories
locking
lasers
Lasers

ASJC Scopus subject areas

  • Instrumentation
  • Physics and Astronomy (miscellaneous)

引用此文

Selective pumping and spatial hole burning for generation of photon wave packets with ray-wave duality in solid-state lasers. / Tung, J. C.; Liang, H. C.; Tuan, P. H.; Chang, F. L.; Huang, K. F.; Lu, T. H.; Chen, Y. F.

於: Laser Physics Letters, 卷 13, 編號 2, 025001, 01.02.2016.

研究成果: 雜誌貢獻文章

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AU - Tung, J. C.

AU - Liang, H. C.

AU - Tuan, P. H.

AU - Chang, F. L.

AU - Huang, K. F.

AU - Lu, T. H.

AU - Chen, Y. F.

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AB - The selective pumping and the spatial hole burning are thoroughly considered to determine the excited transverse and longitudinal eigenmodes. By using the mode locking of the excited eigenmodes, an analytical wave representation is derived to manifest the ray-wave duality of the optical wave packet dynamics in the laser resonator. The derived wave function is employed to extract the parametric formula for the periodic ray orbits that reveal the subtle origin between the hyperbolic caustics and linear trajectories. Moreover, the temporal dynamics of the output beam for the total mode-locked state is theoretically demonstrated by combining with the parametric formula and the derived wave function. More importantly, an experiment based on the self-mode-locked laser is performed to make a comparison with theoretical analysis.

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