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Ring resonator for lasers with annular gain media
Applied Optics
|October 14, 2010
Summary
This study introduces a novel ring resonator for lasers using annular gain media. The design enables high optical power extraction and diffraction-limited beams through unique azimuthal flux generation.
Area of Science:
- Optics and Photonics
- Laser Physics
- Optical Engineering
Background:
- Traditional laser resonators face limitations in power extraction efficiency and beam quality.
- Annular gain media offer potential for higher power but require specialized resonator designs.
- Diffraction effects are often detrimental and need careful management in resonator design.
Purpose of the Study:
- To present a novel ring resonator design for lasers utilizing annular gain media.
- To investigate the generation and utilization of azimuthal radiation flux for enhanced power extraction.
- To analyze the impact of diffraction on resonator modes and beam quality.
Main Methods:
- Experimental implementation of a ring resonator with two annular mirrors and a decentered coupling aperture.
- Theoretical modeling of the resonator, including edge diffraction effects at the coupling aperture.
- Characterization of optical power extraction efficiency and beam quality using a diffusion-cooled CO2 laser.
Main Results:
- Demonstration of high optical power extraction from the entire gain volume via azimuthal radiation flux.
- Observation of random jumping between unidirectional and bidirectional operation due to mode degeneracy.
- Achievement of 2x diffraction-limited beams with high extraction efficiencies.
- Experimental stabilization of unidirectional operation, though sensitive to mirror alignment.
Conclusions:
- The proposed ring resonator effectively utilizes azimuthal radiation flux for efficient power extraction from annular gain media.
- Diffraction plays a crucial role in mode formation and operation characteristics, offering opportunities for beam shaping.
- The resonator design shows promise for high-power, high-beam-quality laser systems.

