Modeling gain-medium diffraction in super-Gaussian coupled unstable laser cavities
Ann W. Kennedy, John B. Gruber, Paul R. Bolton, Mark S. Bowers
Abstract
Ann W. Kennedy, John B. Gruber, Paul R. Bolton, Mark S. Bowers
Abstract
The diffractive effects of a single laser rod in an unstable super-Gaussian coupled cavity are modeled for a range of cavity configurations, with an intracavity, zero-thickness aperture. After fundamental mode propagation through a maximally flat output coupler, beam quality (M2) and far-field power loss values are related. Beam quality is most sensitive to cavity magnification and aperture Fresnel number, both correlated to the aperture-equivalent Fresnel number. In contrast, variation of M2 with aperture position is sufficiently conservative to predict the intensity profile of a solid-state laser with a typical gain length, in good agreement with experimental data.
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The diffractive effects of a single laser rod in an unstable super-Gaussian coupled cavity are modeled for a range of cavity configurations, with an intracavity, zero-thickness aperture. After fundamental mode propagation through a maximally flat output coupler, beam quality (M2) and far-field power loss values are related. Beam quality is most sensitive to cavity magnification and aperture Fresnel number, both correlated to the aperture-equivalent Fresnel number. In contrast, variation of M2 with aperture position is sufficiently conservative to predict the intensity profile of a solid-state laser with a typical gain length, in good agreement with experimental data.
Key concepts: Optics, Fresnel number, Laser beam quality, Diffraction, Aperture (computer memory), Laser, Fresnel diffraction, Fresnel zone