2008
DOI: 10.1080/09500340802326807
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The analytical description and experiments of the optical bottle generated by an axicon and a lens

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Cited by 5 publications
(2 citation statements)
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“…When the distance Z 0 was greater than the focal length of F but smaller than the maximum diffraction range Z max (F < Z 0 < Z max ), a localized annular beam (sometimes referred to as the optical bottle beam) was formed, with z 1 and z 2 both being a function of the distance Z 0 and the focal length of L2. In both cases, the focal radius of the annular pump beam satisfies R = Fγ(n − 1) [17], where F, n and γ are the focal length, the refractive index and the base angle of the axicon, respectively. Considering mode matching for a 20 mm long laser crystal, we decided to apply the second scenario, where the focal length of L2 was 80 mm and the distance Z 0 was 90 mm.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…When the distance Z 0 was greater than the focal length of F but smaller than the maximum diffraction range Z max (F < Z 0 < Z max ), a localized annular beam (sometimes referred to as the optical bottle beam) was formed, with z 1 and z 2 both being a function of the distance Z 0 and the focal length of L2. In both cases, the focal radius of the annular pump beam satisfies R = Fγ(n − 1) [17], where F, n and γ are the focal length, the refractive index and the base angle of the axicon, respectively. Considering mode matching for a 20 mm long laser crystal, we decided to apply the second scenario, where the focal length of L2 was 80 mm and the distance Z 0 was 90 mm.…”
Section: Methodsmentioning
confidence: 99%
“…An axicon is a better approach for realizing flexibility in the annular gain profile. In 2015, Zeng et al [17] presented a theoretical analysis of an annular beam generated with an axicon-lens system based on interference theory; they found that a thin ring will be formed in the focal position. In 2016, Hu et al [18] applied an axicon-lens system in a 1.0%at Nd:YVO 4 microchip laser for a 10 cm cavity.…”
Section: Introductionmentioning
confidence: 99%