2017
DOI: 10.3788/cjl201744.0201019
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Effect of Volume Bragg Gratings Dispersion on Diffracted Beam Quality

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Cited by 2 publications
(3 citation statements)
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“…Besides the diffraction efficiency, the beam quality is also an important indicator in evaluating the combining effect. Considering the parameters of the input beam and VBGs, the deterioration of the beam quality factor ( M 2 ) after VBG diffraction can be expressed as 21 : Mdiff2=M121+1(4Λ2λ02)ln2λfalse′θ02, ${M}_{\text{diff}}^{2}={M}_{\text{1}}^{2}\sqrt{1+\frac{1}{(4{\Lambda }^{2}-{\lambda }_{0}^{2})\mathrm{ln}2}{\left(\frac{\unicode{x02206}\lambda ^{\prime} }{\unicode{x02206}{\theta }_{0}^{^{\prime} }}\right)}^{2}},$where M12 ${M}_{1}^{2}$ is the initial beam quality factor of the incident beam, λfalse′ $\unicode{x02206}\lambda ^{\prime} $ is the full‐width half‐maximum (FWHM) of the spectrum, θ0 $\unicode{x02206}{\theta }_{0}^{^{\prime} }$ is the DA of the incident beam, italicΛ ${\Lambda }$ is the spatial period.…”
Section: Design and Analysis Of Sbcmentioning
confidence: 99%
See 1 more Smart Citation
“…Besides the diffraction efficiency, the beam quality is also an important indicator in evaluating the combining effect. Considering the parameters of the input beam and VBGs, the deterioration of the beam quality factor ( M 2 ) after VBG diffraction can be expressed as 21 : Mdiff2=M121+1(4Λ2λ02)ln2λfalse′θ02, ${M}_{\text{diff}}^{2}={M}_{\text{1}}^{2}\sqrt{1+\frac{1}{(4{\Lambda }^{2}-{\lambda }_{0}^{2})\mathrm{ln}2}{\left(\frac{\unicode{x02206}\lambda ^{\prime} }{\unicode{x02206}{\theta }_{0}^{^{\prime} }}\right)}^{2}},$where M12 ${M}_{1}^{2}$ is the initial beam quality factor of the incident beam, λfalse′ $\unicode{x02206}\lambda ^{\prime} $ is the full‐width half‐maximum (FWHM) of the spectrum, θ0 $\unicode{x02206}{\theta }_{0}^{^{\prime} }$ is the DA of the incident beam, italicΛ ${\Lambda }$ is the spatial period.…”
Section: Design and Analysis Of Sbcmentioning
confidence: 99%
“…Besides the diffraction efficiency, the beam quality is also an important indicator in evaluating the combining effect. Considering the parameters of the input beam and VBGs, the deterioration of the beam quality factor (M 2 ) after VBG diffraction can be expressed as 21 :…”
Section: Analysis Of the Performancementioning
confidence: 99%
“…The beam quality factor is one of the key technical indexes to evaluate the beam quality in the SBC system. However, it can be influenced by many factors, such as the spectral line width, the disturbance of the laser array, and the dispersion characteristics of the grating [9][10][11][12]. As the powers of the laser array are increased, the grating thermal deformation, which induces degeneration of the combined beam quality, becomes more significant [13][14][15].…”
Section: Introductionmentioning
confidence: 99%