Phase-matching directions and refined Sellmeier equations of the monoclinic acentric crystal BaGa<sub>4</sub>Se<sub>7</sub>

Elodie Boursier; Patricia Segonds; Bertrand Ménaert; Valeriy Badikov; Vladimir Panyutin; Dmitrii Badikov; Valentin Petrov; Benoît Boulanger

doi:10.1364/OL.41.002731

Phase-matching directions and refined Sellmeier equations of the monoclinic acentric crystal BaGa₄Se₇

Elodie Boursier, Patricia Segonds, Bertrand Ménaert, Valeriy Badikov, Vladimir Panyutin, Dmitrii Badikov, Valentin Petrov, and Benoît Boulanger

Optics Letters
Vol. 41,
Issue 12,
pp. 2731-2734
(2016)
•https://doi.org/10.1364/OL.41.002731

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Elodie Boursier, Patricia Segonds, Bertrand Ménaert, Valeriy Badikov, Vladimir Panyutin, Dmitrii Badikov, Valentin Petrov, and Benoît Boulanger, "Phase-matching directions and refined Sellmeier equations of the monoclinic acentric crystal BaGa₄Se₇," Opt. Lett. 41, 2731-2734 (2016)

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Table of Contents Category
- Nonlinear Optics
Optics & Photonics Topics
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The topics in this list come from the OSA Optics and Photonics Topics applied to this article.
Previously assigned OCIS codes
- Harmonic generation and mixing (190.2620)
- Nonlinear optics, materials (190.4400)

About this Article
History
- Original Manuscript: April 1, 2016
- Manuscript Accepted: May 3, 2016
- Published: June 8, 2016

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Abstract

We directly measured the phase-matching directions of second-harmonic and difference frequency generation in the principal planes of the biaxial ${BaGa}_{4} {Se}_{7}$ (BGSe) crystal using the sphere method. The simultaneous fit of the data allowed us to refine the Sellmeier equations of the three principal refractive indices of BGSe, and to calculate the tuning curves for infrared optical parametric generation.

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$n_{i}$	$n_{x}$	$n_{y}$	$n_{z}$
$A_{1}^{i}$	7.405114	7.388458	7.622884
$A_{2}^{i} [{μm}^{2}]$	0.225316	0.224481	0.238018
$A_{3}^{i} [{μm}^{2}]$ ref. [2]	0.051215	0.052725	0.069734
$A_{4}^{i} [{μm}^{2}]$	1782.091	1778.441	1885.307
$A_{5}^{i} [{μm}^{2}]$	1170.528	1238.145	1303.370

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