Wavelength dispersion measurement of electro-optic coefficients in the range of 520 to 930&#xA0;nm in rubidium titanyl phosphate using spectral interferometry

Olivier Gobert; Nikita Fedorov; Gabriel Mennerat; Dominique Lupinski; Delphine Guillaumet; Michel Perdrix; Antoine Bourgeade; Michel Comte

doi:10.1364/AO.51.000594

Applied Optics
Vol. 51,
Issue 5,
pp. 594-599
(2012)
•https://doi.org/10.1364/AO.51.000594

Wavelength dispersion measurement of electro-optic coefficients in the range of 520 to 930 nm in rubidium titanyl phosphate using spectral interferometry

Olivier Gobert, Nikita Fedorov, Gabriel Mennerat, Dominique Lupinski, Delphine Guillaumet, Michel Perdrix, Antoine Bourgeade, and Michel Comte

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Olivier Gobert, Nikita Fedorov, Gabriel Mennerat, Dominique Lupinski, Delphine Guillaumet, Michel Perdrix, Antoine Bourgeade, and Michel Comte, "Wavelength dispersion measurement of electro-optic coefficients in the range of 520 to 930 nm in rubidium titanyl phosphate using spectral interferometry," Appl. Opt. 51, 594-599 (2012)

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Abstract

Rubidium titanyl phosphate (RTP) is widely used for electro-optical applications at low switching voltages. RTP is nonhygroscopic and does not induce piezoelectric ringing up to the megahertz range. It has large electro-optic (EO) coefficients and a high damage threshold. We present here the EO coefficient wavelength dispersion measurements in the $[550, 950] nm$ spectral range using a method based on spectral interferometry. These data are necessary for, among other things, a quantitative modelization of an EO carrier-envelope phase shifter.

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Wavelength (nm)	Mean Standard Deviation	Max. Standard Deviation
929	0.18	0.22
889	0.15	0.19
849	0.14	0.19
759	0.09	0.11
719	0.13	0.17
680	0.13	0.16
641	0.13	0.17
601	0.26	0.28
561	0.25	0.32
523	0.29	0.38

$A_{s} =$	$3.267583 E + 01$
$B_{s 1} =$	$1.765986 E + 06$
$C_{s 1} =$	$8.044406 E + 04$
$B_{s 2} =$	$1.097410 E + 06$
$C_{s 2} =$	$2.698094 E + 08$

Wavelength (nm)	Mean Standard Deviation	Max. Standard Deviation
929	0.18	0.22
889	0.15	0.19
849	0.14	0.19
759	0.09	0.11
719	0.13	0.17
680	0.13	0.16
641	0.13	0.17
601	0.26	0.28
561	0.25	0.32
523	0.29	0.38

$A_{s} =$	$3.267583 E + 01$
$B_{s 1} =$	$1.765986 E + 06$
$C_{s 1} =$	$8.044406 E + 04$
$B_{s 2} =$	$1.097410 E + 06$
$C_{s 2} =$	$2.698094 E + 08$

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