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Optimal geometry for Sagnac and Michelson interferometers used as spectral imagers

Yann Ferrec 1 Jean Taboury 1 Hervé Sauer 1 Pierre Chavel 1
1 Laboratoire Charles Fabry de l'Institut d'Optique / Scop
LCFIO - Laboratoire Charles Fabry de l'Institut d'Optique
Abstract : High-étendue Fourier transform imaging spectrometers can be useful tools for acquiring airborne hyperspectral images, since they do not need moving parts and, as Fourier transform spectrometers, they benefit from the Felgett advantage. The Sagnac interferometer and the Michelson interferometer with dihedrons can be used in such an instrument. These two interferometers act very similarly on the entering beam, and in particular they both work with fringes of equal inclination. This property enables them to benefit from the Jacquinot advantage, too. Nevertheless, to fully benefit from this advantage, it is necessary to maximize the geometrical étendue accepted by the interferometer. From this point of view, the Michelson interferometer with dihedrons appears to be much more interesting than the Sagnac interferometer. Indeed, calculation shows that, in the optimal symmetric configuration, and for the same beamsplitter diameter, the étendue accepted without vignetting by the Michelson interferometer is more than five times greater than the étendue accepted by the Sagnac interferometer. Even if, in a real instrument, the optical scheme cannot be exactly this optimal configuration, this result is a strong argument in support of the Michelson interfero-meter with dihedrons
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https://hal-iogs.archives-ouvertes.fr/hal-01386162
Contributor : Hervé Sauer <>
Submitted on : Sunday, October 23, 2016 - 1:15:58 AM
Last modification on : Thursday, January 11, 2018 - 6:26:11 AM

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Yann Ferrec, Jean Taboury, Hervé Sauer, Pierre Chavel. Optimal geometry for Sagnac and Michelson interferometers used as spectral imagers. Optical Engineering, SPIE, 2006, 45 (11), ⟨10.1117/1.2395923⟩. ⟨hal-01386162⟩

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