Paper
6 February 1997 Calculation and mathematical model computer experiments with optical mountings for recording and using holographic diffraction gratings
Elena A. Sokolova, Santiago D. Reyes Cortes
Author Affiliations +
Proceedings Volume 2968, Optical Organic and Semiconductor Inorganic Materials; (1997) https://doi.org/10.1117/12.266855
Event: International Conference on Advanced Optical Materials and Devices, 1996, Riga, Latvia
Abstract
The latest advances in the field of holographic gratings and spectral devices is in calculation, manufacture and use of these gratings for spectral devices. The general theory of diffraction grating was developed in 1974. Although this theory is in wide use, not all the problems associated with the theory have been resolved. Theoretical calculations show that this is possible using a more complicated mounting of recording the grating. For recording of the grating with the compensation of the four aberrations it is necessary to use beams from opposite sides of the blanks. To examine this method special mathematical model was found. It is based on the ray tracing calculation, but includes two steps recording and the refraction in the glass blank. In this work we represent a system of nonhomocentric recording, which doesn't include aspheric or refractive optics, mathematical model of this system, spectral devices, which can be produced with the gratings, recorded in our system and the results of the mathematical model experiments with concrete examples of those devices.
© (1997) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Elena A. Sokolova and Santiago D. Reyes Cortes "Calculation and mathematical model computer experiments with optical mountings for recording and using holographic diffraction gratings", Proc. SPIE 2968, Optical Organic and Semiconductor Inorganic Materials, (6 February 1997); https://doi.org/10.1117/12.266855
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Cited by 7 scholarly publications.
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KEYWORDS
Diffraction gratings

Mathematical modeling

Holography

Glasses

Monochromatic aberrations

Refraction

Optical mounts

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