Instantaneous spectra in spectral and correlation processing of dynamic signal devices of radio and optical ranges and their linear and nonlinear transformations

Vasily I. Kazakov; Anastasia S. Kuryleva; Dmitry O. Moskaletz; Oleg D. Moskaletz

doi:10.1117/12.2306748

9 May 2018 Instantaneous spectra in spectral and correlation processing of dynamic signal devices of radio and optical ranges and their linear and nonlinear transformations

Vasily I. Kazakov, Anastasia S. Kuryleva, Dmitry O. Moskaletz, Oleg D. Moskaletz

Author Affiliations +

Proceedings Volume 10680, Optical Sensing and Detection V; 1068025 (2018) https://doi.org/10.1117/12.2306748
Event: SPIE Photonics Europe, 2018, Strasbourg, France

Abstract

The outstanding role of the optical coherent Fourier processor and the instantaneous spectrum computed with is considered when performing spectral-correlation processing of the signals of the radio and optical bands. Within the framework of the performed studies, the spread functions for "real spectral devices in an ideal implementation" are established. The sampling theorem for the instantaneous spectrum is proved. These general theoretical studies are used to develop the theory of a diffraction grating spectral device of the optical range, as well as an acoustooptic (AO) radio signal analyzer, and the coordinated filter and a correlator of radio signals created on its basis.

Citation Download Citation

Vasily I. Kazakov, Anastasia S. Kuryleva, Dmitry O. Moskaletz, and Oleg D. Moskaletz "Instantaneous spectra in spectral and correlation processing of dynamic signal devices of radio and optical ranges and their linear and nonlinear transformations", Proc. SPIE 10680, Optical Sensing and Detection V, 1068025 (9 May 2018); https://doi.org/10.1117/12.2306748

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