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JOURNALS // Applied Mathematics & Physics // Archive

Applied Mathematics & Physics, 2019, Volume 51, Issue 3, Pages 424–434 (Mi pmf21)

MATHEMATICAL PHYSICS. MATHEMATICAL MODELING

Perturbation method of wave scattering physics in correction of sharpness of images under remote sensing

V. N. Vintaev

Belgorod University of Cooperation, Economics and Law

Abstract: When forming a high-resolution space image and correcting sharpness on it, it is advisable to enhance image sharpness in the image to connect image processing processes built with consideration of the physics of light scattering in the studied areas. The paper presents the technology and the results of the corresponding sharpness correction for fragments of the display areas, generating physics of light flux scattering, which allows using mainly the method of perturbations to scatter the incident radiation on statistically uneven surfaces.

Keywords: deconvolution, Fraunhofer zone, perturbation method, finite-difference wave migration, space image, spatial-frequency spectrum, recursive continuation of the spatial-frequency spectrum.

UDC: 528.72;629.7

DOI: 10.18413/2075-4639-2019-51-3-424-434



© Steklov Math. Inst. of RAS, 2024