2518-1092Research result. Information technologies2518-109210.18413/2518-1092-2016-1-1-72-8061SYSTEM ANALYSIS AND PROCESSING OF KNOWLEDGETHE TECHNIQUE OF FORMATION AND CORRECTION OF HIGH RESOLUTION SPACE IMAGESTHE TECHNIQUE OF FORMATION AND CORRECTION OF HIGH RESOLUTION SPACE IMAGESVintaevVictor NikolaevichVintaevVictor Nikolaevichviktor.vn2010@yandex.ruZhilenevMikhail JurievichZhilenevMikhail Jurievichzhilenev_mihail@mail.ruMatorinSergey IgorevichMatorinSergey Igorevichmatorin@bsu.edu.ruUshakovaNatalia NikolaevnaUshakovaNatalia Nikolaevnanatush2006@yandex.ru20161100

The paper presents a generalized formalized bipartite graph of a cruising technology of high resolution space image formation and examines some approaches for improving the sharpness of the image based on the specification of the speed values of movement of the image on the focal plane side of the fixing apparatus. Besides, the authors discuss some approaches to the optimal extension of the bandwidth of spatial frequencies of the tract with the improvement in the objectivity of the formed images in the spatial-frequency representation.

The paper presents a generalized formalized bipartite graph of a cruising technology of high resolution space image formation and examines some approaches for improving the sharpness of the image based on the specification of the speed values of movement of the image on the focal plane side of the fixing apparatus. Besides, the authors discuss some approaches to the optimal extension of the bandwidth of spatial frequencies of the tract with the improvement in the objectivity of the formed images in the spatial-frequency representation.

space imagespatial-frequency spectruma function of the scattering pointdeconvolutionvelocity of movement of the imagethe Lebesgue integralgeneralized function with a carrier of measure zerospace imagespatial-frequency spectruma function of the scattering pointdeconvolutionvelocity of movement of the imagethe Lebesgue integralgeneralized function with a carrier of measure zeroСписок литературы1. Beits R., Mak-Donnel M. Restoration and Reconstruction of Images. M.: Mir, 1989. 336 p.2. Adaptive Acuity Restoration in Digital Space Images / Vintaev V.N., Zhilenev M.Ju., Matorin S.I., Ushakova N.N., Shherbinina N.V. // The Russian Academy Journal of Information Technologies and Computer Systems. 2014. №4. Pp. 33-43.3. Applying Special Correction in Regularization Procedure and Iterative Processes of Space Images Point Spread Function Spot Diminution / Konstantinov I.S., Shherbinina N.V., Zhilenev M.U., Vintaev V.N., Ushakova N.N. // Nauchnye vedomosti BelGU. 2014. No 15(186). Pp. 166-175.4. Kuznecov P.K., Semavin V.I., Soloduha A.A. Compensation Image Blurring Speed Algorithm of the Underlying Surface, Received under the Supervision the Earth from Space // Vestnik Samarskogo gos. tehnicheskogo universiteta. 2005. No 22. Pp. 150-157.5. Zhilenev M.U., Vintaev V.N. The Formula for Calculating the Image Motion of the Planets with Orbital Shooting Optoelectronic Equipment // Telecommunications (TELECOMMUNICATIONS AND RADIO ENGINEERING). 2011. No 7. Pp.2-7.6. Cibanov V.N. Regularization Methods of Filtering and Image Restoration: Diss. na soiskanie uchenoj stepeni kand. fiz.mat. nauk. Moskva, 2008. 113 p.7. Shovengerdt R.A. Remote Sensing. Imaging Methods and Models. M.: Tehnosfera, 2010. 560 p.8. Vintaev V.N., Ushakova N.N., Zhilenev M.U. Generic Operations for Special Correction of Space Images of High Resolution and Support of Functional Completeness Special Correction // V kn.: Novejshie koncepcii fundamental'nyh i prikladnyh nauchnyh issledovanij: opyt, tradicii, innovacii, jeffektivnaja strategija razvitija. Materialy mezhdunarodnoj nauchno-prakticheskoj konferencii. Saint-Petersburg, 2015. Pp. 72-80.9. Ushakova N.N. Correction of Digital Space Images on the Basis of Verified Simulation: Diss. na soiskanie uchenoj stepeni kand. tehn. nauk. Belgorod, 2004. 255 p.10. Vladimirov V.S. Equations of mathematical physics. M.: Nauka, 1967. 436 p.