Comparative evaluation of solving methods efficiency for inverse scattering problem with respect to separate objects resolution from the grouped lumped and estimation of object’s radar profile
- 1 Ph. D. (Eng.), Dr. Sc. Candidate, Associate Professor, Associate Professor, Vasilevsky Military Academy of Air Defense Forces RF (Smolensk)
- 2 Dr. Sc. (Eng.), Associate Professor, Deputy Head of Department of Radar Arms, Vasilevsky Military Academy of Air Defense Forces RF (Smolensk)
- 3 Honored Scientist of RF, Dr. Sc. (Eng.), Professor, Senior Research Scientist, Vasilevsky Military Academy of Air Defense Forces RF (Smolensk)
- 4 Ph. D. (Eng.), Associate Professor, Professor, Department of Radar Arms, Vasilevsky Military Academy of Air Defense Forces RF (Smolensk)
Abstract
This work gives comparative assessment with respect to separate objects resolution and estimation of objects' radar profile of the following: the projective method, the solution method of inverse scattering problem using of regularized singular decomposition of inverse system operator, one of the method options of inverse filtering with regularization. Comparative assessment results of imitating mathematical modeling allowed to draw conclusions on a possibility of practical application of the considered methods of the solution of the inverse scattering problem.
How to cite
Панов Д.В., Чижов А.А., Абраменков В.В., Климов С.А. Сравнительная оценка эффективности использования некоторых методов решения обратной задачи рассеяния в интересах разрешения отдельных объектов наблюдения из состава группового сосредоточенного и оценивания радиолокационных портретов объектов наблюдения // Электромагнитные волны и электронные системы. 2017. № 4. С. 70–81.
References
- Vudvord F.M. Teoriya veroyatnostej i teoriya informaczii s primeneniyami v radiolokaczii. M.: Sov. radio. 1955. 128 s.
- Chizhov A.A. Sverxre'leevskoe razreshenie. T. 1. Klassicheskij vzglyad na problemu. M.: Krasand. 2010. 91 s.
- Chizhov A.A. Sverxre'leevskoe razreshenie. T. 2. Preodolenie faktora nekorrektnosti obratnoj zadachi rasseyaniya i proekczionnaya radiolokacziya. M.: Krasand. 2010. 104 s.
- Fal'kovich S.E., Ponomarev V.I., Shkvarko Yu.V. Optimal'ny'j priem prostranstvenno-vremenny'x signalov v radiokanalax s rasseyaniem / Pod red. S.E. Fal'kovicha. M.: Radio i svyaz'. 1989. 296 s.
- Kolmogorov A.N., Fomin S.V. E'lementy' teorii funkczij i funkczional'nogo analiza. M.: Nauka. Glavnaya redakcziya fizikomatematicheskoj literatury'. 1981. 544 s.
- Tixonov A.N. Ob ustojchivosti obratny'x zadach // Doklady' AN SSSR. 1943. T. 39. № 5. S. 195−198.
- Lavrent'ev M.M., Romanov V.G., Shishatskij S.P. Nekorrektny'e zadachi matematicheskoj fiziki. M.: Nauka. 1980. 286 s.
- Tixonov A.N. O reshenii nekorrektno postavlenny'x zadach i metode regulyarizaczii // Doklady' AN SSSR. 1963. T. 151. № 3. S. 501−504.
- Tixonov A.N., Arsenin V.Ya. Metody' resheniya nekorrektny'x zadach. M.: Nauka. 1979. 285 s.
- Nekorrektny'e zadachi estestvoznaniya / Pod red. A.N. Tixonova, A.V. Goncharskogo. M.: Izd-vo Moskovskogo universiteta. 1987. 304 s.
- Abramenkov V.V., Abramenkov A.V., Semchenkov S.M. Osobennosti inversnoj fil'traczii impul'sny'x signalov // Sb. nauch. statej po materialam II Vseros. nauch.-prakt. konf. «Akademicheskie Zhukovskie chteniya». Voronezh: VUNCz VVS «VVA». 2015. S. 5−13.
- Klimov S.A. Metod razresheniya gruppovy'x radiolokaczionny'x ob''ektov // E'lektromagnitny'e volny' i e'lektronny'e sistemy'. 2013. T. 18. № 4. S. 28−37.
- Xorn R., Dzhonson Ch. Matrichny'j analiz. M.: Mir. 1990. 655 s.
- Terebizh V.Yu. Vvedenie v statisticheskuyu teoriyu obratny'x zadach. M.: Fizmatlit. 2005. 376 s.
- Beklemishev D.V. Dopolnitel'ny'e glavy' linejnoj algebry'. M.: Nauka. 1983. 336 s.