Spectrum analysis of complicated radiolocation signal with binary phase manipulation by Kasami sequence
DOI:
https://doi.org/10.20535/RADAP.2015.61.23-29Keywords:
Kasami sequence, amplitude spectrum, phase spectrumAbstract
Introduction. This article contain short introduction to history of complicated signals and list of common sequences, used in spectrum spreading. Method of creating Kasami sequences. In this article is shown sequence creation method, based on method of creating maximum length sequence. Creating of the structural schema of Kasami sequences generator. Principles of construction of Kasami sequence generator are shown in this article. Example of generator for sequence with length 63 symbols, which are created using method, mentioned in previous article, is also shown. Spectrum of Kasami sequences. This article contain amplitude and phase spectrum of two Kasami sequences with lengths of 1023 and 255 symbols. Theoretical formulas are created using Discrete Fourier Transform operation, and graphics are plotted using Fast Fourier Transform operation. Phase spectrum data are also been changed by unwrap operation for better visibility. Conclusion. This article contain analysis of characteristics of previously shown spectrum. Several conclusions are made about correlation between sequence and spectrum characteristics. These conclusions include that made about amplitude spectrum form dependence of sequence length, type and basic impulse characteristics.References
Перелік посилань
Физическая энциклопедия. Гл. ред. А.М. Прохоров. Москва: "Большая Российская энциклопедия", 1995. Т. 4.
Столлингс В. Беспроводные линии связи и сети: Пер. с англ. Издательский дом «Вильямс», 2003.— 640 с.
Kasami, T. Weight distribution formula for some class of cyclic codes, Tech. Report No. R-285, Univ. of Illinois, 1966.
J. D. Olsen, R. A. Scholtz, and L. R. Welch, “Bent-function sequences,” IEEE Trans. Inform. Theory, vol. IT-28, pp. 858-864, 1982.
Исследование свойств, способов формирования и обработки последовательностей Голда в системах подвижной связи / Сост. И.И. Астровский, П.М. Буй — 2006. http://libeldoc.bsuir.by/bitstream/123456789/771/1/Исследов_свойств_способов_формирования_Метод_указ_.pdf
References
Prokhorov A.M. Fizicheskaya entsiklopediya. [Physical encyclopedia] Moscow: "Bol'shaya Rossiiskaya entsiklopediya" Publ., 1995. vol. 4
Stallings W. Wireless Communications and Networking . New Jersey, 2002. (Russ. ed.: Stollings V. Besprovodnye linii svyazi i seti: Per. s angl. Moscow, Vil'yams Publ., 2003. 640 p.).
Kasami, T. Weight distribution formula for some class of cyclic codes, Tech. Report No. R-285, Univ. of Illinois, 1966.
J. D. Olsen, R. A. Scholtz, and L. R. Welch, “Bent-function sequences,” IEEE Trans. Inform. Theory, vol. IT-28, pp. 858-864, 1982.
Astrovskii I.I., Bui P.M. Issledovanie svoistv, sposobov formirovaniya i obrabotki posledovatel'nostei Golda v sistemakh podvizhnoi svyazi [Study of the properties, methods of forming and processing of Gold sequences in mobile communication systems]. Available at: http://libeldoc.bsuir.by/bitstream/123456789/771/1/Исследов_свойств_способов_формирования_Метод_указ_.pdf
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