Mathematical model of parametrically controlled matched filters

  • Borislav Georgiev Naydenov Technical university of Varna
  • Antim Hristov Yordanov Technical university of Varna
  • Lyubomir Petrov Kamburov Technical university of Varna
Keywords: radar systems, matched filters, noise resistence

Abstract

A one model of parametrically controlled coherent filters is described and analyzed, applied also in radar systems and mobile communication systems to improve noise resistance. Application of the Nyquist-Shannon theorem in the frequency domain to obtain a set of frequency filters with variable parameters. The conversion of the signal at the output of the parameter filter using the auto correlation feature is shown when a normal white noise occurs.

Author Biography

Lyubomir Petrov Kamburov, Technical university of Varna

References

Ryzhak, I.S. (2003). Selected problems of the theory of circuits and signal processing. Russian. Publisher: Blok-Inform-Experss.

Bissell, C. C. and V. E. Katsnelson (2006), (Trans.), accessible at http://ict.open.ac.uk/classics/ or via the Open University Open Research", Online at http://oro.open.ac.uk indexed as Bissell Classic Papers in Information & Communication Technology.

Petrov, P. P., B. G. Naydenov, G. C. Chervenkov. (2017). Radiocommunication technic. Technical university, Varna, Bulgaria.

Marks, R.J.(II). (2009) Handbook of Fourier Analysis and Its Applications, Oxford University Press

Proakis John. Digital connections. /translation/ Under the line. D.D. Klovskogo. (2000) – M. Radio and Sighs.

Cook С. E., Bernfeld M. (1967) Radar Signals, Academic Press, New York. Radiolocation signals. Theory and application. - M.: Soviet Radio 1971. /translation/ 

Naydenov, B. G., A. H. Yordanov. (2014) Analysis of the possibilities of filtering signals by predicting errors with linear invariant time discrete systems – Science Session -2014. National Mili-tary University "Vasil Levski", Faculty of Artillery Air Defense and Information Security. Shumen, Bulgaria. 

Petrov, P. P., B. G. Naydenov, G. C. Chervenkov. (2017). Mobile communication systems. Technical university, Varna, Bulgaria.

Barton David K. (2004) Radar System Analysis and Modeling. 

Fish, A., Gurevich, S.; Hadani, R.; Sayeed, A.; Schwartz, O. (2011) Computing the matched filter in linear time". arXiv:1112.4883. 

Gray, D.A. (2006) Multi-channel Noise Radar, Proc. Of International Radar Symposium , IRS 2006, Krakow, Poland.
Crossref


Total number of hits on abstract = 520 times

Downloads for 2025

Download data is not yet available.
Published
2017-12-28
How to Cite
Naydenov, B., Yordanov, A., & Kamburov, L. (2017, December 28). Mathematical model of parametrically controlled matched filters. ANNUAL JOURNAL OF TECHNICAL UNIVERSITY OF VARNA, BULGARIA, 1(1), 27-31. https://doi.org/10.29114/ajtuv.vol1.iss1.60
Section
INFORMATION TECHNOLOGIES, COMMUNICATION AND COMPUTER EQUIPMENT
Bookmark and Share