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Complementary Coded Waveforms Sets in Marine Radar Application

Yıl 2018, Cilt: 2 Sayı: 2, 136 - 147, 31.12.2018
https://izlik.org/JA94JD47BA

Öz

Complementary coded waveform and mismatched filter pairs sets are used. On the contrary with Golays matched waveform filter pair the mismatched waveform filter pair does exist for all N (number pulses in waveform). Using corresponding shapes of filters and proper chosen of waveforms Doppler tolerance may be provided. This property together with a good range side-lobs level suppression makes it’s attractable for use in marine radar.

Kaynakça

  • [1] Marine radar. Edited by V.I. Vinokurov. (In Russian) - L. Sudoctroenie, 1986.
  • [2] Radar Handbook. Editor-In-Chief M.I. Skolnik. McGraw-Hill Book Company, 1970.
  • [3] N. Levanon, E. Mozeson. Radar Signals. – Wiley-Interscience, 2004.
  • [4] W.D.Rummler. ’Clutter Suppression by Complex Weighting of Coherent Pulse Trains.”IEEE Trans. on AES. Vol. AES-2. No.6. pp. 810-818. Nov.1966.
  • [5] W.D.Rummler. “A Technique for Improving the Clutter Performance of Coherent Pulse Train Signals.”IEEE Trans. on AES. vol. AES-3. No.6. pp. 898-906. Nov. 1967.
  • [6] D.F. Delong. Jr. and E.M. Hofstetter. ‘ On the Design of Optimum Radar Waveforms for Clutter rejection.” IEEE Trans. on IT. Vol. IT-13. No.3. pp. 454-463. July 1967.
  • [7] L.J. Spafford. ”Optimum Radar Signal Processing in Clutter.” IEEE Trans. on IT. Vol. I14. No.5. pp. 734-743. Sept. 1968.
  • [8] C.A. Statt and L.J. Spafford. “A “Best” Mismatched Filter Response for Radar Clutter Discrimination .” IEEE Trans. on IT. vol. IT-14. No. 2. pp. 280-287. Mar. 1968.
  • [9] V.T. Dolgochub and M.B. Sverdlik. “Generalized v-filters.” Radio Engeneering and Electronic Physics. Vol. 15. pp.147-150. January 1970.
  • [10] Y.I. Abramovich and Sverdlik. “Synthesis of a filter which maximizes the signsl-to-noise ratio under additional quadratic constraints.’ Radio Engineering and Electronic Physics. vol. 15. pp. 1977-1984. Nov. 1970.
  • [11] P. Stoica, J. Li, M. Xue. “Transmit Codes and Receive Filters for Pulse Compression Radar Systems.” IEEE Signal Processing Mag. vol. 25. no. 6. pp.815-845. Nov. 2008.
  • [12] V.M. Koshevyy, M.B Sverdlik .’Synthesis of Signal – Filer pair under additional constraints’. Radio Engineering and Electronics. vol 21. no.6. pp. 1227-1234. June 1976.
  • [13] M.J.E. Golay,”Complementary series,” IRE Trans. Inform. Theory, vol. IT-7, pp 82-87, Apr. 1961.
  • [14] C.C. Tsehg, C.L. Liu, “Complementary sets of sequences,” IEEE Trans. Inform. Theory, vol. IT-18, no. 5, pp. 644-652, Sept. 1972.
  • [15] S.D. Howard, A.R. Calderbank, W. Moran,”A Simple Ploarization Diversity Scheme for Radar Detection,” Proc. of Second Int. Conf. on waveform Diversity and Design, Lihue, HI, pp. 22-27, Jan. 2006.
  • [16] S. Alamouti,”A Simple Transmit Diversity Technique for Wirless Communication,” IEEE J. Select. Areas Comm., vol. 16,, no. 8, pp.1451-1458, Oct. 1998.
  • [17] T.R. Qureshi, M.D. Zolowski, R. Caldebank,”Target detection in MIMO radarin the presence of Doppler using complementary sequences,” Proc. ICASSP-2010,pp.2766-2769.
  • [18] A. Pezeshki, A. R. Calderbank, W. Moran, S. D. Howard,”Doppler resilient Golay complementary waveforms,” IEEE Trans. Inform. Theory, vol. 54, no. 9, pp.4254-4266, Sep. 2008.
  • [19] V.M. Koshevyy. “Synthesis of Waveform-Filter pairs under Additional Constraints with Group-Complementary Properties” IEEE, Radar Conference 2015, May 2015, Arlington,VA (USA), pp.0616-0621.
  • [20] V.M. Koshevyy. “Efficiency of Filter Synthesis under Additional Constaints with Group-Complementary Properties” IEEE, 2016 International Conference “Radioelectronics & InfoCommunications” (UkrMiCo), September 11-16, 2016, Kiev, Ukraine, pp. 978-982
  • [21] A.W. Rihachek. Principles of High Resolution Radar. New York: Mc Graw-Hill. 1969 .pp. 153.
  • [22] V.M. Koshevyy. Synthesis of multi frequency codes under additional constraints Radio Engineering and Electronics. Vol 29.N11 . 1984.
  • [23] V.M. Koshevyy , M.B. Sverdlik. Joint ptimization of Signal and Filter in the Problems of Extraction of Signals from Interfering Reflections. Radio Engineering and Electronic Physics. Vol.20. N 10 pp.48-55.
  • [24] Glenn Weathers, Edvard M. Holiday. Group-Complementary Array Coding for Radar Clutter Rejection. IEEE Trans. On Aerospace and Electronic System . Vol . AES-19. N3 May 1983.
  • [25] Bi, J. Rohling, H. Complementary Binary Code Design based on Mismatched Filter. IEEE Trans. on Aerospace and Electronic System, Vol. 48, N2, January 2012.
  • [26] V.M. Koshevyy, M.B. Sverdlik,“ On one property of an optimum signal” Radio Engineering and Electronic Physics. 1977, No. 10, Vol. 22, pp.73-75.
  • [27] V. Koshevyy, V. Popova “Complementary coded waveforms sets in marine radar application”. IEEE first Ukraine conference on electrical and computer engineering ( UKRCON), 2017, pp.215 – 220.

Complementary Coded Waveforms Sets in Marine Radar Application

Yıl 2018, Cilt: 2 Sayı: 2, 136 - 147, 31.12.2018
https://izlik.org/JA94JD47BA

Öz



Complementary coded waveform and mismatched filter
pairs sets are used. On the contrary with Golays matched waveform filter pair
the mismatched waveform filter pair does exist for all N (number pulses in
waveform). Using corresponding shapes of filters and proper chosen of waveforms
Doppler tolerance may be provided. This property together with a good range
side-lobs level suppression makes it’s attractable for use in marine radar.



Kaynakça

  • [1] Marine radar. Edited by V.I. Vinokurov. (In Russian) - L. Sudoctroenie, 1986.
  • [2] Radar Handbook. Editor-In-Chief M.I. Skolnik. McGraw-Hill Book Company, 1970.
  • [3] N. Levanon, E. Mozeson. Radar Signals. – Wiley-Interscience, 2004.
  • [4] W.D.Rummler. ’Clutter Suppression by Complex Weighting of Coherent Pulse Trains.”IEEE Trans. on AES. Vol. AES-2. No.6. pp. 810-818. Nov.1966.
  • [5] W.D.Rummler. “A Technique for Improving the Clutter Performance of Coherent Pulse Train Signals.”IEEE Trans. on AES. vol. AES-3. No.6. pp. 898-906. Nov. 1967.
  • [6] D.F. Delong. Jr. and E.M. Hofstetter. ‘ On the Design of Optimum Radar Waveforms for Clutter rejection.” IEEE Trans. on IT. Vol. IT-13. No.3. pp. 454-463. July 1967.
  • [7] L.J. Spafford. ”Optimum Radar Signal Processing in Clutter.” IEEE Trans. on IT. Vol. I14. No.5. pp. 734-743. Sept. 1968.
  • [8] C.A. Statt and L.J. Spafford. “A “Best” Mismatched Filter Response for Radar Clutter Discrimination .” IEEE Trans. on IT. vol. IT-14. No. 2. pp. 280-287. Mar. 1968.
  • [9] V.T. Dolgochub and M.B. Sverdlik. “Generalized v-filters.” Radio Engeneering and Electronic Physics. Vol. 15. pp.147-150. January 1970.
  • [10] Y.I. Abramovich and Sverdlik. “Synthesis of a filter which maximizes the signsl-to-noise ratio under additional quadratic constraints.’ Radio Engineering and Electronic Physics. vol. 15. pp. 1977-1984. Nov. 1970.
  • [11] P. Stoica, J. Li, M. Xue. “Transmit Codes and Receive Filters for Pulse Compression Radar Systems.” IEEE Signal Processing Mag. vol. 25. no. 6. pp.815-845. Nov. 2008.
  • [12] V.M. Koshevyy, M.B Sverdlik .’Synthesis of Signal – Filer pair under additional constraints’. Radio Engineering and Electronics. vol 21. no.6. pp. 1227-1234. June 1976.
  • [13] M.J.E. Golay,”Complementary series,” IRE Trans. Inform. Theory, vol. IT-7, pp 82-87, Apr. 1961.
  • [14] C.C. Tsehg, C.L. Liu, “Complementary sets of sequences,” IEEE Trans. Inform. Theory, vol. IT-18, no. 5, pp. 644-652, Sept. 1972.
  • [15] S.D. Howard, A.R. Calderbank, W. Moran,”A Simple Ploarization Diversity Scheme for Radar Detection,” Proc. of Second Int. Conf. on waveform Diversity and Design, Lihue, HI, pp. 22-27, Jan. 2006.
  • [16] S. Alamouti,”A Simple Transmit Diversity Technique for Wirless Communication,” IEEE J. Select. Areas Comm., vol. 16,, no. 8, pp.1451-1458, Oct. 1998.
  • [17] T.R. Qureshi, M.D. Zolowski, R. Caldebank,”Target detection in MIMO radarin the presence of Doppler using complementary sequences,” Proc. ICASSP-2010,pp.2766-2769.
  • [18] A. Pezeshki, A. R. Calderbank, W. Moran, S. D. Howard,”Doppler resilient Golay complementary waveforms,” IEEE Trans. Inform. Theory, vol. 54, no. 9, pp.4254-4266, Sep. 2008.
  • [19] V.M. Koshevyy. “Synthesis of Waveform-Filter pairs under Additional Constraints with Group-Complementary Properties” IEEE, Radar Conference 2015, May 2015, Arlington,VA (USA), pp.0616-0621.
  • [20] V.M. Koshevyy. “Efficiency of Filter Synthesis under Additional Constaints with Group-Complementary Properties” IEEE, 2016 International Conference “Radioelectronics & InfoCommunications” (UkrMiCo), September 11-16, 2016, Kiev, Ukraine, pp. 978-982
  • [21] A.W. Rihachek. Principles of High Resolution Radar. New York: Mc Graw-Hill. 1969 .pp. 153.
  • [22] V.M. Koshevyy. Synthesis of multi frequency codes under additional constraints Radio Engineering and Electronics. Vol 29.N11 . 1984.
  • [23] V.M. Koshevyy , M.B. Sverdlik. Joint ptimization of Signal and Filter in the Problems of Extraction of Signals from Interfering Reflections. Radio Engineering and Electronic Physics. Vol.20. N 10 pp.48-55.
  • [24] Glenn Weathers, Edvard M. Holiday. Group-Complementary Array Coding for Radar Clutter Rejection. IEEE Trans. On Aerospace and Electronic System . Vol . AES-19. N3 May 1983.
  • [25] Bi, J. Rohling, H. Complementary Binary Code Design based on Mismatched Filter. IEEE Trans. on Aerospace and Electronic System, Vol. 48, N2, January 2012.
  • [26] V.M. Koshevyy, M.B. Sverdlik,“ On one property of an optimum signal” Radio Engineering and Electronic Physics. 1977, No. 10, Vol. 22, pp.73-75.
  • [27] V. Koshevyy, V. Popova “Complementary coded waveforms sets in marine radar application”. IEEE first Ukraine conference on electrical and computer engineering ( UKRCON), 2017, pp.215 – 220.
Toplam 27 adet kaynakça vardır.

Ayrıntılar

Birincil Dil İngilizce
Konular Elektrik Mühendisliği
Bölüm Araştırma Makalesi
Yazarlar

Vitaliy Koshevyy Bu kişi benim

Kabul Tarihi 7 Aralık 2018
Yayımlanma Tarihi 31 Aralık 2018
IZ https://izlik.org/JA94JD47BA
Yayımlandığı Sayı Yıl 2018 Cilt: 2 Sayı: 2

Kaynak Göster

APA Koshevyy, V. (2018). Complementary Coded Waveforms Sets in Marine Radar Application. International Scientific and Vocational Studies Journal, 2(2), 136-147. https://izlik.org/JA94JD47BA
AMA 1.Koshevyy V. Complementary Coded Waveforms Sets in Marine Radar Application. ISVOS. 2018;2(2):136-147. https://izlik.org/JA94JD47BA
Chicago Koshevyy, Vitaliy. 2018. “Complementary Coded Waveforms Sets in Marine Radar Application”. International Scientific and Vocational Studies Journal 2 (2): 136-47. https://izlik.org/JA94JD47BA.
EndNote Koshevyy V (01 Aralık 2018) Complementary Coded Waveforms Sets in Marine Radar Application. International Scientific and Vocational Studies Journal 2 2 136–147.
IEEE [1]V. Koshevyy, “Complementary Coded Waveforms Sets in Marine Radar Application”, ISVOS, c. 2, sy 2, ss. 136–147, Ara. 2018, [çevrimiçi]. Erişim adresi: https://izlik.org/JA94JD47BA
ISNAD Koshevyy, Vitaliy. “Complementary Coded Waveforms Sets in Marine Radar Application”. International Scientific and Vocational Studies Journal 2/2 (01 Aralık 2018): 136-147. https://izlik.org/JA94JD47BA.
JAMA 1.Koshevyy V. Complementary Coded Waveforms Sets in Marine Radar Application. ISVOS. 2018;2:136–147.
MLA Koshevyy, Vitaliy. “Complementary Coded Waveforms Sets in Marine Radar Application”. International Scientific and Vocational Studies Journal, c. 2, sy 2, Aralık 2018, ss. 136-47, https://izlik.org/JA94JD47BA.
Vancouver 1.Vitaliy Koshevyy. Complementary Coded Waveforms Sets in Marine Radar Application. ISVOS [Internet]. 01 Aralık 2018;2(2):136-47. Erişim adresi: https://izlik.org/JA94JD47BA


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