Use of large bandwidth-duration binary phase shift keying signals in target delay Doppler measurements

Journal of the Acoustical Society of America

Volumn 90, Issue 1, 1991, Pages 299-309

  Jourdain, G ^a   Henrioux, J P ^a  

^a ENSIEG   (France)

Author keywords

[No Author keywords available]

Indexed keywords

ACOUSTICS; ARTICLE; SIGNAL PROCESSING;

EID: 0025859690     PISSN: 00014966     EISSN: NA     Source Type: Journal    
DOI: 10.1121/1.401300     Document Type: Article

References (24)

1. P. N. Woodward, Probability and Information Theory (Pergamon, New York, 1953).
2. J. P. Hermand and W. Roderick, “Delay Doppler resolution performance of large time bandwidth product linear FM signals in a multipath ocean environment,” J. Acoust. Soc. Am. 84, 1709–1727 (1988).
3. A. W. Rihaczech, “Delay Doppler ambiguity function for wide-band signals,” IEEE Trans. Aerosp. Electron. Syst. 3, 705–711 (1967).
4. A. W. Rihaczeck, Principles of High Resolution Radar (McGraw-Hill, New York, 1969).
5. J. Costas, “A study of a class of detection waveform having nearly ideal range Doppler ambiguity properties,” Proc. ISSS 72, 996–1009 (1984).
6. A. Berton, “Fonctions d'ambiguité généralisées et synthèse de signaux d'ambiguité donné e,” Proc. Coll. GRETSI, Nice, Juin 1987.
7. G. Jourdain, “Synthèse de signaux certains dont on connaît la fonction d'ambiguité de type Woodward ou de type en compression,” Ann. Telecom. 32, 19–23 (1977).
8. S. M. Sussman, “Least-square synthesis of radar ambiguity functions,” thesis, John Hopkins University, Baltimore (1986).
9. D. E. Vakman, Sophysticated Signals and the Uncertainty Principle in Radar (Springer-Verlag, Berlin, 1968).
10. D. A. Swick, “A review of wideband ambiguity functions,” NRL Rep. 6994, Washington (1969).
11. Mamode, “Estimation optimale de la date d'arrivé e d'un echo sonar,” thèse de DI, INPG (1981).
12. J. Millet and G. Jourdain, “Signaux à fort pouvoir de ré solution temps fré quence—Comparaison entre les signaux de Costas et les signaux à modulation binaire de phase,” Trait. Signal 7, 27–40 (1990).
13. G. Jourdain, “Considé ration sur la fonction d'ambiguité dans le cas de signaux alé atoires,” Thèse de DI, University of Grenoble (1970).
14. G. Jourdain, “Advanced methods for the investigation of the underwater channel,” in Proceedings of the NA TO ASI Underwater Acoustic Data Proc., July 1988 edited by Chan (1989).
15. Spindel et al., “A demonstration of ocean acoustic tomography,” Nature 299, 121–125 (1982).
16. D. V. Sarwate and M. B. Pursley, “Cross-correlation properties of pseudo-random and related sequences,” Proc. IEEE 68, 593–615 (1980).
17. T. G. Birdsall, R. M. Heitmeyer, and K. Metzger, “Modulation by linear maximal shift register sequences: amplitude biphase and complement phase modulation,” Cooley Electr. Lab. Tech. Rep. 215 (1971).
18. W. J. Gill, “Effect of synchronization error in PR carrier communication,” IEEE Commun. Conv. Rec., 19 C 11 (1965).
19. D. A. Swick, “Wideband ambiguity function of pseudo-random sequences: an open problem,” IEEE Trans. Inf. Theory 602–603 (1968).
20. G. Jourdain, “Espé rance d'ambiguité dans le cas où l'é cho subit une compression de temps vis-à-vis de l'émission,” Ann. Télécom. 26, 40–59 (1971).
21. J. Liénard, “Méthodes numériques de réalisation d'un opérateur de compression de temps,” Signal Proc. 3, 175–180 (1981).
22. J. P. Iafrate, “Calcul de fonctions d'ambiguité en compression,” Rapport CEPHAG 33/85 (1985).
23. J. L. Zussy and J. P. Henrioux, “Amélioration de la fonction d'ambiguité en compression d'un signal PSK,” Rapport Cephag. No. 36/86 (1986).
24. D. A. Swick, “An ambiguity function independent of assumption about bandwidth and carrier frequency,” NRL Report 6471 (1968).