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Chirp Spectrum RF Reference Books

Jan 29th, 2023 (edited)
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  1. https://en.wikipedia.org/wiki/Chirp_spectrum - References
  2. Categories:
  3. Signal processing
  4.  
  5. Jahnke E. and Emde F., "Tables of functions", Dover Publications N.Y. 1945
  6. Abramowitz M. and Stegun I.A.,"Handbook of Mathematical Functions", Nat. Bur. Standards 1964, reprinted by Dover Publications N.Y. 1965 (9th ed.1972)
  7. Klauder J.R., Price A.C., Darlington S. and Albersheim W.J., The Theory and Design of Chirp Radars", The Bell system Technical Journal, Vol.39, July 1960 (pp.745-809)
  8. Chin J.E. and Cook C.E., The Mathematics of Pulse compression", Sperry Eng. Review, Vol.12, Oct 1959. (pp.11-16)
  9. Cook C.E., Pulse Compression - Key to More Efficient Radar Transmission",Proc.IRE, March 1960 (p.312)
  10. Cook C.E. and Bernfeld M., "Radar Signals - An Introduction to Theory and Application", Academic Press 1967,1987, reprinted by Artech House 1993.
  11. Varhney L.R. and Thomas D.,"Sidelobe Reduction for Matched Filter range Processing", IEEE Radar Conference 2003
  12. Fowle E.N., "The design of FM pulse compression signals", IEEE Trans. IT-10, 1964, (pp.61-67)
  13. Key E.L., Fowle E.N., Haggarty R.D.., "A method of pulse compression employing nonlinear frequency modulation", M.I.T. Lincoln Lab., Lexington, Mass., Tech. Rep. 207, 1959.
  14. Key E.L., Fowle E.N., Haggarty R.D.., "A Method of Designing Signals of Large Time-Bandwidth Product", Proc. IRE Int. Con. Rec. Pt.4, March 1961 (pp.146-154)
  15. Harris F.J., "On the Use of Windows for Harmonic Analysis with the Discrete Fourier Transform", Proc. IEEE Vol.66, Jan 1978
  16. Burrus C.S. and Parks T.W., "DFT/FFT and Convolution Algorithms", Wiley & Sons, Interscience 1985.
  17. Tou J.T., "Digital and Sampled-data Control Systems", McGraw-Hill N.Y. 1959
  18. Ragazzini J.R. and Franklin G.F., "Sampled-Data Control Systems", McGraw-Hill N.Y. 1958
  19. Stearns S.D. and Hush D.R., "Digital signal Analysis", Prentice-Hall, 1990 (p.61)
  20. Harris F.J. "Fast Fourier Transforms", San Diego State Univ. Cal. 1984
  21. Anon, "Zero Padding does not buy Spectral Resolution" National Instruments 2006, http://www.ni.comwhite-paper/4880/en/[permanent dead link]
  22. Harris F.J. "Signal Processing with Ones and Zeros and the FFT", San Diego State Univ., Cal. 1984
  23. Lyons R., "How to Interpolate in the Time Domain by Zero-Padding in the Frequency Domain", http://www.dspguru.com/dsp/how-to-interpolate-in-time-domain-by-zero-padding-inthe-frequency-domain
  24. Cook C.E. & Paolillo J., "A Pulse Compression Predistortion Function for Efficient Sidelobe Reduction in a High-Power Radar", Proc. IEEE Vol.52, April 1964 (pp.377-384)
  25. Kowatsch M. and Stocker H.R., "Effect of Fresnel ripples on sidelobe suppression in low time-bandwidth product linear FM pulse compression", IEE Proc. Vol. 129, Pf. F, No.1 Feb 1982
  26. Wheeler H.A., "The Interpretation of Amplitude and Phase Distortion in Terms of Paired Echoes", Proc. IRE, June 1939
  27. Solal M., "High Performance SAW Delay Lines for Low Time Bandwidth Using Periodically Sampled Transducers", Ultrasonics Symposium, IEEE, Nov. 1988.
  28. Judd G.W., "Technique for Realizing Low Time Sidelobe Levels in Small Compression Ratio Chirp Waveforms", Proc. IEEE Ultrasonics Symposium, 1973, pp.478-483
  29. McCue J.J.G., "A Note on the Hamming Weighting of Linear-FM Pulses", Proc. IEEE, Vol. 67, No. 11, Nov 1979, pp.1575-1577.
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