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Volume 5 Issue 4
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Zhu Zhao-Da, Chen You-Jun, Dai Ming-Zhen. MINIMUM PEAK SIDELOBE FILTERS FOR m-SEQUENCE PHASE-CODED WAVEFORMS[J]. Journal of Electronics & Information Technology, 1983, 5(4): 214-220.
Citation: Zhu Zhao-Da, Chen You-Jun, Dai Ming-Zhen. MINIMUM PEAK SIDELOBE FILTERS FOR m-SEQUENCE PHASE-CODED WAVEFORMS[J]. Journal of Electronics & Information Technology, 1983, 5(4): 214-220.

MINIMUM PEAK SIDELOBE FILTERS FOR m-SEQUENCE PHASE-CODED WAVEFORMS

  • Received Date: 1981-12-31
  • Publish Date: 1983-07-19
  • The impulse response sequence of min imum peak sidelobe filter (LP filter) for m-sequence phase-coded waveform can be f ound by using linear programming method. The results of computation for all the 15-element and 31-element m-sequences show that the LP filters can significantly suppress the peak sidelobes. Por the 15-element code with feedback connection [4, 3, 0] and initial condition 1001, the peak sidelobe Ievel is reduced to - 21.47 dB by using LP filter of length 15, and it is 7.49 dB better than that by using matched filter. For the 31-element code with feedback connection [5,3,2,1] and initial condition 11101, the peak sidelobe level is reduced to -23.80 dB by suing LP filter of length 31, and it is 6.01 dB better than that by using matched filter. The LP filter can suppress the peak sidelobe even more when its length is increased.
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  • E. Mosca, IEEE Trans. on IT,IT-13(1967), 131.[2]R. K Cavin, et al., IEEE Trans. on GE, GE-7(1969), 142.[3]H. J. Blinchikoff and A. I. Zvorev.[J].Filtering in the Time and Frequency Domains, John Wiley Sons.1976,:-[4]S. Zoraster, IEEE Trans. on AES, AES-16(1980), 112.[5]朱兆达、戴明祯、陈由俊,中国电子学会信号与信息处理会议论文集,1981年,第125页.[6]S. L. Maskara and J.Das, IEEE Trans. on AES, AES-17(1981), 342.[7]R. S. Berkowitz.[J].Modern Radar, John Wiley Sons.1965,:-
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