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Articles

NLFM pulse radar for drone detection using predistortion technique

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Pages 416-429 | Received 25 Jun 2020, Accepted 24 Oct 2020, Published online: 10 Nov 2020

References

  • Anwar MZ , Kaleem Z , Jamalipour A. Machine learning inspired sound-based amateur drone detection for public safety applications. IEEE Trans Vehicular Technol. 2019;68(3):2526–2534.
  • Lu M , Bagheri M , James AP , et al. Wireless charging techniques for uavs: a review, reconceptualization, and extension. IEEE Access. 2018;6:29865–29884.
  • Rosser JC , Vignesh V , Terwilliger BA , et al. Surgical and medical applications of drones: a comprehensive review. JSLS: J Soc Laparoendoscopic Surgeons. 2018;22(3):e2018.00018. DOI:10.4293/jsls.2018.00018
  • Luppicini R , So A. A technoethical review of commercial drone use in the context of governance, ethics, and privacy. Technol Soc. 2016 Aug;46:109–119. DOI:10.1016/j.techsoc.2016.03.003
  • Allouch A , Koubâa A , Khalgui M , et al. Qualitative and quantitative risk analysis and safety assessment of unmanned aerial vehicles missions over the internet. IEEE Access. 2019;7:53392–53410.
  • Patel JS , Fioranelli F , Anderson D. Review of radar classification and rcs characterisation techniques for small uavs or drones. IET Radar Sonar Navigation. 2018;12(9):911–919.
  • Suh J , Minz L , Jung D , et al. Drone-based external calibration of a fully synchronized ku-band heterodyne fmcw radar. IEEE Trans Instrum Meas. 2017;66(8):2189–2197.
  • Shin D , Jung D , Kim D , et al. A distributed fmcw radar system based on fiber-optic links for small drone detection. IEEE Trans Instrum Meas. 2017;66(2):340–347.
  • Zhao Y , Su Y. Cyclostationary phase analysis on micro-doppler parameters for radar-based small uavs detection. IEEE Trans Instrum Meas. 2018;67(9):2048–2057.
  • Zhao Y , Su Y. The extraction of micro-Doppler signal with emd algorithm for radar-based small uavs' detection. IEEE Trans Instrum Meas. 2020;69(3):929–940.
  • Vizitiu IC. Sidelobe reduction in the pulse-compression radar using synthesis of NLFM laws. Int J Antennas Propag. 2013;2013:1–9. DOI:10.1155/2013/605604
  • Cook CE , Paolillo J. A pulse compression predistortion function for efficient sidelobe reduction in a high-power radar. Proceedings of the IEEE. 1964;52(4):377–389.
  • Collins T , Atkins P. Nonlinear frequency modulation chirps for active sonar. IEE Proceedings – Radar, Sonar and Navigation. 1999;146(6):312–316.
  • Ghavamirad R , Sebt MA. Sidelobe level reduction in acf of nlfm waveform. IET Radar, Sonar Navigation. 2019;13(1):74–80.
  • Beauchamp RM , Tanelli S , Peral E , et al. Pulse compression waveform and filter optimization for spaceborne cloud and precipitation radar. IEEE Trans Geosci Remote Sens. 2017;55(2):915–931.
  • Blunt SD , Mokole EL. Overview of radar waveform diversity. IEEE Aerospace Electron Syst Magazine. 2016;31(11):2–42.
  • Ghavamirad R , Sebt MA , Babashah H. Phase improvement algorithm for nlfm waveform design to reduction of sidelobe level in autocorrelation function. Electron Lett. 2018;54(18):1091–1093.
  • Huang D , Leung H , Huang X. Experimental evaluation of predistortion techniques for high-power amplifier. IEEE Trans Instrum Meas. 2006;55(6):2155–2164.
  • Netterstrom A. Using digital pre-distortion to compensate for analog signal processing errors. IEEE International Conference on Radar; 1990. p. 243–248
  • Dunn Z , Yeary M , Fulton C , et al. Wideband digital predistortion of solid-state radar amplifiers. IEEE Trans Aerosp Electron Syst. 2016;52(5):2452–2466.
  • Scheiblhofer S , Schuster S , Stelzer A. High-speed fmcw radar frequency synthesizer with dds based linearization. IEEE Microw Wirel Compon Lett. 2007;17(5):397–399.
  • Kim J , Konstantinou K. Digital predistortion of wideband signals based on power amplifier model with memory. Electron Lett. 2001;37(23):1417–1418.
  • Morgan DR , Ma Z , Kim J , et al. A generalized memory polynomial model for digital predistortion of rf power amplifiers. IEEE Trans Signal Process. 2006;54(10):3852–3860.
  • Gumber K , Rawat M. Low-cost rfin-rfout predistorter linearizer for high-power amplifiers and ultra-wideband signals. IEEE Trans Instrum Meas. 2018;67(9):2069–2081.
  • Rawat M , Rawat K , Ghannouchi FM , et al. Generalized rational functions for reduced-complexity behavioral modeling and digital predistortion of broadband wireless transmitters. IEEE Trans Instrum Meas. 2014;63(2):485–498.
  • Doerry AW. Generating precision nonlinear FM chirp waveforms. In: Kurtz JL, Tan RJ, editors. Radar Sensor Technology XI; Apr. SPIE; 2007. DOI:10.1117/12.717796
  • Jackson L , Kay S , Vankayalapati N. Iterative method for nonlinear fm synthesis of radar signals. IEEE Trans Aerosp Electron Syst. 2010;46(2):910–917.
  • Eaves JL , Reedy EK. Principles of modern radar. US: Springer; 1987. DOI:10.1007/978-1-4613-1971-9
  • Singh AK , Kim YH. Methods of wideband chirp signal generation using fpga. International Conference on Computing, Communication Automation; 2015. p. 1243–1247
  • Sun B , Yeary M , Uysal F , et al. Digital radar implementation with amplitude predistortion. 2017 IEEE Radar Conference (RadarConf); 2017. p. 1691–1696

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