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基于高度分集的两波束米波雷达测高方法及其应用 被引量:4

Method and Application of Altitude Measurement Based on Altitude Diversity in Two-antenna VHF Radar
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摘要 米波雷达的波束较宽、由于地面反射引起波瓣分裂,通常只能估高而不能用来测高。针对这一难题本文提出一种基于高度分集的两波束米波雷达测高方法。该方法采用高度不同的两个天线,利用波瓣分裂情况及相互相位关系来测量目标高度。文章分析了此方法测高的精度及影响精度的一些因素。本测高方法已应用于某型雷达信号处理机中,并取得良好效果。 The beam of VHF radar is rather wide, and the reflection from ground results in beam split, thus the radar can only be used to estimate its height while it cannot be used to measure the height accurately. For such a problem, an effective method based on altitude diversity to measure the height using VHF radar is presented in this paper. Two antennas with different heights are adopted in this method, using beam split and the connection of phase of different beams to calculate the height of target. Performance of this method is analyzed, such as the measurement precision and the factors that affect precision. This method has been used in a certain radar signal processor and gets a good effect.
出处 《航空计算技术》 2006年第6期59-61,共3页 Aeronautical Computing Technique
关键词 米波雷达 波辫分裂 高度分集 测高 VHF radar beam split altitude diversity altitude measurement
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  • 1贾永康,保铮.利用多普勒信息的波达方向最大似然估计方法[J].电子学报,1997,25(6):71-76. 被引量:17
  • 2[1]SHERMAN S M.Complex indicated angles applied to unresolved radar targets and multipath[J].IEEE Trans,1971,AES-7(1):160-170.
  • 3[2]WHITE W D.Low-angle radar tracking in the presence of multipath[J].IEEE Trans,1974,AES-10(6):835-852.
  • 4[3]TRUNK G V,et al.Bounds on elevation error estimates of a target in multipath[J].IEEE Trans,1979,AES-15(6):883-887.
  • 5[4]ZOLTOWSKI M,et al.Beamspace ML bearing estimation incorporating low-angle geometry[J].IEEE Trans,1991,AES-27(3):441-458.
  • 6[5]SCHMIT R.Multiple emitter location and signal parameter estimation[J].IEEE Trans,1986,AP-34(3):276-280.
  • 7[6]ZISKIND I,et al.Maximum likelihood localization of multiple sources by alternating projection[J].IEEE Trans,1988,ASSP-36(10):1553-1560.
  • 8[10]LI J,et al.Maximum likelihood angle estimation for signals with known waveforms[J].IEEE Trans,1993,SP-41(9):2850-2861.
  • 9[11]LI J,et al.Computationally efficient angle estimation for signals with known waveforms[J].IEEE Trans,1995,SP-43(9):2154-2163.
  • 10[12]ZHAO Y,et al.A new simplified temporal-spatial maximum likelihood algorithm for DOA estimation[A].6th International Conference on SP[C].Beijing:Posts & Telecom Press,2002.174-177.

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