数字波束形成器精确逆问题的求解

K. Teramoto
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引用次数: 2

摘要

提出了一种环形全向数字波束形成(DBF)系统,并在该系统中引入了精确逆问题求解算法。由于DBF具有环形结构,因此该算法具有以下优点:(1)无需窗口操作,即可有效地观察到完整的方位数据;(2)通过精确逆解可以得到更窄的光束,即众所周知的(波长)/(孔径大小)极限的1/3;(3)利用波束形成算法的等方位角特性,可实现环形收缩阵列处理器。从理论上论证了DBF系统的概念和性能。实验还表明,该DBF系统一次可形成256束,在300 ms内共检测到65536个点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Exact inverse problem solution in digital beam former
The annular omnidirectional digital beam forming (DBF) system is proposed, into which the exact inverse problem solution algorithm is introduced. Because the DBF has an annular structure, a number of advantages accrue to the algorithm: (1) complete azimuthal data are efficiently observed, without window operations; (2) a much narrower beam that is 1/3 of the well-known limit of (wavelength)/(aperture size) can be obtained by implementation of an exact inverse solution; (3) an annular systolic array processor can be realized owing to the isoazimuthal feature of the beam forming algorithm. The concept and performance of the proposed DBF system are demonstrated theoretically. It is also shown experimentally that this DBF system can form 256 beams at one time, and a total of 65536 points are detected within 300 ms.<>
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CiteScore
1.40
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