4.7 Article

Sidelobe Reductions in Linear Array Antennas Using Electronically Displaced Phase Center Antenna Technique

期刊

IEEE TRANSACTIONS ON ANTENNAS AND PROPAGATION
卷 70, 期 6, 页码 4369-4378

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TAP.2021.3138499

关键词

Phased arrays; Linear antenna arrays; Antenna radiation patterns; Adaptive arrays; Patch antennas; Aperture antennas; Radar antennas; Aperiodic array; electronically displaced phase center antenna (E-DPCA); phased arrays; sidelobe level (SLL)

资金

  1. National Science Foundation (NSF) CAREER Award [ECCS-1653915]
  2. Alabama EPSCoR Graduate Research Scholars Program [15]

向作者/读者索取更多资源

A novel approach using the electronically displaced phase center antenna (E-DPCA) technique is presented for sidelobe reduction in uniformly-excited, equally-spaced linear arrays. The proposed technique electronically tapers the element spacing of physically periodic arrays by displacing the phase center location, resulting in reduced sidelobe and minor lobe levels. This technique not only provides comparable sidelobe reductions compared to existing synthesis techniques, but also allows for adaptively changing the array configuration to generate desired patterns.
A novel approach to sidelobe reduction in uniformly-excited, equally-spaced linear arrays using the electronically displaced phase center antenna (E-DPCA) technique is presented for the first time. Antenna elements with the E-DPCA capability are employed in nine- and 21-element linear array antennas for the proof of concept. The element spacing of these physically periodic arrays is electronically tapered by displacing the phase center location, and thus the relative coordinates, of the base elements to reduce the sidelobe and minor lobe levels. Compared to the pre-existing synthesis techniques, the proposed technique provides not only comparable sidelobe reductions but also an additional capability of adaptively changing the array configuration to generate desired patterns without any physical means, while maintaining the same overall array length.

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