可重构孔径天线波束成形性能与复杂性的研究

R. Mehmood, J. Wallace
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引用次数: 8

摘要

可重构孔径(RECAP)天线由限制在一个孔径内的可重构单元的规则阵列组成,代表了可重构天线概念的一种推广。recap具有支持波束形成、零导向、干扰抑制、自适应匹配以及单孔径频率和带宽敏捷性等操作的潜力。虽然理论上非常复杂的RECAP结构的性能仅受孔径物理范围的限制,但由于损耗增加、偏倚困难和系统成本,高复杂性是不切实际的。这项工作回顾了RECAP天线的概念,并着重于在实际的RECAP结构中有限复杂性所施加的性能界限的作用。这项初步的努力研究了从两种理想RECAP结构的详细模拟中观察到的波束形成性能的经验边界:(i) 5×5寄生偶极子阵列,以及(ii) 8×8反应连接斑块的平面构型。确定了有限复杂性的性能界限,指示每个波长的元素数量和每个可重构元素的状态,这些都是捕获大部分可用性能所需的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Exploring beamforming performance versus complexity in reconfigurable aperture antennas
Reconfigurable aperture (RECAP) antennas consist of a regular array of reconfigurable elements confined to an aperture, representing a generalization of the reconfigurable antenna concept. RECAPs have the potential of supporting operations like beamforming, null steering, interference suppression, adaptive matching, and frequency and bandwidth agility in a single aperture. Although very complex RECAP structures theoretically have performance that is only limited by the physical extent of the aperture, high complexity is impractical due to increased loss, biasing difficulties, and system cost. This work reviews the RECAP antenna concept and focuses on the role of performance bounds imposed by limited complexity in practical RECAP structures. This initial effort studies empirical bounds on beamforming performance observed from detailed simulation of two idealized RECAP structures: (i) a 5×5 parasitic dipole array, and (ii) a 8×8 planar configuration of reactively connected patches. Performance bounds for limited complexity are identified, indicating the number of elements per wavelength and the states per reconfigurable element that are needed to capture most of the available performance.
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