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PHASE CENTER STABILITY OF PLANAR SPIRAL ANTENNAS

机译:平面螺旋天线的相中心稳定性

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Planar spiral antennas are excellent prime-focus reflector feeds for certain applications due in part to the frequency stability of their beamwidth, phase center, and axial ratio. Phase center is a particularly important parameter, but one that is often neglected in the available literature on spiral antennas. In the 1960s and 1970s various studies of spiral antenna phase center were reported, but these studies were often narrow in scope. For instance, the numerical models often neglected any possible contribution from the arm termination or cavity backing, and measurements relied on limited information from principal-plane cuts. Today, commercial numerical antenna analysis tools allow the consideration of additional effects in the model, as well as the output of dense pattern data. This pattern data can be used to gain an improved understanding of phase center. This work studies the effects that field-of-view, mode of excitation, number of arms, arm termination, and reflective cavity backing have on the phase center and its associated error of the planar spiral antenna. An algorithm that calculates a unique three-dimensional phase center position is discussed and used to account for possible modeformer amplitude and phase imperfections.
机译:平面螺旋天线在某些应用中是出色的主焦点反射器馈源,部分原因是其波束宽度,相位中心和轴向比率的频率稳定性。相位中心是一个特别重要的参数,但是在螺旋天线的现有文献中经常忽略这一点。在1960年代和1970年代,已经报道了各种关于螺旋天线相位中心的研究,但是这些研究的范围通常很狭窄。例如,数值模型通常忽略了臂端接或腔背的任何可能贡献,而测量则依赖于主平面切割的有限信息。如今,商用数字天线分析工具允许考虑模型中的其他影响以及密集模式数据的输出。该模式数据可用于更好地理解相位中心。这项工作研究了视场,激发模式,臂数,臂端接和反射腔背衬对平面螺旋天线的相位中心及其相关误差的影响。讨论了一种计算唯一的三维相位中心位置的算法,该算法用于解决可能的模态振幅和相位缺陷。

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