信号源重构作为先进天线测量中的诊断工具

J. Quijano, G. Vecchi, M. Sabbadini, L. Scialacqua, B. Bencivenga, F. Saccardi, L. Foged
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引用次数: 1

摘要

近年来,利用实测数据重建天线辐射的极近场问题已成为研究热点。基于积分方程离散化的逆源或等效电流/源方法(EQC)在天线设计和诊断中有着广泛的应用前景,引起了人们的广泛关注。积分方程方法是对平面波或球波展开等较为成熟的工具的补充。以较重的计算负担为代价,该方法提供了更大的通用性和灵活性,因为它允许在包围被测天线(AUT)的任何任意三维表面上重建源。在[8]中,提出了一个统一的EQC公式,其中利用等效定理确定了完全表示重构面上场的等效电、磁源集合。这允许从测量的现场数据重建极近场。新的EQC配方的空间滤波特性在[9]-[10]中被报道,该方法被证明可以有效地消除来自不需要的源的辐射贡献,如电缆和支撑结构的散射。在这项工作中,我们研究了EQC方法作为诊断工具在不同天线的实际测量情况下的应用,最近在文献[11]-[12]中报道。还报告了在实际测量情况下可获得的详细程度的调查
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Source reconstruction as a diagnostics tool in advanced antenna measurements
Recently, a growing research effort has been aimed at the problem of reconstructing the extreme near field radiated by the antenna from measured field data. Inverse source or the equivalent current/source method (EQC) based on discretization of integral equations has attracted considerable attention due to a host of promising applications in antenna design and diagnostics [1]–[8]. The integral equation approach constitutes a complement to more established tools such as plane-wave or spherical-wave expansion. At the expense of heavier computational burden this method offers a greater generality and flexibility since it allows reconstructing sources on any arbitrary 3-D surfaces enclosing the antenna under test (AUT). In [8] a unified EQC formulation was presented, in which the Equivalence Theorem is used to determine the set of equivalent electric and magnetic sources fully representing the fields on the reconstruction surface. This allows the extreme near field to be reconstructed from measured field data. The spatial filtering properties of the new EQC formulation was reported in [9]-[10] in which the method was shown to be efficient at eliminating radiation contributions from unwanted sources such as scattering from cables and support structures. In this work we examine the application of the EQC method as a diagnostics tool in practical measurement situations on different antennas recently reported in the literature [11]-[12]. An investigation of the level of details obtainable in practical measurement situations is also reported
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