高阶与一阶探针校正技术在实验球形NF天线测量中的应用

L. Foged, F. Saccardi, A. Giacomini
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引用次数: 4

摘要

球面近场(SNF)测量中的探头校正(PC)通常涉及所谓的一阶PC算法[1]-[3],该算法假设探头具有有限的|μ|=1球面波谱。开发具有这种要求的探头通常需要付出大量的努力[4]-[5],但它们的设计在许多情况下非常具有挑战性,特别是对于宽带应用。为了减少对探头选择的限制,最近提出了不同的全探头校正技术[6]-[9]。本文以一阶探头和具有较高模态含量的标准增益天线测量宽带喇叭的信噪比为例,研究了一阶和高阶PC算法的精度和局限性。这里考虑的完整PC算法是基于球面基函数的修改,考虑到探针的影响,对其进行了适当的阐述。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Higher order versus first order Probe Correction techniques applied to experimental spherical NF antenna measurements
Probe Correction (PC) in Spherical Near Field (SNF) measurements is typically performed involving the so called first order PC algorithm [1]-[3] which assumes probes with limited |μ|=1 spherical wave spectrum. Lot of effort is typically put in the developments of probes with such requirement [4]-[5] but their design is in many case very challenging especially for wide-band applications. In order to have less restrictions in the selection of the probe, different full probe correction techniques have been recently proposed [6]-[9]. In this paper the accuracy and limitation of the first and higher order PC algorithms are investigated considering the SNF measurement of a wideband horn measured with a first order probe and with a standard gain antenna with higher modal content. The full PC algorithm here considered is based on the modification of the spherical basis functions that are properly elaborated taking into account the effect of the probe.
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