Interpolation or coupling matrices in the calibration of antenna arrays

S. Henault, Y. Antar
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引用次数: 3

Abstract

Various approaches are available for correcting errors in antenna arrays through calibration. In this context, the concept of coupling matrices is a popular approach since it allows the prediction of the array port voltages for an arbitrary excitation and, for some array geometries, the estimation of the incident electromagnetic fields through the inversion of the matrices. Another popular approach consists in measuring the array port voltages for signals arriving from a set of incident angles, and interpolating between the data points to predict the voltages for intervening angles. Unfortunately, it is not possible to estimate the incident electromagnetic fields using this approach, but in many applications this is not required. Currently, the advantages of coupling matrices over interpolation in these applications are unclear. This paper compares the accuracy of array calibration performed using coupling matrices and interpolation in typical applications and array geometries, and determines the conditions where one approach should be preferred over the other.
天线阵列校准中的插值或耦合矩阵
校正天线阵误差的方法有很多种。在这种情况下,耦合矩阵的概念是一种流行的方法,因为它允许在任意激励下预测阵列端口电压,并且对于某些阵列几何形状,通过矩阵的反演来估计入射电磁场。另一种流行的方法是测量从一组入射角到达的信号的阵列端口电压,并在数据点之间进行插值以预测介入角的电压。不幸的是,使用这种方法无法估计入射电磁场,但在许多应用中这是不需要的。目前,在这些应用中,耦合矩阵相对于插值的优势尚不清楚。本文比较了在典型应用和阵列几何形状中使用耦合矩阵和插值进行阵列校准的精度,并确定了一种方法优于另一种方法的条件。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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