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Phaseless Measurements Over Nonrectangular Planar Near-Field Systems Without Probe Corotation

机译:无探头共旋转的非矩形平面近场系统的无相测量

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The need for acquiring the near-field phase with a high precision has imposed a stringent condition for measuring the antennas pattern at high frequencies in indoor facilities. The phaseless near-field techniques are introduced to overcome the necessity of operating with costly high frequency vector instruments. Many algorithms are proposed by the researchers and among them the Iterative Fourier technique is proved a viable solution for planar near-field systems. This paper discusses a difficulty in implementing this technique in nonrectangular facilities, such as plane-polar and bipolar, and introduces an iterative algorithm to alleviate it. The measurement of the co and cross-polarized field necessitates the corotation of the probe with the antenna under test to maintain the polarization, for all the nonrectangular planar systems. The corotation increases the hardware complexity of these measurement systems. Therefore the proposed algorithm which alleviates the probe corotation can significantly simplify the hardware involved. The convergence and stability of the proposed algorithm is studied and it is shown how one can control them. The developed algorithm is implemented using simulated near-field for two different types of antennas. The applicability of this algorithm is also assessed by employing a bipolar phaseless near-field measurement.
机译:对高精度获取近场相位的需求为在室内设备中以高频测量天线方向图提出了严格的条件。引入无相近场技术是为了克服使用昂贵的高频矢量仪器进行操作的必要性。研究人员提出了许多算法,其中迭代傅里叶技术被证明是平面近场系统的可行解决方案。本文讨论了在非矩形设施(如平面极性和双极性)中实施此技术的困难,并介绍了一种迭代算法来缓解这种情况。对于所有非矩形平面系统,共极化场和交叉极化场的测量需要使探针与被测天线共同旋转以保持极化。旋转增加了这些测量系统的硬件复杂性。因此,所提出的减轻探针旋转的算法可以显着简化所涉及的硬件。研究了该算法的收敛性和稳定性,并说明了如何控制它们。针对两种不同类型的天线,使用模拟近场实现了开发的算法。该算法的适用性也通过采用双极无相近场测量来评估。

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