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首页> 外文期刊>AEU: Archiv fur Elektronik und Ubertragungstechnik: Electronic and Communication >Wideband two dimensional interferometric direction finding algorithm using base-triangles and a proposed minimum planar array
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Wideband two dimensional interferometric direction finding algorithm using base-triangles and a proposed minimum planar array

机译:宽带二维干涉测量方向使用基座三角形和提出的最小平面阵列找到算法

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摘要

In wideband interferometric direction finding ambiguity is inevitable due to practical antenna array dimensions. A new algorithm for wideband interferometer direction finding is developed to resolve the ambiguity problem with minimum number of antennas. The method is based on direction finding by three antennas arranged at the three vertices of a triangle named the base-triangle. A two dimensional matrix of ambiguous angles is generated. The ambiguity problem is resolved by an auxiliary base-triangle formed by a fourth antenna in the arrangement. The common angle between the two ambiguous directions derived from the two base-triangles, is the desired angle. As such a four antenna array is optimized with the proposed algorithm to minimize the direction finding error through the 6-18 GHz frequency band for different signal to noise ratios and in the presence of channel phase tracking error. The array performance is evaluated through Monte-Carlo simulations for a coverage of 45 azimuth and 45 elevation and a polynomial expression is fitted to the evaluated Root Mean Square errors. Finally, a comparison is made between the proposed method and various correlative interferometer methods. The method has an accuracy better or equal to the cosine function correlative interferometer with much less computation time. (C) 2019 Published by Elsevier GmbH.
机译:由于实际天线阵列尺寸,在宽带干涉方向上发现模糊是不可避免的。开发了一种新的宽带干涉仪方向查找算法来解决最小天线数的模糊问题。该方法基于由布置在名为基本三角形的三角形的三个顶点的三个天线的方向。产生两维模糊角度的矩阵。模糊问题由布置中的第四天线形成的辅助基础三角形解析。从两个基三角形衍生的两个模糊方向之间的共同角度是所需的角度。由于这种四个天线阵列用所提出的算法进行了优化,以最小化通过6-18GHz频带的方向发现误差,以针对不同的信号到噪声比和在信道相位跟踪误差的存在中。通过Monte-Carlo模拟来评估阵列性能,用于45间隔四字距和45升高,并且将多项式表达装配到评估的根均方误差。最后,在所提出的方法和各种相关干涉仪方法之间进行比较。该方法具有更好或等于余弦函数相关干涉仪的精度,计算时间较少。 (c)2019年由elestvier GmbH发布。

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