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首页> 外文期刊>IEEE Transactions on Signal Processing >FCA-ESPRIT: a closed-form 2-D angle estimation algorithm for filled circular arrays with arbitrary sampling lattices
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FCA-ESPRIT: a closed-form 2-D angle estimation algorithm for filled circular arrays with arbitrary sampling lattices

机译:FCA-ESPRIT:具有任意采样点的填充圆形阵列的封闭形式二维角度估计算法

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This article addresses the simultaneous estimation of the azimuth and elevation angles of multiple co-channel signals incident upon an array of antennas. A new closed-form algorithm that is applicable with filled circular arrays (FCAs) is presented. The algorithm, which is called FCA-ESPRIT, is applicable with any FCA geometry, e.g., FCAs constructed using rectangular, hexagonal, polar, or random sampling lattices. The only constraint imposed on the FCA geometry is that the spacing between adjacent sensors should be half a wavelength or less on average across the entire aperture. The algorithm provides automatically paired azimuth and elevation angle estimates by solving a set of ESPRIT-like equations wherein the unknowns have the form sin(/spl theta//sub i/)e/sup j/spl phi/(i)/ (where /spl theta//sub i/ and /spl phi//sub i/ are the elevation and azimuth angles of the ith source, respectively). The algorithm provides arrival angle estimates via a closed-form procedure-it does not require computationally expensive search or optimization procedures.
机译:本文介绍了同时估计入射在天线阵列上的多个同频道信号的方位角和仰角的问题。提出了一种适用于填充圆数组(FCA)的新的闭式算法。该算法称为FCA-ESPRIT,适用于任何FCA几何形状,例如,使用矩形,六边形,极性或随机采样点阵构造的FCA。施加于FCA几何形状的唯一限制是,相邻传感器之间的间距在整个孔径上平均应为半个波长或更小。该算法通过求解一组类似ESPRIT的方程式来自动提供成对的方位角和仰角估计值,其中未知数的形式为sin(/ spl theta // sub i /)e / sup j / spl phi /(i)/(其中/ spl theta // sub i /和/ spl phi // sub i /分别是第i个源的仰角和方位角)。该算法通过封闭形式的过程提供到达角估计,不需要计算上昂贵的搜索或优化过程。

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