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Ultra-wideband direction-of-arrival considerations for antenna arrays in the presence of mutual coupling

机译:存在相互耦合时天线阵列的超宽带到达方向注意事项

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This paper discusses the theoretical considerations for direction-of-arrival (DOA) estimation using antenna arrays in the presence of mutual coupling. In arrays, the relative proximity of antenna elements results in some manner of near-field mutual coupling that can negatively impact the array performance. In particular, mutual coupling can degrade the quality of DOA estimations and reduce the ability of the array to perform high-quality correlation processing and direction finding. The expected variance of an array performing DOA estimation is inversely related to the Fisher information matrix of the system. Theoretical radiated fields of a linear antenna array were compared to more realistic behavior of the equivalent architectures produced in electromagnetics simulation software. The mutual coupling between all the elements in an array can be a difficult phenomenon to precisely define, as it is an iterative process with many higher-order effects. To circumvent this, a mutual coupling matrix is defined as the relation between the theoretical radiation characteristic of an array and its simulated counterpart. An inverse solution method was used to solve for the mutual coupling interactions. The expected impact of mutual coupling in a DOA estimation context was then mathematically established by propagating the mutual coupling matrix through calculation of the Fisher information matrix and compared to the case of no mutual coupling. It was found that taking mutual coupling into consideration yields a higher Cramer-Rao Lower Bound and as a result a greater RMS angle error in a DOA estimation context. Mutual coupling was also found to have a somewhat greater impact on the Cramer-Rao Bound at S-band than at X-band.
机译:本文讨论了在存在互耦的情况下使用天线阵列的到达方向(DOA)估计的理论考虑。在阵列中,天线元件的相对接近度会导致某种形式的近场互耦,从而对阵列性能产生负面影响。特别是,相互耦合会降低DOA估计的质量,并降低阵列执行高质量相关处理和方向查找的能力。执行DOA估计的数组的预期方差与系统的Fisher信息矩阵成反比。将线性天线阵列的理论辐射场与电磁仿真软件中产生的等效架构的更现实的行为进行了比较。数组中所有元素之间的相互耦合是很难精确定义的现象,因为这是一个具有许多高阶效应的迭代过程。为了避免这种情况,将相互耦合矩阵定义为阵列的理论辐射特性与其模拟对应物之间的关系。使用逆解方法来解决相互耦合的相互作用。然后,通过计算Fisher信息矩阵传播互耦合矩阵,并在数学上确定DOA估计上下文中互耦合的预期影响,并与无互耦合的情况进行比较。已经发现,考虑相互耦合会产生较高的Cramer-Rao下界,因此在DOA估计上下文中会产生较大的RMS角度误差。还发现互耦合对S波段的Cramer-Rao束缚的影响比对X波段的影响更大。

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