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Multi-Frequency Co-Prime Arrays for High-Resolution Direction-of-Arrival Estimation

机译:用于高分辨率到达方向估计的多频共素阵列

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This paper presents multi-frequency operation for increasing the number of resolvable sources in high-resolution direction-of-arrival (DOA) estimation using co-prime arrays. A single-frequency operation requires complicated and involved matrix completion to utilize the full extent of the degrees of freedom (DOFs) offered by the co-prime configuration. This processing complexity is attributed to the missing elements in the corresponding difference coarray. Alternate single-frequency schemes avoid such complexity by utilizing only the filled part of the coarray and, thus, cannot exploit all of the DOFs for DOA estimation. We utilize multiple frequencies to fill the missing coarray elements, thereby enabling the co-prime array to effectively utilize all of the offered DOFs. The sources are assumed to have a sufficient bandwidth to cover all the required operational frequencies. We consider both cases of sources with proportional and nonproportional power spectra at the employed frequencies. The former permits the use of multi-frequency measurements at the co-prime array to construct a virtual covariance matrix corresponding to a filled uniformly spaced coarray at a single frequency. This virtual covariance matrix can be employed for DOA estimation. The nonproportionality of the source spectra casts a more challenging situation, as it is not amenable to producing the same effect as that of an equivalent single-frequency filled coarray. Performance evaluation of the multi-frequency approach based on computer simulations is provided under both cases of proportional and nonproportional source spectra.
机译:本文提出了使用共质数阵列在高分辨率到达方向(DOA)估计中增加可分辨源数量的多频操作。单频操作需要复杂且复杂的矩阵完成,才能利用由互质配置提供的全部自由度(DOF)。这种处理复杂性归因于相应差异协数组中缺少的元素。替代的单频方案通过仅利用共阵列的填充部分来避免这种复杂性,因此无法利用所有DOF进行DOA估计。我们利用多个频率来填充缺失的共数组元素,从而使共质数数组能够有效地利用所有提供的自由度。假设信源具有足够的带宽以覆盖所有所需的工作频率。我们考虑在所采用的频率下具有比例和非比例功率谱的两种情况。前者允许在互质数阵列上使用多频率测量值,以构造一个虚拟协方差矩阵,该矩阵与在单个频率下填充的均匀间隔的协数组相对应。该虚拟协方差矩阵可以用于DOA估计。源光谱的非比例性带来了更具挑战性的局面,因为它不能够产生与等效单频填充共阵列相同的效果。在比例和非比例光源谱下都提供了基于计算机仿真的多频方法性能评估。

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