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首页> 外文期刊>IEEE transactions on circuits and systems. II, Express briefs >Fast Direction-of-Arrival Estimation via Coarray Interpolation Based on Truncated Nuclear Norm Regularization
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Fast Direction-of-Arrival Estimation via Coarray Interpolation Based on Truncated Nuclear Norm Regularization

机译:基于截断核规范化的Coarray插值,快速到达方向估算

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摘要

Non-uniform linear arrays have the ability to provide higher degrees of freedom (DOF) than conventional uniform linear arrays (ULAs) by making use of their virtual coarray. However, some non-uniform arrays such as coprime arrays have holes in their virtual array. In order to utilize the full DOF of such arrays, coarray interpolation is performed. Current interpolation techniques are mostly based on nuclear norm minimization of the coarray covariance matrix. However, these interpolation techniques are computationally inefficient, especially for larger matrices. In this brief, we propose a coarray interpolation method based on truncated nuclear norm minimization. This method approximates the rank of the matrix better and is computationally much more efficient as it uses a weighted iterative approach to interpolate a matrix. In numerical simulation, we perform direction of arrival (DOA) estimation using the proposed method and demonstrate its effectiveness both in terms of computation time and accuracy.
机译:非均匀的线性阵列具有通过使用虚拟勾勒来提供比传统的均匀线性阵列(ULAS)提供更高程度的自由度(DOF)。然而,一些非统一阵列(例如Coprime阵列)在其虚拟阵列中具有孔。为了利用这种阵列的完整DOF,执行勾勒族插值。目前的插值技术主要基于缔约方协方差矩阵的核规范最小化。然而,这些插值技术是计算效率低的,特别是对于较大的矩阵。在此简介中,我们提出了一种基于截短的核规范最小化的偶联插值方法。该方法更好地近似于矩阵的等级,并且计算地更有效,因为它使用加权迭代方法来插入矩阵。在数值模拟中,我们使用所提出的方法执行到达方向(DOA)估计,并在计算时间和准确性方面展示其有效性。

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