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Bearing Estimation Based on Orthogonal Projections Technique with a Horizontal Linear Array in Shallow Water

机译:基于正交投影技术的横水水平线性阵列轴承估计

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A new signal-subspace high-resolution bearing estimation method based on the orthogonal projections technique is proposed in this paper. Firstly, the received data are calculated step by step to form a set of basis vectors for the signal-subspace, utilizing an orthogonal projections algorithm that does not construct and eigen-decompose the covariance matrix. This procedure retains a linear complexity in computation and guarantees maximum signal energy in the spanned signal-subspace. Then the algorithm exploits the singular value decomposition of the matrix, comprised of the signal-subspace and the modal subspace that is obtained also from the received data, and the source bearings are estimated by detecting the intersection between the estimated signal-subspace and the modal subspace. The computational complexity of the proposed method is compared to that of the subspace intersection method, and its performance is compared to that of the conventional bearing estimation method, including conventional beamforming (CBF), and minimum variance distortionless response beamforming (MVDR). The performance of the proposed method under different condition such as sensor number, sensor inter-space, received signal-noise ratio (SNR), snapshot number is also investigated. Numerical simulation results in typical shallow water demonstrate the effectiveness of the proposed method.
机译:本文提出了一种基于正交投影技术的新的信号子空间高分辨率轴承估计方法。首先,将接收的数据逐步计算,以形成信号 - 子空间的一组基向量,利用不构造和eigen-分解协方差矩阵的正交投影算法。该过程在计算中保留了线性复杂性,并保证了跨跨信号子空间中的最大信号能量。然后,该算法利用了由信号 - 子空间的矩阵的奇异值分解,并且通过从接收的数据获得的模态子空间,并且通过检测估计信号子空间和模态之间的交叉点来估计源轴承子空间。将所提出的方法的计算复杂性与子空间交叉点方法的计算复杂度进行比较,并且其性能与传统轴承估计方法的性能相比,包括常规波束形成(CBF)和最小方差失真响应波束形成(MVDR)。还研究了在不同条件下的所提出方法的性能,例如传感器编号,传感器间空间,接收的信噪比(SNR),快照号。典型浅水中的数值模拟结果证明了该方法的有效性。

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