基于傅里叶积分法的高分辨自适应波束形成
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摘要
针对水下航行器小孔径拖曳阵多目标分辨能力有限的问题,提出了基于傅里叶积分法的高分辨自适应波束形成方法。该方法借鉴傅里叶积分法的基本思想,首先对阵列采样协方差矩阵进行Toeplitz平均获得孔径拓展的虚拟阵列,接着对虚拟阵列(即Toeplitz平均后的输出)进行子阵平滑和自适应波束形成,最终获得高分辨多目标测角结果。所提方法既利用了傅里叶积分法的Toeplitz平均处理的噪声抑制能力,又获得了虚拟阵列的孔径拓展效果。通过理论分析和数值仿真证明,所提方法可以在较低信噪比下获得优于传统自适应波束形成的测角性能。
To address the problem of low bearing estimation ability of a uniform linear array towed by an autonomous underwater vehicle(AUV), we propose a high-resolution adaptive beamforming method based on the Fourier integral method(FIM). Borrowing from the basic idea of FIM, the proposed method firstly conduct the Toeplitz averaging on the array sampled covariance matrix to produce the aperture-extended virtual array; then it uses the sub-array smoothing across the virtual array, and subsequently conduct the adaptive beamforming to output the bearing estimation result. We show that the proposed method makes use of the noise suppression ability of the Toeplitz averaging in typical FIM, and also obtains the extended aperture of the virtual array. Numerical simulations demonstrate the effectiveness of the proposed method.
引文
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