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3-D Short-Range Imaging With Irregular MIMO Arrays Using NUFFT-Based Range Migration Algorithm

机译:3-D使用基于Nufft的范围迁移算法的不规则MIMO阵列3-D短距离成像

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3-D imaging with irregular planar multiple-input-multiple-output (MIMO) arrays is discussed. Due to signal acquisition on irregular spatial sampling grids by using these antenna arrays, the fast Fourier transform (FFT)-based imaging algorithms cannot readily be used for image formation. To avoid the application of computationally intensive coherent summation algorithms such as filtered backprojection or Kirchhoff migration, we propose a nonuniform FFT (NUFFT)-based MIMO Range Migration Algorithm (i.e., NUFFT-based MIMO-RMA) for efficient microwave imaging. The algorithm exploits NUFFT to reconstruct the wavenumber-domain spectra related to each Fourier frequency. It is generic and applicable to 3-D imaging with irregular planar MIMO arrays. The effects of irregular spatial sampling and signal bandwidth on the imaging performance and computational efficiency of the proposed algorithm are analyzed. Finally, some numerical simulations and experimental results are presented to demonstrate the performance of the proposed imaging algorithm.
机译:讨论了使用不规则平面的3-D成像多输入 - 多输出(MIMO)阵列。由于通过使用这些天线阵列对不规则空间采样网格的信号采集,基于傅里叶变换(FFT)的成像算法不能容易地用于图像形成。为避免应用滤波反冲或柯克霍夫迁移等计算密集的相干求和算法,我们提出了一种基于非均匀的FFT(NUFFT)的MIMO范围迁移算法(即,基于NUFFT的MIMO-RMA),用于高效微波成像。该算法利用Nufft重建与每个傅里叶频率相关的波数域光谱。它是通用的,适用于3-D与不规则平面MIMO阵列的成像。分析了不规则空间采样和信号带宽对所提出算法的成像性能和计算效率的影响。最后,提出了一些数值模拟和实验结果来证明所提出的成像算法的性能。

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