首页> 外文会议>Progress in electromagnetics research symposium >Compressive Sensing-Based Two-Dimensional Diffraction Tomographic Algorithm for Through-the-Wall Radar Imaging
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Compressive Sensing-Based Two-Dimensional Diffraction Tomographic Algorithm for Through-the-Wall Radar Imaging

机译:基于压缩传感的二维衍射层析成像算法在整个雷达成像中的应用

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Diffraction tomographic (DT) algorithm utilizes the Fast Fourier transform to achieve through-the-wall radar (TWR) imaging reconstruction and is suitable for real-time processing. High-resolution TWR imaging obtained by DT algorithm requires the wide signal bandwidth and large antenna array aperture, which makes the processing of the huge amount of measurement data very challenging. To solve the aforementioned algorithm, a compressive sensing (CS) based two-dimensional diffraction tomographic (DT) algorithm for TWR imaging is proposed in this paper. By exploiting the sparsity property of the echoes of concealed targets, the proposed imaging algorithm allows the random frequency sampling at each measurement position and recovers the missing frequency data through sparse reconstruction technique. Numerical simulation results have shown that the proposed CS-based DT algorithm can dramatically reduce the measured frequency data at each measurement position and provide the advantage in terms of enhancing the measurement speed without the loss of reconstruction quality.
机译:衍射层析成像(DT)算法利用快速傅立叶变换实现穿墙雷达(TWR)成像重建,适用于实时处理。通过DT算法获得的高分辨率TWR成像需要宽信号带宽和大天线阵列孔径,这使得处理大量测量数据非常具有挑战性。为了解决上述算法,提出了一种基于压缩感知(CS)的TWR成像二维衍射层析成像(DT)算法。通过利用隐蔽目标回波的稀疏性,提出的成像算法允许在每个测量位置进行随机频率采样,并通过稀疏重建技术来恢复丢失的频率数据。数值仿真结果表明,所提出的基于CS的DT算法可以显着减少每个测量位置处的测量频率数据,并在不降低重建质量的前提下,在提高测量速度方面具有优势。

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