LRPS-GCN: A millimeter wave sparse imaging algorithm based on graph signal

IF 1.4 4区 管理学 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC Iet Radar Sonar and Navigation Pub Date : 2024-06-26 DOI:10.1049/rsn2.12602
Li Che, Yongman Wu, Liubing Jiang, Yujie Mu
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Abstract

Aiming at the problems of slow speed and poor accuracy of traditional millimeter wave sparse imaging, a sparse imaging algorithm based on graph convolution model is proposed from the perspective of sparse signal recovery. The graph signal model is constructed by combining the low-rank and piecewise smoothing(LRPS) regular terms, based on which the proximal operator is replaced by the denoising graph convolution network, and the graph convolution sparse reconstruction network LRPS-GCN is constructed, and the recovered target image is obtained by iterating with the optimal non-linear sparse variation. For the proposed algorithm, simulation experiments are carried out using synthetic datasets under different target densities, iteration times and noise environments, and compared with the traditional graph signal reconstruction algorithm and the deep compressed sensing reconstruction algorithm, and then use the measured data with varying degrees of sparsity to validate. The experimental results show that the reconstructed images by this algorithm have better performance in terms of normalised mean square error, target to background ratio, reconstruction time and memory usage.

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LRPS-GCN:基于图信号的毫米波稀疏成像算法
针对传统毫米波稀疏成像速度慢、精度低的问题,从稀疏信号恢复的角度出发,提出了一种基于图卷积模型的稀疏成像算法。结合低秩和分片平滑(LRPS)正则项构建图信号模型,在此基础上用去噪图卷积网络代替近算子,构建图卷积稀疏重建网络 LRPS-GCN,并通过迭代得到最优的非线性稀疏变化恢复目标图像。针对提出的算法,在不同的目标密度、迭代次数和噪声环境下,利用合成数据集进行仿真实验,并与传统的图信号重建算法和深度压缩传感重建算法进行比较,然后利用不同稀疏程度的实测数据进行验证。实验结果表明,该算法重建的图像在归一化均方误差、目标与背景比、重建时间和内存占用等方面都有更好的表现。
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来源期刊
Iet Radar Sonar and Navigation
Iet Radar Sonar and Navigation 工程技术-电信学
CiteScore
4.10
自引率
11.80%
发文量
137
审稿时长
3.4 months
期刊介绍: IET Radar, Sonar & Navigation covers the theory and practice of systems and signals for radar, sonar, radiolocation, navigation, and surveillance purposes, in aerospace and terrestrial applications. Examples include advances in waveform design, clutter and detection, electronic warfare, adaptive array and superresolution methods, tracking algorithms, synthetic aperture, and target recognition techniques.
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