Compressive Sensing and Deep Learning Enhanced Imaging Algorithm for Sparse Guided Wave Array

Xiaocen Wang, Min Lin, Jian Li, Dingpeng Wang, Yang Liu
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Abstract

Aiming at the problem of image quality reduction caused by sparse array in guided wave detection, an enhanced algorithm based on improved compressive sensing and deep learning is proposed in this paper so as to realize high-quality imaging with a small number of sensors. The enhancement algorithm consists of two parts: the sparse guided wavefield is up-sampled by the improved compressed sensing, and then the up-sampled guided wavefield is input into U-net for further recovery. After compressive sensing and deep learning enhancement, the recovered wavefield is close to the dense wavefield. Simulation is carried out and the results verify the feasibility of the method. In training and validation, the losses evaluated by mean square error (MSE) are 1.62 × 10-4 and 2.18 × 10-5 for 32 sensors and 1.65 × 10-4 and 3.44 × 10-5 for 16 sensors. Imaging performance is also verified by Pearson’s coefficient. The Pearson’s coefficient is improved from 0.9218 to 0.9517 with 32 sensors, and improved from 0.8896 to 0.9487 with 16 sensors.
稀疏导波阵列压缩感知与深度学习增强成像算法
针对导波检测中稀疏阵列导致图像质量下降的问题,本文提出了一种基于改进压缩感知和深度学习的增强算法,以实现少量传感器的高质量成像。该增强算法由两部分组成:通过改进的压缩感知对稀疏导波场进行上采样,然后将上采样的导波场输入U-net进行进一步恢复。经过压缩感知和深度学习增强后,恢复的波场接近于密集波场。仿真结果验证了该方法的可行性。在训练和验证中,32个传感器的均方误差(MSE)损失分别为1.62 × 10-4和2.18 × 10-5, 16个传感器的损失分别为1.65 × 10-4和3.44 × 10-5。成像性能也通过皮尔逊系数来验证。32个传感器的Pearson系数从0.9218提高到0.9517,16个传感器的Pearson系数从0.8896提高到0.9487。
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