Kim Howuk, Yuan Fuh-Gwo
Department of Mechanical and Aerospace Engineering, North Carolina State University, Raleigh, NC, USA.
Department of Mechanical and Aerospace Engineering, North Carolina State University, Raleigh, NC, USA.
Ultrasonics. 2020 Apr;103:106087. doi: 10.1016/j.ultras.2020.106087. Epub 2020 Jan 31.
This paper aims to develop a method for high-resolution damage imaging for a sparsely distributed sensor network on a plate-like structure. Techniques for dispersion removal and signal decomposition are indispensable to accurate damage localization. By combining the dispersion-removed wave packets with the damage-imaging algorithm, a point-like damage can be precisely localized. In this article, a matching pursuit algorithm was utilized to decompose overlapping wave packets and then recompress the dispersion. The matching pursuit dictionary was constructed based on an asymptotic solution of the dispersion relation for Lamb waves in toneburst wave packets. The dispersion-based Hanning-window dictionary provided the parametric information for the extracted wave packets, such as propagation time-delay, dispersion extent, and phase. The parameters were leveraged for the dispersion-removal algorithm. Results of the simulation indicate that the proposed algorithm is capable of recompressing multiple dispersive wave packets with the different modes. Finally, the proposed approach was validated by the results of the experiment using a sparse array of piezoelectric wafers on an aluminum plate. Extracting the parameters of individual wave packets and removing the dispersion through matching pursuit, the algorithm for minimum-variance imaging produced a high-quality image with a fine spatial resolution. The image artifacts were significantly suppressed, and the accuracy was improved by 62.1% compared to conventional minimum-variance imaging.
本文旨在为板状结构上的稀疏分布式传感器网络开发一种高分辨率损伤成像方法。色散去除和信号分解技术对于准确的损伤定位必不可少。通过将去除色散的波包与损伤成像算法相结合,可以精确地定位点状损伤。在本文中,利用匹配追踪算法分解重叠波包,然后重新压缩色散。基于单频脉冲波包中兰姆波色散关系的渐近解构建匹配追踪字典。基于色散的汉宁窗字典为提取的波包提供了参数信息,如传播时延、色散程度和相位。这些参数被用于色散去除算法。仿真结果表明,所提出的算法能够重新压缩具有不同模式的多个色散波包。最后,通过在铝板上使用稀疏阵列压电晶片的实验结果验证了所提出的方法。通过匹配追踪提取单个波包的参数并去除色散,最小方差成像算法产生了具有精细空间分辨率的高质量图像。图像伪影得到了显著抑制,与传统最小方差成像相比,精度提高了62.1%。