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3D reconstruction of cracks propagation in mechanical workpieces analyzing non-stationary acoustic mixtures

机译:分析非平稳声学混合物的机械工件中裂纹扩展的3D重建

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摘要

Cracks are one of the main causes of solid bodies weakening and are a hidden threat for mechanical systems. Acoustic emission is an indicator of cracks initiation and propagation and is widely exploited for the localization of cracks in non- or weakly-transparent environments. The present study enriches the functionality of multiple existing algorithms in crack localization using acoustics. The novelty is in the reconstruction of the complex geometry of the crack path and tracking its propagation in time, whereas existing methods focus only on the localization of the crack without any information about its geometry. The algorithm uses sparse acoustic signal representations as relative energies of the narrow frequency bands, extracted with the M-band wavelet transform. Non-linear independent component analysis is applied to de-mix the recorded acoustic signals into a number of separate acoustic patterns. Furthermore, a triangulation, using the time delay arrivals, is applied for each of such patterns separately, thus extracting multiple individual emittance sources. The algorithm was tested using synthetic data that replayed various scenarios of crack propagation together with different detector arrays configurations and its behavior was analyzed. Additional verification with real-time data was carried out by analyzing signals from crack propagation in glass along a known programmed path. The acoustic data was recorded with four fiber Bragg gratings. In both cases, the algorithmic framework showed a high efficiency in recovering the geometrical configuration of the crack. (C) 2018 Elsevier Ltd. All rights reserved.
机译:裂纹是固体减弱的主要原因之一,并且是机械系统的潜在威胁。声发射是裂纹萌生和扩展的指标,被广泛用于非透明或弱透明环境中的裂纹定位。本研究丰富了使用声学在裂纹定位中多种现有算法的功能。新颖之处在于重建裂纹路径的复杂几何形状并及时跟踪其传播,而现有方法仅专注于裂纹的定位,而没有关于其几何形状的任何信息。该算法使用稀疏声信号表示作为窄频带的相对能量,并通过M波段小波变换提取。应用非线性独立分量分析以将记录的声音信号解混为多个单独的声音模式。此外,使用时间延迟到达的三角测量被分别应用于每个这样的模式,从而提取多个单独的发射源。使用合成数据测试了该算法,该数据重现了裂纹扩展的各种情况以及不同的检测器阵列配置,并分析了其行为。通过分析沿已知程序路径在玻璃中的裂纹扩展产生的信号,可以进行实时数据的附加验证。用四个光纤布拉格光栅记录声学数据。在这两种情况下,算法框架在恢复裂纹的几何构型方面均显示出很高的效率。 (C)2018 Elsevier Ltd.保留所有权利。

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