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Acoustic emission signal clustering in CFRP laminates using a new feature set based on waveform analysis and information entropy analysis

机译:使用基于波形分析和信息熵分析的新功能集CFRP层压板中的声发射信号聚类

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Acoustic emission (AE) for structural health monitoring of fiber-reinforced polymers (FRP) has been under extensive study in past decades. Many of the available methods rely on using the conventional features of AE signals for clustering. These clusters are then related to a specific failure mechanism based on their behaviors. The conventional AE features are derived from a portion of the signal waveform that passes through a predetermined threshold and is heavily affected by attenuation. Therefore, recent studies on AE are more focused on waveform analysis. A key parameter when analyzing the waveform distribution is the selection of appropriate bin width. This study discusses the choice of an optimum bin width for waveform analysis. This parameter is then shown to be well correlated to the conventional threshold-dependent features of AE signals. The bin width is then used as a time-domain representation of the waveform and is used with the peak frequency for signal clustering. A series of tensile tests are performed on cross-ply and quasi-isotropic open-hole carbon FRP (CFRP) specimens. The results show that AE signal clustering using these features outperform clustering performance using conventional AE features. This approach is shown to divide signals into two clusters; a cluster with matrix dominated signals and a cluster with fiber dominated signals. The information entropy of signals in each cluster is evaluated and compared to the information entropy of noise signals.
机译:用于纤维增强聚合物(FRP)的结构健康监测的声学发射(AE)在过去几十年中受到广泛的研究。许多可用方法依赖于使用AE信号的传统特征来聚类。然后,这些簇与基于其行为的特定故障机制有关。传统的AE特征源自从通过预定阈值的信号波形的一部分导出并且受到衰减的严重影响。因此,最近对AE的研究更专注于波形分析。分析波形分布时的关键参数是选择适当的箱宽度。本研究讨论了波形分析的最佳箱宽的选择。然后示出该参数与AE信号的传统阈值相关特征良好相关。然后将BIN宽度用作波形的时域表示,并且与信号聚类的峰值频率一起使用。一系列拉伸试验是对跨帘布层和准各向同性开孔碳FRP(CFRP)标本进行的。结果表明,使用这些功能的AE信号聚类使用传统的AE特征越优于聚类性能。该方法显示将信号划分为两个簇;具有矩阵主导信号的群集和具有光纤主导信号的群集。评估每个集群中的信号的信息熵,并与噪声信号的信息熵进行比较。

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