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首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part C. Journal of mechanical engineering science >Multi-scale fractal dimension based on morphological covering for gear fault diagnosis
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Multi-scale fractal dimension based on morphological covering for gear fault diagnosis

机译:基于形态覆盖的多尺度分形维数在齿轮故障诊断中的应用

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摘要

Fractal dimension (FD) is one of the most utilized parameters for characterizing and discriminating vibration signals in gear fault detection. However, most of the natural signals are not critical self-similar fractals; the assumption of a constant FD at all scales may not be appropriate. Motivated by this fact, this article explores the capacity of the multi-scale fractal dimension (MFD) to represent the complexity of vibration signals for gear fault diagnosis. We select the morphological covering method to calculate the MFD. Vibration signals measured from a gear test rig with five states are employed to evaluate the effectiveness of the presented method. Experimental results reveal that the vibration signals acquired from gear with five states demonstrate different fractal structures when the visualization scales are changed. The MFD can provide more information about the signals and yield a higher classification rate than the FD and traditional statistical parameters. It is very reasonable to apply the MFD to vibration signal analysis for improving the performance of the gear fault diagnosis.
机译:分形维数(FD)是在齿轮故障检测中表征和区分振动信号的最常用参数之一。但是,大多数自然信号都不是关键的自相似分形。在所有尺度上都假设恒定的FD可能不合适。受这一事实的启发,本文探索了多尺度分形维数(MFD)的能力来表示用于齿轮故障诊断的振动信号的复杂性。我们选择形态学覆盖方法来计算MFD。从具有五个状态的齿轮试验台测得的振动信号用于评估所提出方法的有效性。实验结果表明,当可视化比例改变时,从五种状态的齿轮获取的振动信号显示出不同的分形结构。 MFD可以提供有关信号的更多信息,并且比FD和传统统计参数产生更高的分类率。将MFD应用于振动信号分析以提高齿轮故障诊断的性能是非常合理的。

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