基于特征选择确定振动信号小波包分解最优深度的海洋系统可靠性

Randall Wald, T. Khoshgoftaar, J. Sloan
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引用次数: 5

摘要

振动信号是机械状态监测/预测健康监测的重要信息来源,保证了海洋系统的可靠性。由于振动数据是波形,因此必须先将其转换到频域,然后才能用于建立分类和预测模型。一种流行的变换是小波包分解,它是小波变换的一种更高分辨率的变体。对于小波包分解,在构造和使用分解树时,深度是控制最大细节层次和最小化计算时间的重要参数。然而,文献中很少有指导来帮助研究人员选择深度。本文提出了一种基于特征选择的方法来确定小波包分解的最佳深度。首先,使用非常高的深度对数据进行转换,并根据其对预测类别的重要性对所有特征进行排序。然后,选择一个能捕捉最重要特征的深度。最后,使用该深度构建模型。我们表明,根据该过程构建的分类模型几乎保留了使用更深变换构建的模型的所有准确性,同时允许更小的深度和更少的特征。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using Feature Selection to Determine Optimal Depth for Wavelet Packet Decomposition of Vibration Signals for Ocean System Reliability
Vibration signals are an important source of information for machine condition monitoring/prognostic health monitoring to ensure the reliability of ocean systems. Because they are waveforms, vibration data must be transformed into the frequency domain before they can be used to build classification and prediction models. One popular transformation is wavelet packet decomposition, a higher resolution variant of wavelet transformation. For wavelet packet decomposition, depth is an important parameter to control the maximum level of detail while minimizing the computational time when constructing and using the decomposition tree. Little guidance exists in the literature to assist researchers in choosing a depth, however. In this paper, we present a feature selection-based approach to determining the optimum depth for wavelet packet decomposition. First, the data is transformed using a very high depth, and all of the features are ordered based on their importance for predicting the class. Then, a depth which captures the most important features is chosen. Finally, a model is built using that depth. We show that a classification model built according to this procedure retains almost all of the accuracy of models built using a much deeper transform, while allowing for smaller depths and vastly fewer features.
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