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Vibration Sensor-Based Bearing Fault Diagnosis Using Ellipsoid-ARTMAP and Differential Evolution Algorithms

机译:基于椭球-ARTMAP和差分进化算法的基于振动传感器的轴承故障诊断

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摘要

Effective fault classification of rolling element bearings provides an important basis for ensuring safe operation of rotating machinery. In this paper, a novel vibration sensor-based fault diagnosis method using an Ellipsoid-ARTMAP network (EAM) and a differential evolution (DE) algorithm is proposed. The original features are firstly extracted from vibration signals based on wavelet packet decomposition. Then, a minimum-redundancy maximum-relevancy algorithm is introduced to select the most prominent features so as to decrease feature dimensions. Finally, a DE-based EAM (DE-EAM) classifier is constructed to realize the fault diagnosis. The major characteristic of EAM is that the sample distribution of each category is realized by using a hyper-ellipsoid node and smoothing operation algorithm. Therefore, it can depict the decision boundary of disperse samples accurately and effectively avoid over-fitting phenomena. To optimize EAM network parameters, the DE algorithm is presented and two objectives, including both classification accuracy and nodes number, are simultaneously introduced as the fitness functions. Meanwhile, an exponential criterion is proposed to realize final selection of the optimal parameters. To prove the effectiveness of the proposed method, the vibration signals of four types of rolling element bearings under different loads were collected. Moreover, to improve the robustness of the classifier evaluation, a two-fold cross validation scheme is adopted and the order of feature samples is randomly arranged ten times within each fold. The results show that DE-EAM classifier can recognize the fault categories of the rolling element bearings reliably and accurately.
机译:滚动轴承的有效故障分类为确保旋转机械的安全运行提供了重要依据。提出了一种基于椭球-ARTMAP网络(EAM)和差分演化(DE)算法的基于振动传感器的故障诊断方法。首先基于小波包分解从振动信号中提取出原始特征。然后,引入最小冗余最大相关算法以选择最突出的特征,以减小特征尺寸。最后,构建了基于DE的EAM(DE-EAM)分类器,以实现故障诊断。 EAM的主要特点是通过使用超椭圆形节点和平滑运算算法来实现每个类别的样本分布。因此,它可以准确地描述分散样本的决策边界,并有效避免过度拟合现象。为了优化EAM网络参数,提出了DE算法,同时引入了两个目标,包括分类精度和节点数量,作为适应度函数。同时,提出了一种指数准则来实现最优参数的最终选择。为了证明该方法的有效性,收集了四种轴承在不同载荷下的振动信号。此外,为了提高分类器评估的鲁棒性,采用了两次交叉验证方案,并且特征样本的顺序在每次折叠中随机排列了十次。结果表明,DE-EAM分类器能够可靠,准确地识别滚动轴承的故障类别。

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