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Spectral Kurtosis Entropy and Weighted SaE-ELM for Bogie Fault Diagnosis under Variable Conditions

机译:光谱峰度熵和加权SaE-ELM在可变条件下的转向架故障诊断中的应用

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摘要

Bogies are crucial for the safe operation of rail transit systems and usually work under uncertain and variable operating conditions. However, the diagnosis of bogie faults under variable conditions has barely been discussed until now. Thus, it is valuable to develop effective methods to deal with variable conditions. Besides, considering that the normal data for training are much more than the faulty data in practice, there is another problem in that only a small amount of data is available that includes faults. Concerning these issues, this paper proposes two new algorithms: (1) A novel feature parameter named spectral kurtosis entropy (SKE) is proposed based on the protrugram. The SKE not only avoids the manual post-processing of the protrugram but also has strong robustness to the operating conditions and parameter configurations, which have been validated by a simulation experiment in this paper. In this paper, the SKE, in conjunction with variational mode decomposition (VMD), is employed for feature extraction under variable conditions. (2) A new learning algorithm named weighted self-adaptive evolutionary extreme learning machine (WSaE-ELM) is proposed. WSaE-ELM gives each sample an extra sample weight to rebalance the training data and optimizes these weights along with the parameters of hidden neurons by means of the self-adaptive differential evolution algorithm. Finally, the hybrid method based on VMD, SKE, and WSaE-ELM is verified by using the vibration signals gathered from real bogies with speed variations. It is demonstrated that the proposed method of bogie fault diagnosis outperforms the conventional methods by up to 4.42% and 6.22%, respectively, in percentages of accuracy under variable conditions.
机译:转向架对于轨道交通系统的安全运行至关重要,通常在不确定和变化的运行条件下运行。然而,到目前为止,几乎没有讨论在可变条件下转向架故障的诊断。因此,开发有效的方法来应对各种情况非常有价值。此外,考虑到训练中的正常数据比实际中的故障数据要多得多,还存在另一个问题,即只有少量数据可用,其中包括故障。针对这些问题,本文提出了两种新算法:(1)基于该程序图,提出了一种新的特征参数,称为光谱峰度熵(SKE)。 SKE不仅避免了对程序图的手动后处理,而且对操作条件和参数配置也具有很强的鲁棒性,这已通过本文的仿真实验得到验证。在本文中,将SKE与变分模式分解(VMD)结合在一起,用于可变条件下的特征提取。 (2)提出了一种新的学习算法,称为加权自适应进化极限学习机(WSaE-ELM)。 WSaE-ELM为每个样本提供额外的样本权重,以重新平衡训练数据,并通过自适应差分进化算法优化这些权重以及隐藏神经元的参数。最后,通过使用从真实转向架上采集的具有速度变化的振动信号,验证了基于VMD,SKE和WSaE-ELM的混合方法。结果表明,所提出的转向架故障诊断方法在可变条件下的准确度百分比分别比常规方法高出多达4.42%和6.22%。

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