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Mechanical Fault Diagnosis of High Voltage Circuit Breakers with Unknown Fault Type Using Hybrid Classifier Based on LMD and Time Segmentation Energy Entropy

机译:基于LMD和时间分段能量熵的混合分类器的未知故障高压断路器机械故障诊断。

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In order to improve the identification accuracy of the high voltage circuit breakers’ (HVCBs) mechanical fault types without training samples, a novel mechanical fault diagnosis method of HVCBs using a hybrid classifier constructed with Support Vector Data Description (SVDD) and fuzzy c-means (FCM) clustering method based on Local Mean Decomposition (LMD) and time segmentation energy entropy (TSEE) is proposed. Firstly, LMD is used to decompose nonlinear and non-stationary vibration signals of HVCBs into a series of product functions (PFs). Secondly, TSEE is chosen as feature vectors with the superiority of energy entropy and characteristics of time-delay faults of HVCBs. Then, SVDD trained with normal samples is applied to judge mechanical faults of HVCBs. If the mechanical fault is confirmed, the new fault sample and all known fault samples are clustered by FCM with the cluster number of known fault types. Finally, another SVDD trained by the specific fault samples is used to judge whether the fault sample belongs to an unknown type or not. The results of experiments carried on a real SF 6 HVCB validate that the proposed fault-detection method is effective for the known faults with training samples and unknown faults without training samples.
机译:为了在不训练样本的情况下提高高压断路器(HVCB)机械故障类型的识别准确度,使用支持向量数据描述(SVDD)和模糊c均值构造的混合分类器,对HVCB进行机械故障诊断。提出了一种基于局部均值分解(LMD)和时间分段能量熵(TSEE)的FCM聚类方法。首先,LMD用于将HVCB的非线性和非平稳振动信号分解为一系列乘积函数(PF)。其次,选择TSEE作为特征向量,具有能量熵优势和HVCB的时延故障特征。然后,使用经过正常采样训练的SVDD来判断HVCB的机械故障。如果确认了机械故障,则新故障样本和所有已知故障样本将通过FCM与已知故障类型的集群号进行聚类。最后,由特定故障样本训练的另一个SVDD用于判断故障样本是否属于未知类型。在真实SF 6 HVCB上进行的实验结果证明,所提出的故障检测方法对于带有训练样本的已知故障和没有训练样本的未知故障都是有效的。

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