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A Feature Extraction Method and Its Application on Fault Diagnosis for High-Speed Train Bogie

机译:一种特征提取方法及其对高速列车转向架故障诊断的应用

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In the process of fault diagnosis for high-speed trains, problems such as high data dimension, large data volume and complex actual working conditions are often encountered. After considering the similarity of the running states of the adjacent points of the adjacent coach and combining with the characteristics of time-varying evolution of the trajectory data in the actual running data samples, a feature extraction method based on DTW(Dynamic time warping) is proposed for the fault diagnosis for high-speed train bogie. This method takes the dynamic evolution characteristics and the traditional static characteristics together as the input of the fault diagnosis model, and comprehensively considers the running state of high-speed trains. Firstly, the sampled data of the sampling points over a period of time are connected as a dynamic trajectory, and the DTW algorithm is used to draw the similarity matrix of the data trajectory of some adjacent sampling points. Secondly, a new characteristic, the deviation degree is defined. The deviation degree of this component is calculated on the basis of similarity matrix by referring to the calculation method of K-L divergence(Kullback-Leibler divergence). Considering the characteristics of time - varying evolution of data samples, this method also reduces the dimension and computational complexity of data to a certain extent. Finally, a simulation experiment is carried out based on the actual operation data of a certain type of high-speed train. The deviation degree and static characteristics are input into the fault diagnosis model to verify the effectiveness of the algorithm in the fault diagnosis for high-speed train bogie.
机译:在高速列车的故障诊断过程中,通常遇到高数据维度,大数据量和复杂的实际工作条件等问题。在考虑相邻教练的相邻点的运行状态的相似之后并与实际运行数据样本中的轨迹数据的时变化的时变化的特征组合,基于DTW(动态时间翘曲)的特征提取方法是提出了高速列车转向架的故障诊断。该方法将动态演化特性和传统的静态特性作为故障诊断模型的输入,并综合考虑了高速列车的运行状态。首先,在一段时间内的采样点的采样数据作为动态轨迹连接,并且DTW算法用于绘制一些相邻采样点的数据轨迹的相似性矩阵。其次,确定了新的特征,定义了偏差程度。通过参考K-L发散的计算方法(Kullback-Leibler发散),基于相似性矩阵计算该组分的偏差程度。考虑到数据样本的时变化的特点,该方法还将数据的维度和计算复杂性降低到一定程度。最后,基于某种类型的高速列车的实际操作数据进行仿真实验。偏差程度和静态特性被输入到故障诊断模型中,以验证算法在高速列车转向架的故障诊断中的有效性。

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