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Recognition and labeling of faults in wind turbines with a density-based clustering algorithm

机译:识别和标记错误的风涡轮机density-based集群算法

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摘要

The purpose of this paper is to recognize and label the faults in wind turbines with a new density-based clustering algorithm, named contour density scanning clustering (CDSC) algorithm. Design/methodology/approach: The algorithm includes four components: (1) computation of neighborhood density, (2) selection of core and noise data, (3) scanning core data and (4) updating clusters. The proposed algorithm considers the relationship between neighborhood data points according to a contour density scanning strategy. Findings: The first experiment is conducted with artificial data to validate that the proposed CDSC algorithm is suitable for handling data points with arbitrary shapes. The second experiment with industrial gearbox vibration data is carried out to demonstrate that the time complexity and accuracy of the proposed CDSC algorithm in comparison with other conventional clustering algorithms, including k-means, density-based spatial clustering of applications with noise, density peaking clustering, neighborhood grid clustering, support vector clustering, random forest, core fusion-based density peak clustering, AdaBoost and extreme gradient boosting. The third experiment is conducted with an industrial bearing vibration data set to highlight that the CDSC algorithm can automatically track the emerging fault patterns of bearing in wind turbines over time. Originality/value: Data points with different densities are clustered using three strategies: direct density reachability, density reachability and density connectivity. A contours density scanning strategy is proposed to determine whether the data points with the same density belong to one cluster. The proposed CDSC algorithm achieves automatically clustering, which means that the trends of the fault pattern could be tracked.
机译:本文的目的是识别和用一个新的标签错误的风力涡轮机density-based聚类算法,名叫轮廓密度扫描集群(CDSC)算法。设计/方法/方法:该算法包括四个部分:(1)计算社区密度,(2)选择的核心噪声数据,(3)扫描核心数据和(4)更新集群。认为邻居之间的关系根据轮廓数据点密度扫描策略。用人工进行数据验证,提出适合CDSC算法处理具有任意形状的数据点。第二个实验与工业齿轮箱振动数据进行了证明提出的时间复杂度和精度CDSC算法与其他相比传统的聚类算法,包括k - means, density-based空间聚类应用程序与噪音,密度达到顶峰集群、社区网格聚类的支持向量聚类,随机森林的核心fusion-based密度峰值集群、演算法和极端的梯度增加。实验进行的工业轴承振动数据集来强调CDSC算法可以自动跟踪新兴的轴承故障模式随着时间的推移涡轮机。点与不同集群密度使用三种策略:直接密度可达性,密度可达性和密度连通性。提出了确定策略相同的数据点密度属于一个集群。自动聚类,这意味着故障模式的趋势可以被跟踪。

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