D-LLE Data Set Dimensionality Reduction Method in Rotor System Failure
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摘要: 针对传统降维方法中存在丢失判别信息及由高维空间原始特征张成的超曲面曲率较大时难以获取低维敏感信息的问题,提出一种基于Dijkstra算法的改进LLE(local linear embedding)转子故障数据集降维方法,即D-LLE法。在由时域、频域组成的原始特征空间中,利用Dijkstra算法具有可细致刻画出由时域、频域组成的原始特征空间的能力,结合LLE算法具备能够保持降维前后的转子故障数据集其流形保持不变的性质,据此可提取出反映转子运行状态的低维敏感特征属性。转子实验台模拟出的4种运行状态进行试验表明:优化后的特征数据集具有较好的聚类与类间可分性。
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关键词:
- 低维敏感信息 /
- LLE算法 /
- Dijkstra算法 /
- 原始特征空间
Abstract: Traditional feature extraction methods usually exist two shortcomings: discriminate information is lost and the low dimensional sensitive information is hard to obtain when the original high dimension space possesses a larger hyper surface curvature. To solve these problems,D-LLE data set dimensionally reduction method is proposed which based on the Dijkstra and Local Linear Embedding (LLE)for rotor fault feature extracting. This new method is used in original feature space that consists of time domain information and frequency domain information to extract low dimensional sensitive information. Dijkstra algorithm which has the ability of specifically depicted the original feature space and the LLE algorithm has the nature of keeping manifold invariant during the dimensionality reduc-tion. So it can extract sensitive characteristics which reflect the running state of rotor machine effectively. Experi-mental results on the rotor experimental table show that the final features extracted by our proposed method are more suitable for clustering and classification applications.-
Key words:
- algorithms /
- classification of information /
- cluster analysis /
- design
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