A self-learning and self-optimizing framework for the fault diagnosis knowledge base in a workshop

Qi Lin, Yingfeng Zhang, Shangrui Yang, Shuaiyin Ma, Tongda Zhang, Qinge Xiao

Research output: Contribution to journalArticlepeer-review

27 Scopus citations

Abstract

The knowledge base is an essential part of the fault diagnosis system, which is crucial to the performance of fault recognition. As the intelligence of the fault diagnosis system has made persistent advance, the increasing demands for diversity and dynamic update have posed challenges to the knowledge base. In this paper, a framework for the fault diagnosis knowledge base is proposed to address the challenges mentioned above. Firstly, a dynamic clustering model is designed using the proposed semi-supervised multi-spatial manifold clustering method to recognize attribute clusters and aggregate new types. When new types are added to this model, it is constantly updated to achieve the automatic evolution of the knowledge base for the diversity of fault. Then, a knowledge evolution model is established by the generative adversarial network algorithm to achieve self-learning and self-optimizing capabilities of the knowledge base. This method learns the distribution of knowledge elements and generates new knowledge elements to optimize the clustering model. Finally, a series of comparative experiments are carried out on bearing datasets to verify the validity of the mentioned framework and models. The comparison results indicate that the proposed method has better performance in fault diagnosis. This research can not only update the knowledge base, but also provide a feasible approach for designing an autonomous knowledge base with self-optimizing and self-learning capabilities.

Original languageEnglish
Article number101975
JournalRobotics and Computer-Integrated Manufacturing
Volume65
DOIs
StatePublished - Oct 2020

Keywords

  • Data-driven
  • Generative adversarial network
  • Knowledge base
  • Knowledge-driven
  • Self-optimizing
  • Semi-supervised multi-spatial manifold clustering

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