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A novel Fast Entrogram and its applications in rolling bearing fault diagnosis

机译:一种新的快速旋流及其在滚动轴承故障诊断中的应用

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摘要

Effectively identifying the health status of rolling bearings can reduce the maintenance costs of rotating mechanical components. With the development and improvement of various signal processing theories, the mode of extracting fault information from the frequency domain has gradually replaced the mode from the time domain. As a traditional spectrum segmentation analysis method, Fast Kurtogram can adaptively extract frequency bands that may contain fault information to diagnose faults. However, the frame of the center frequency and bandwidth obtained by the 1/3 binary tree filter bank segmentation method adopted by the Fast Kurtogram is fixed. This paper proposed a new method of segmenting the spectrum and accurately filtering fault information from the frequency domain-Fast Entrogram. The fluctuation state of the Fourier spectrum is of key importance in distinguishing the distribution of different components in the signal at each frequency. After the Fourier transform of the spectrum is intercepted and reconstructed, the minimum points of the new sequence can separate different components in the signal. Subsequently, the frequency slice function is used to extract each frequency band to obtain better filtering effects than the finite impulse response filter. Finally, the proposed novel correlation spectral negentropy is sensitive to periodic pulses and can be used to screen the component that contains the most fault information. The simulation results show that the proposed Fast Entrogram can effectively extract periodic pulses. It is verified by experimental signals that the method can be applied to fault diagnosis of bearing inner and outer rings.
机译:有效地识别滚动轴承的健康状况可以降低旋转机械部件的维护成本。随着各种信号处理理论的开发和改进,从频域中提取故障信息的模式逐渐从时域中替换模式。作为传统的频谱分割分析方法,FAST KurtoGram可以自适应地提取可能包含故障信息的频带来诊断故障。然而,通过快速KurtoGram采用的1/3二进制树滤波器组分段方法获得的中心频率和带宽的帧是固定的。本文提出了一种从频域 - 快速网格图分割频谱和精确过滤故障信息的新方法。傅里叶频谱的波动状态是在区分每个频率下信号中不同组件的分布的关键重要性。在截取和重建频谱的傅里叶变换之后,新序列的最小点可以分离信号中的不同组件。随后,频率切片函数用于提取每个频带以获得比有限脉冲响应滤波器更好的滤波效果。最后,所提出的新型相关谱共对基础对周期性脉冲敏感,可用于筛选包含最故障信息的组件。仿真结果表明,所提出的快速网格可以有效地提取周期性脉冲。通过实验信号验证,该方法可以应用于轴承内环的故障诊断。

著录项

  • 来源
    《Mechanical systems and signal processing》 |2021年第6期|107582.1-107582.21|共21页
  • 作者单位

    Graduate School of Environmental Science and Technology Mie University Mie 514-0001 Japan The Key Laboratory of Advanced Manufacturing Technology Beijing University of Technology Beijing 100124 China;

    The Key Laboratory of Advanced Manufacturing Technology Beijing University of Technology Beijing 100124 China;

    Graduate School of Environmental Science and Technology Mie University Mie 514-0001 Japan;

    Graduate School of Environmental Science and Technology Mie University Mie 514-0001 Japan School of Mechanical & Electrical Engineering Beijing University of Chemical Technology Beijing 100029 China;

    Graduate School of Environmental Science and Technology Mie University Mie 514-0001 Japan;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Fast Kurtogram; Spectral negentropy; Frequency slice function; Fast Entrogram; Fault diagnosis;

    机译:快速Kurtogram;光谱预期;频率切片功能;快速的网格图;故障诊断;

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