JOURNAL ARTICLE

Application of Hilbert-Huang Transform Method on Fault Diagnosis for Wind Turbine Rotor

Qian HuangDong Xiang JiangLiang Hong

Year: 2009 Journal:   Key engineering materials Vol: 413-414 Pages: 159-166   Publisher: Trans Tech Publications

Abstract

Many signals of wind turbine faults are non-stationary and have highly complex time-frequency characteristics. Traditional time-frequency analysis method, such as Windowed Fourier Transform method, has no noticeable effect in handing non-stationary signals. Hilbert-Huang Transform (HHT) is a new signal processing method for analyzing the non-stationary mechanical signals. Based on Empirical Mode Decomposition (EMD), the Intrinsic Mode Function (IMF) in HHT can reflect the intrinsic physical characteristics of original data. Moreover, it is a good way to identify the faults involving a breakdown change. First, the principles and advantages of the HHT are presented in detail in this paper. Then, three typical faults of wind turbine rotor, such as rotor imbalance, aerodynamic asymmetry due to blade surface roughness and yaw misalignment are discussed by the HHT. Last, reasonable conclusions are drawn by the comparison between this method and the Wavelet Transform (WT) method with the help of simulation fault signals. The results show the effectiveness of HHT method for diagnosing those faults of wind turbine rotor.

Keywords:
Hilbert–Huang transform Rotor (electric) Hilbert transform Turbine Fault (geology) Instantaneous phase Control theory (sociology) Wavelet transform Aerodynamics SIGNAL (programming language) Fourier transform Computer science Engineering Wavelet Acoustics Spectral density Mathematics Mechanical engineering Artificial intelligence Physics Aerospace engineering Mathematical analysis Geology Radar

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Citation History

Topics

Machine Fault Diagnosis Techniques
Physical Sciences →  Engineering →  Control and Systems Engineering
Structural Health Monitoring Techniques
Physical Sciences →  Engineering →  Civil and Structural Engineering
Gear and Bearing Dynamics Analysis
Physical Sciences →  Engineering →  Mechanical Engineering
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