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首页> 外文期刊>Industry Applications, IEEE Transactions on >The Use of a Modified Prony Method to Track the Broken Rotor Bar Characteristic Frequencies and Amplitudes in Three-Phase Induction Motors
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The Use of a Modified Prony Method to Track the Broken Rotor Bar Characteristic Frequencies and Amplitudes in Three-Phase Induction Motors

机译:改进的Prony方法用于跟踪三相感应电动机中转子断条的特征频率和振幅

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摘要

The knowledge of the broken rotor bar characteristic frequencies and amplitudes has a great importance for all related diagnostic methods. The monitoring of motor faults requires a high resolution spectrum to separate different frequency components. The discrete Fourier transform (DFT) has been widely used to achieve these requirements. However, DFT can give meaningful information only for stationary harmonics which cannot be guaranteed in real cases. In addition, a long data sequence is necessary for DFT to get high frequency resolution. Nevertheless, the signals are time varying, and the steady-state conditions can be lost for a long time acquisition. As a solution for these problems, this paper proposes an efficient time-domain technique based on a modified Prony method for the estimation of the frequencies/amplitudes of broken rotor bar faults. Using this technique, the stator current is divided into short overlapped time windows, and each one is analyzed by the least squares Prony method. The proposed technique provides a linear time–frequency/amplitude representation with high frequency resolution and adjustable time resolution. It is shown that this technique allows tracking the frequencies and amplitudes of the sidebands around the fundamental frequency component with a very high accuracy. The efficiency of the proposed method is verified by simulation and experimental tests.
机译:对于所有相关的诊断方法,了解损坏的转子条特征频率和振幅非常重要。电动机故障的监视需要高分辨率的频谱来分离不同的频率分量。离散傅里叶变换(DFT)已被广泛用于实现这些要求。但是,DFT仅能提供关于静态谐波的有意义的信息,这在实际情况下是无法保证的。另外,长数据序列对于DFT获得高频分辨率是必需的。但是,信号会随时间变化,并且长时间丢失会失去稳态条件。为了解决这些问题,本文提出了一种基于改进的Prony方法的高效时域技术,用于估算转子断条故障的频率/幅度。使用这种技术,定子电流被分成短的重叠时间窗口,并且每个电流都通过最小二乘Prony方法进行分析。所提出的技术提供了具有高频率分辨率和可调时间分辨率的线性时频/幅度表示。结果表明,该技术可以非常高精度地跟踪基本频率分量周围的边带的频率和幅度。仿真和实验测试验证了该方法的有效性。

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