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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Detection of Broken Rotor Bars Fault in Induction Motors by Using an Improved MUSIC and Least-Squares Amplitude Estimation
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Detection of Broken Rotor Bars Fault in Induction Motors by Using an Improved MUSIC and Least-Squares Amplitude Estimation

机译:改进的MUSIC和最小二乘幅度估计法检测感应电动机转子线断裂故障

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摘要

The frequencies and amplitudes of the broken rotor bar (BRB) fault features are the basis for the accurate diagnosis of the BRB fault. However, how to accurately detect their frequency and amplitudes has always been a difficult problem for induction motor fault detection. For this problem, a new fault detection method based on an improved multiple signal classification (MUSIC) and least-squares magnitude estimation is proposed. First, since the fixed-step traversal search reduces the computational efficiency of MUSIC, a niche bare-bones particle swarm optimization (NBPSO) for multimodal peaks search is proposed to improve MUSIC, which is used to compute the frequency values of fault-related and fundamental components in stator current signal. Second, using these frequency values, a fault current signal model is established to convert the magnitude estimation problem into a linear least-squares problem. On this basis, the amplitudes and phases of fault-related and fundamental components could be estimated accurately with the singular value decomposition (SVD). A simulation signal is used to test the new method and the results show that the proposed method not only has higher frequency resolution, but also improves estimation accuracy of parameters greatly even with short data window. Finally, experiments for a real induction motor are performed, and the effectiveness and superiority of the proposed method are proved again.
机译:断裂的转子条(BRB)故障特征的频率和幅度是准确诊断BRB故障的基础。但是,如何准确地检测其频率和幅度一直是感应电动机故障检测的难题。针对该问题,提出了一种基于改进的多信号分类(MUSIC)和最小二乘幅度估计的故障检测新方法。首先,由于固定步长遍历搜索降低了MUSIC的计算效率,因此提出了一种用于多峰峰搜索的小生境准粒子群优化算法(NBPSO),以改进MUSIC,该算法可用于计算故障相关频率和故障频率。定子电流信号中的基本成分。其次,使用这些频率值,建立故障电流信号模型,以将幅度估计问题转换为线性最小二乘问题。在此基础上,可以通过奇异值分解(SVD)准确估算与故障相关的基本分量的幅度和相位。仿真信号验证了该方法的有效性,结果表明该方法不仅具有较高的频率分辨率,而且即使在数据窗口较短的情况下,也可以大大提高参数的估计精度。最后,对实际感应电动机进行了实验,再次证明了该方法的有效性和优越性。

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