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Locating Rotor Broken Bars In Induction Motors Using Finite Element Method

机译:有限元法定位异步电动机转子断条

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摘要

Number of broken bars and varying load have been so far proposed in the literature in the process analysis of induction motors under broken rotor bars. In this paper, it is shown that there is the third factor which affects the diagnosis of the broken bars fault. This deterministic factor is the location of the broken bars which is determined precisely here. It is also shown that distribution of the broken bars over different poles of the motor reduces the amplitude of the harmonic components due to the fault. In this paper, the stator current frequency spectrum of a faulted induction motor is obtained for all cases in which four broken bars are distributed over poles of the motor. It is shown that the amplitudes of harmonics (1 ±2s)f_s are a suitable index for locating the rotor bars breakage. In this paper, the torque frequency spectrum of a faulted induction motor has been obtained for various cases of the bars breakage location and shown that the bars breakage location influences the amplitudes of harmonic components 2sf_s in the torque frequency spectrum. Time stepping finite element method (TSFEM) is used to model an induction motors with rotor broken bars. In this modeling, geometrical and physical characteristics of all parts of the motor, spatial distribution of stator windings, slots on both sides of the air gap and non-linear characteristic of the core materials are included. Meanwhile the current of the broken bar is taken to be non-zero, instead resistance of the broken bar is considered large enough. In fact, this is the real case, because there is an inter-bar current within the broken bar induction motor. Since there is noise, unbalanced magnetic pull and arc in the broken bar induction motor, acceleration of the faulty motor up to the steady-state is considered here. It is indicated that the location of the rotor bars has significant effect upon the torque of the faulty motor and when the broken bars concentrate over one pole of the motor, the torque of faulty motor oscillates more.
机译:迄今为止,在转子转子棒断裂下的感应电动机的过程分析中,已经提出了断裂棒的数量和变化的负载。本文表明存在影响断筋故障诊断的第三个因素。该确定性因素是折线的位置,此处精确确定。还表明,由于故障,折线分布在电动机的不同极上会降低谐波分量的幅度。在本文中,对于在电动机的各极上分布有四个断线的所有情况,都可以获得有故障的感应电动机的定子电流频谱。结果表明,谐波幅度(1±2s)f_s是定位转子线棒破损的合适指标。在本文中,已经获得了故障感应电动机在棒断裂位置的各种情况下的转矩频谱,并显示了棒断裂位置会影响转矩频谱中谐波分量2sf_s的幅度。时间步进有限元方法(TSFEM)用于对带有转子断条的感应电动机进行建模。在此建模中,包括了电动机所有部分的几何和物理特性,定子绕组的空间分布,气隙两侧的槽以及铁心材料的非线性特性。同时,将断线的电流视为非零,而是认为断线的电阻足够大。实际上,这是真实情况,因为在感应棒断开的电动机中存在感应棒间电流。由于在感应棒断开的电动机中存在噪音,不平衡的磁拉和电弧,因此在此考虑故障电动机的加速直至稳态。已经表明,转子条的位置对故障电动机的转矩具有显着影响,并且当断裂的条集中在电动机的一极上时,故障电动机的转矩振荡更多。

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