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The application of order tracking for vibration analysis of a varying speed rotor with a propagating transverse crack

机译:阶跃跟踪在横向裂纹扩展变速转子振动分析中的应用

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摘要

Propagating cracked rotor vibrations may contain substantial information on the rotor crack conditions. Capturing the characteristic vibrations due to the non-stationary response of rotors of which the speed change, is useful for condition monitoring of such systems. From the literature it is clear that vibrations at harmonics of the rotational speed, as well as transient responses, may be considered key indicators of cracks in rotors. Since faults other than cracks, such as misalignment and imbalance also generate harmonic vibrations, the non-order related vibrations therefore become important characteristics in detecting cracked rotor problems. But these signals may present with small amplitude and may easily be missed among the non-stationary harmonic vibrations. Therefore, clear identification of harmonic as well as non-order related (transient) vibrations are both important for detecting cracks in rotor systems. In this paper, a finite element model is used to calculate the response of a rotor with a propagating transverse crack under varying rotational speed conditions, various order tracking techniques, i.e. computed order tracking, Vold-Kalman filter order tracking, Gabor order tracking, are implemented to remove the varying speed harmonic vibrations so that the non-order related vibrations in which information about the cracks are contained, are emphasized. And some other signal processing methods that may achieve similar effects, i.e. double re-sampling method and intrinsic mode function from empirical mode decomposition, are also discussed for comparisons to these order tracking techniques. The paper demonstrates the advantages of order tracking methods in rotor crack detection.
机译:裂纹振动的传播可能包含有关转子裂纹状况的大量信息。捕获由于速度变化的转子的非平稳响应而引起的特征振动,对于此类系统的状态监视很有用。从文献中可以明显看出,转速谐波以及瞬态响应的振动可以认为是转子裂纹的关键指标。由于裂纹以外的故障(例如未对准和不平衡)也会产生谐波振动,因此,与无序相关的振动成为检测裂纹转子问题的重要特征。但是这些信号可能会以较小的幅度出现,并且很容易在非平稳谐波振动中丢失。因此,清楚地识别谐波以及与无序相关的(瞬态)振动对于检测转子系统中的裂纹都很重要。在本文中,使用有限元模型来计算在变化的转速条件下具有传播的横向裂纹的转子的响应,各种阶次跟踪技术,即计算阶次跟踪,Vold-Kalman滤波阶次跟踪,Gabor阶次跟踪,为了消除变速谐波振动而进行的设计,强调了包含与裂纹有关的信息的与无序相关的振动。为了与这些阶次跟踪技术进行比较,还讨论了一些可能实现类似效果的信号处理方法,即双重重采样方法和来自经验模式分解的固有模式函数。本文演示了有序跟踪方法在转子裂纹检测中的优势。

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