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Estimation of the internal and external damping from the forward and backward spectrum of a rotor with a fatigue crack

机译:从具有疲劳裂纹的转子的前向和后向光谱估计内部和外部阻尼

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摘要

Both internal and external damping are concurrently present in a rotor system. However, the internal damping that originates from various sources often leads to instability in the rotor system, and hence its accurate estimation is crucial. The goal of the present paper is to distinctly estimate both external and internal damping in a Jeffcott rotor containing transverse crack. The modelling of the fatigue crack is based on the assumption of a switching crack, which additionally provides the internal damping due to rubbing on crack faces, which is hardly addressed in literature. Moreover, the fatigue crack leads to the forward and backward whirls due to asymmetry in the rotor. In the process of development of the identification procedure in the form of the regression equation for the estimation of internal damping, other important unknown rotor system parameters, like the external damping, unbalance and loss of stiffness of the shaft due to the crack, are also identified. This reduces the estimation error of the internal damping due to reduction in deviations of other model parameters. Numerically simulated responses are obtained from equations of motion of the rotor system in the form of a closed-form expression and by the Runge-Kutta integration method. The full-spectrum response data (both magnitude and phase) are utilized during the testing of the proposed identification procedure. Phase corrections have been incorporated in the full-spectrum. Measurement noise is added in numerical responses during identification of parameters to check the robustness of the algorithm and found to be working satisfactorily.
机译:内部和外部阻尼同时存在于转子系统中。然而,来自各种来源的内部阻尼往往会导致转子系统的不稳定,因此准确估计其至关重要。本文的目的是明确估计包含横向裂纹的 Jeffcott 转子的外部和内部阻尼。疲劳裂纹的建模基于开关裂纹的假设,该裂纹还提供了由于裂纹面摩擦而产生的内部阻尼,这在文献中几乎没有涉及。此外,由于转子的不对称性,疲劳裂纹会导致向前和向后的旋转。在以回归方程形式开发用于估计内部阻尼的识别程序的过程中,还确定了其他重要的未知转子系统参数,如外部阻尼、不平衡和由于裂纹导致的轴刚度损失。由于其他模型参数的偏差减小,因此减少了内部阻尼的估计误差。从转子系统的运动方程中以闭式表达式的形式和Runge-Kutta积分方法获得数值模拟响应。在测试拟议的识别程序时,利用了全谱响应数据(幅度和相位)。相位校正已纳入全光谱。在参数识别过程中,在数值响应中添加测量噪声,以检查算法的鲁棒性,并发现其工作令人满意。

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