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Research on Automatic Balance Control of Active Magnetic Bearing-Rigid Rotor System

机译:有源磁轴承刚性转子系统的自动平衡控制研究

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In this paper, in order to solve the problem of unbalance vibration of rigid rotor system supported by the active magnetic bearing (AMB), automatic balancing method is applied to suppress the unbalance vibration of the rotor system. Firstly, considering the dynamic and static imbalance of the rotor, the detailed dynamic equations of the AMB-rigid rotor system are established according to Newton’s second law. Then, in order to rotate the rotor around the inertia axis, the notch filter with phase compensation is used to eliminate the synchronous control current. Finally, the variable-step fourth-order Runge–Kutta iteration method is used to solve the unbalanced vibration response of the rotor system in MATLAB simulation. The effects of the rotational speed and phase compensation angle on the unbalanced vibration control are analysed in detail. It is found that the synchronous control currents would increase rapidly with the increase of rotational speed if the unbalance vibration cannot be controlled. When the notch filter with phase shift is used to balance the rotor system automatically, the control current is reduced significantly. It avoids the saturation of the power amplifier and reduces the vibration response of the rotor system. The rotor system can be stabilized over the entire operating speed range by adjusting the compensation phase of the notch filter. The method in the paper is easy to implement, and the research result can provide theoretical support for the unbalance vibration control of AMB-rotor systems.
机译:在本文中,为了解决由主动磁轴承(AMB)支撑的刚性转子系统的不平衡振动的问题,施加自动平衡方法来抑制转子系统的不平衡振动。首先,考虑到转子的动态和静态不平衡,根据牛顿的第二律建立了AMB刚性转子系统的详细动态方程。然后,为了围绕惯性轴旋转转子,使用相位补偿的凹口过滤器用于消除同步控制电流。最后,使用变量 - 步骤四阶runge-Kutta迭代方法来解决Matlab仿真中转子系统的不平衡振动响应。详细分析了转速和相位补偿角对不平衡振动控制的影响。发现如果不能控制不平衡振动,同步控制电流会随着旋转速度的增加而迅速增加。当使用相移的凹口过滤器用于自动平衡转子系统时,控制电流明显减小。它避免了功率放大器的饱和度并降低​​了转子系统的振动响应。通过调节凹口滤波器的补偿阶段,可以通过整个操作速度范围稳定转子系统。本文中的方法易于实现,研究结果可以为AMB转子系统的不平衡振动控制提供理论支持。

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