国外文献 > 1.轴承 > 2. 轴承类型与部件 > 磁悬浮轴承
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| 标 题: |
A control method of the rotor re-levitation for different orbit responses during touchdowns in active magnetic bearings 主动磁悬浮轴承中不同轨道响应下的转子复位控制方法 |
| 作 者: |
Mindong Lyu Tao Liu Zixi Wang Shaoze Yan Yuming Wang Xiaohong Jia |
| 关键词: |
Whirl damping [涡流阻尼] Rotor re-levitation [ 转子再悬浮] Touchdown [ 达阵] Active magnetic bearing [ 主动磁悬浮轴承] |
| 出版年: |
2018 |
| 期刊名: |
Mechanical Systems & Signal Processing 机械系统与信号处理 |
| 年卷期: |
2018, vol.105 |
| 摘 要: |
Touchdown can make active magnetic bearings (AMB) unable to work, and bring severe damages to touchdown bearings (TDB). To resolve it, we presents a novel re-levitation method consisting of two operations, i.e., orbit response recognition and rotor re-levitation. In the operation of orbit response recognition, the three orbit responses (pendulum vibration, combined rub and bouncing, and full rub) can be identified by the expectation of radial displacement of rotor and expectation of instantaneous frequency (IF) of rotor motion in the sampling period. In the rotor re-levitation operation, a decentralized PID control algorithm is employed for pendulum vibration and combined rub and bouncing, and the decentralized PID control algorithm and another whirl damping algorithm, in which the weighting factor is determined by the whirl frequency, are jointly executed for the full rub. The method has been demonstrated by the simulation results of an AMB model. The results reveal that the method is effective in actively suppressing the whirl motion and promptly re-levitating the rotor. As the PID control algorithm and the simple operations of signal processing are employed, the algorithm has a low computation intensity, which makes it more easily realized in practical applications.
触地现象可能导致主动磁悬浮轴承(AMB)无法正常工作,并对触地轴承(TDB)造成严重损坏。为解决这一问题,本文提出了一种新颖的重新悬浮方法,该方法包含两个操作:轨道响应识别和转子重新悬浮。在轨道响应识别操作中,可通过转子径向位移的期望值以及采样周期内转子运动瞬时频率(IF)的期望值,识别出三种轨道响应:摆动振动、复合摩擦与弹跳以及完全摩擦。在转子重新悬浮操作中,对于摆动振动和复合摩擦与弹跳,采用分布式PID控制算法; 而对于完全摩擦,则联合执行分布式PID控制算法与另一种涡旋阻尼算法,其中权重因子由涡旋频率确定。该方法已在AMB模型的仿真结果中得到验证。结果表明,该方法能有效抑制涡旋运动,并快速实现转子的重新悬浮。由于采用了PID控制算法和简单的信号处理操作,该算法计算量小,便于在实际应用中实现。 |
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