基于甲虫天线搜索算法的磁轴承系统不平衡振动补偿

Hongbo Sun, Dong Jiang, Zaidong Hu, Tian-xiang Li, Junquan Lai
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引用次数: 3

摘要

对于旋转机械系统,消除振动对提高精度和稳定性具有重要意义。质量分布不平衡引起的同步离心力是振动的主要来源。提出了一种基于甲虫天线搜索(BAS)算法的主动磁轴承减振策略。首先,用动力学微分方程建立了两个径向轴承悬浮转子的模型。通过对离心力结构的分析,得出了补偿电流的形式。然后,为了确定补偿电流的系数,采用了BAS算法。在迭代过程中,系数向量成为优化的输出。其次,基于动态模型和BAS进行了仿真。分析了不同参数下的迭代性能。该策略可以识别离心力初始阶段的参数,抑制离心力初始阶段的振动。收敛速度取决于转速和初始搜索步长。注入补偿信号后,振动降低99.7%以上。在转子中加入随机扰动,扰动发生时进行迭代。该策略还能在扰动作用下减小振动,验证了该策略的抗干扰能力。仿真结果表明,该策略能有效地减小振动,同时实现了精度和收敛性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Unbalance Vibration Compensation of Magnetic Bearing Systems based on Beetle Antennae Search Algorithm
For rotating mechanical systems, it makes great sense to eliminate the vibration to improve the accuracy and stability. The synchronous centrifugal force caused by unbalance mass distribution is the main source of vibration. This paper proposed a strategy to reduce the vibration in active magnetic bearing (AMB)systems based on Beetle Antennae Search (BAS)algorithm. Firstly, a rotor levitated by two radial AMBs is modeled as dynamic differential equations. By analyzing the structure of centrifugal force, the form of compensating current is obtained. Then, in order to identify the coefficients of compensating current, the BAS algorithm is applied. During the iteration, the coefficient vector becomes the output of optimization. Next, simulations based on the dynamic model and BAS are carried out. The performances of iteration with different parameters are analyzed. The strategy can identify the parameters and suppress vibration in various initial phases of centrifugal force. The convergence rate relies on the rotating speed and the initial searching step size. After injecting the compensating signal, the vibration is reduced by over 99.7%. Random disturbance is added to the rotor and the iteration executes when disturbance operates. The strategy can also reduce the vibration when disturbance operates, which verifies the anti-disturbance ability. The results of simulations confirm that the strategy can reduce the vibration effectively and the accuracy with the convergence is realized at the same time.
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