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  • 學位論文

永磁同步伺服馬達與負載系統之扭矩振動分析及抑制

Analysis and Suppression of Torsional Vibrations for the Permanent Magnet Synchronous Motor-Load System

指導教授 : 鄭泗東

摘要


馬達傳動系統中,各個驅動及傳動元件的剛性未必相同,可能是高剛性或是低剛性之元件,而低剛性的元件常會造成明顯的扭矩振動現象,進一步導致產品的瑕疵;較常見的解決方式是利用觀測器作回授補償,降低扭矩振動。本文利用適應性IIR 陷波濾波器偵測系統振動頻率,並自動調變速度回路上陷波濾波器的濾波頻率,用以抑制扭矩上的振動,使整個速度閉迴路的頻寬能不被扭矩振動所限制住;另一方面再利用模糊控制來改變陷波濾波器的帶阻寬度,讓暫態速度響應能更平滑。適應性IIR 陷波濾波器能偵測扭矩振動的振動頻率,並自動的調整速度回路上的陷波濾波器之參數,來達到自動調整而非手動的功能。由模擬與實驗之結果可得知,本文所提出之控制架構是有其可行性的。

並列摘要


In motor transition system, different components, such as coupling, gears, and shaft are having different stiffness; they may be high or low. The low stiffness component will cause torsional vibration clearly, this phenomenon results in defect of products. There are several ways to solve this event, the popular one is using an observer and feedback compensator to reduce the torsional vibration. In this thesis, an adaptive IIR notch filter is utilized to suppress the torsional oscillation, and then improve the bandwidth of the speed control loop; at the same time, the fuzzy controller is used to change the band stop width of the notch filter on the speed loop in order to smooth the transient speed response. Adaptive IIR notch filter can auto-search the vibration frequency and auto-tuning the parameter of the notch filter, achieving the objective of auto-suppressing torsional vibration. From the results of the simulation and experiment, the proposed control structure in this thesis is a workable method.

參考文獻


[1] Valenzuela, M.A.; Bentley, J.M.; Lorenz, R.D., “Evaluation of Torsional Oscillations in Paper Machine Sections”, IEEE Trans. Ind. Appl., vol. 41, no. 2, pp.493-501, March/April 2005.
[2] S.-H Song, J.-K. Ji, S.-K. sul, and M.-H. Park, “Torsional Vibration Suppression Control in 2-Mass System by State Feedback Speed Controller”, IEEE Conf., Control Appl., vol. 1, September 1993, pp. 129-134.
[3] Sugiura, K. and Hori, Y. , “Vibration Suppression in 2- and 3-mass System Based on the Feedbackof Imperfect Derivative of the Estimated Torsional Torque”, IEEE Trans. Ind. Elec., vol. 43, No. 1, February 1990, pp. 56-64.
[4] Bahr, A. and Beineke, S. , ”Mechanical Resonance Damping in An Industrial Servo Drive”, IEEE European Conf., Power Elec. and Appl., Sept. 2007, pp. 1-10.
[5] Dhaouadi, R., Kubo, K. and Tobise, M., ”Analysis and Compensation of Speed Drive Systems with Torsional Loads”, IEEE Trans. Industrial Appl., vol.30, No. 3, May/Jun 1994, pp.760-766.

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