Open loop control of piezoelectric tube transducer

F. Stefanski, B. Minorowicz
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引用次数: 6

Abstract

Abstract This paper is focused on the open loop control of a piezoelectric tube actuator, hindered by a strong hysteresis. The actuator was distinguished with 22 % hysteresis, which hinders the positioning of piezoelectric actuator. One of the possible ways to solve this problem is application of an accurate analytical inversed model of the hysteresis in the control loop. In this paper generalized Prandtl-Ishlinskii model was used for both modeling and open loop control of the piezoelectric actuator. Achieved modeling error does not exceed max. 2.34 % of the whole range of tube deflection. Finally, the inverse hysteresis model was applied to the control line of the tube. For the same input signal (damped sine 0.2 Hz) as for the model estimation the positioning error was max. 4.6 % of the tube deflection. Additionally, for a verification reason three different complex harmonic functions were applied. For the verification functions, still a good positioning was obtained with positioning error of max.4.56 %, 6.75 %and5.6%of the tube deflection.
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压电管换能器的开环控制
针对压电管作动器存在的强磁滞问题,研究了其开环控制问题。该作动器存在22%的滞回,影响了压电作动器的定位。解决这一问题的可能方法之一是在控制回路中应用精确的滞回解析逆模型。本文采用广义Prandtl-Ishlinskii模型对压电驱动器进行建模和开环控制。实现的建模误差不超过max。占整个管挠度范围的2.34%。最后,将逆滞回模型应用于管的控制线。对于与模型估计相同的输入信号(衰减sin0.2 Hz),定位误差最大。4.6%的管挠度。此外,为了验证,应用了三种不同的复调和函数。对于验证功能,定位误差最大分别为4.56%、6.75%和5.6%,仍然获得了较好的定位效果。
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