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Compensator design for hysteresis of a stacked PZT actuator using a congruency-based hysteresis model

机译:使用基于一致性的磁滞模型的叠层PZT执行器磁滞补偿器设计

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This paper proposes a rate-independent hysteresis compensator for a stacked PZT (lead zirconate titanate) actuator. From a congruency-based hysteresis (CBH) model which is derived from the inherent properties of this actuator, especially the congruency, a feedforward compensator associated with it is developed. The formulation of the proposed compensator is based on an assumption that the inverse operator also possesses the same properties as the CBH model does. This implies that the compensator also possesses properties such as the wiped-out loop closing between the consecutive control points and congruency. Consequently, the expressions for the compensator can be conducted by exploiting the equations for the CBH model in two cases of monotonic increase and monotonic decrease of input excitation. In order to assess the performance of the compensator, several experiments in both open-loop and closed-loop controls are undertaken. In the open-loop control experiment, the performance of the feedforward compensator using the CBH model is compared with the classical Preisach model-based one in three cases of reference waveforms. In the closed-loop control experiment, the proposed compensator is incorporated into a PID (proportional-integral-derivative) control system and the performance of this integrated system is then evaluated and compared to that of the PID with and without compensator.
机译:本文提出了一种用于叠层PZT(钛酸锆钛酸铅)执行器的与速率无关的磁滞补偿器。从基于该致动器的固有特性(特别是全同性)得出的基于全同性滞后(CBH)模型,开发了与之相关的前馈补偿器。提出的补偿器的公式是基于这样一个假设,即逆算子也具有与CBH模型相同的属性。这意味着补偿器还具有诸如连续控制点之间的消失循环闭合和全等特性。因此,在输入激励单调增加和单调减少两种情况下,可以通过利用CBH模型的方程式来进行补偿器的表达式。为了评估补偿器的性能,在开环和闭环控制中都进行了一些实验。在开环控制实验中,在三种参考波形情况下,将使用CBH模型的前馈补偿器的性能与基于经典Preisach模型的前馈补偿器的性能进行了比较。在闭环控制实验中,将建议的补偿器并入PID(比例-积分-微分)控制系统,然后评估该集成系统的性能,并将其与带或不带补偿器的PID进行比较。

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