首页> 外文会议>ASME conference on smart materials, adaptive structures and intelligent systems;SMASIS2011 >TRACKING CONTROL OF PIEZOELECTRIC STACK ACTUATOR USING MODIFIED PRANDTL-ISHLINSKII MODEL
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TRACKING CONTROL OF PIEZOELECTRIC STACK ACTUATOR USING MODIFIED PRANDTL-ISHLINSKII MODEL

机译:修正PRANDTL-ISHLINSKII模型的压电叠层执行器跟踪控制。

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This paper presents the development of Prandtl-Ishlinskii hysteresis model and tracking control of piezoelectric stack actuator with severe hysteresis. Classic Prandtl-Ishlinskii model which is a linearly weighted superposition of many backlash operators with different threshold and weight values, inherits the symmetry property of the backlash operator at about the center point of the loop formed by the operator. To describe the asymmetric hysteresis of piezoelectric stack actuators, two sets of weighting parameters are proposed to modify the weight values of backlash operators in the ascending and descending branches. Hence, two weight values correspond to one operator. Each pair of the weight values slides smoothly from one to another when the output of their corresponding operator is at a desired threshold. A feedforward controller was designed based on the modified model, which can precisely describe the inverse of the hysteresis. Then the modified model and the hysteresis of the piezoelectric stack actuator cancelled each other. A feedback controller was design to compensate for actuator creep. Different types of signal are used to test the feedforward and feedback controllers. The results show that the proposed hysteresis control scheme which combines feedforward and feedback controllers greatly improves the tracking accuracy of the piezoelectric actuator and the error is less than 0.15 μm.
机译:本文介绍了Prandtl-Ishlinskii磁滞模型的发展以及具有严重磁滞的压电堆致动器的跟踪控制。经典的Prandtl-Ishlinskii模型是许多具有不同阈值和权重值的齿隙算子的线性加权叠加,它继承了齿隙算子在由算子形成的环的中心点处的对称特性。为了描述压电堆栈致动器的非对称磁滞,提出了两组加权参数来修改上升和下降分支中的反冲算子的权重值。因此,两个权重值对应一个操作员。当每对权重值的对应运算符的输出处于所需阈值时,它们会平滑地从一个滑向另一个滑。基于改进模型设计了前馈控制器,该控制器可以精确地描述磁滞的倒数。然后,修改后的模型和压电堆栈致动器的磁滞彼此抵消。设计了一个反馈控制器来补偿执行机构的蠕变。使用不同类型的信号来测试前馈和反馈控制器。结果表明,所提出的将前馈和反馈控制器相结合的磁滞控制方案大大提高了压电致动器的跟踪精度,并且误差小于0.15μm。

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