Control fusion strategy via differential equations based hysteresis operator

M. Ramli, Xinkai Chen
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Abstract

Hard nonlinearity or hysteresis effect is the main obstacle in most smart material based actuators which makes their optimal usage impossible. Thus, it is essential to develop a comprehensive strategy for modeling and control in order to mitigate this hysteresis nonlinearity. This paper investigates the viability of the differential equations based models towards hysteresis characterization and control fusion strategy in order to solve the tracking problem in the piezoelectric-based actuators. The analytical and simulation results suggest that this category of model is simple to use and has clear physical meanings. More importantly, it is established that only Bouc-Wen (BW) model has the ability to be synthesized directly into the control design. Finally, a control strategy is devised based on BW model and is experimentally verified in the discrete-time domain.
基于滞后算子的微分方程控制融合策略
硬非线性或迟滞效应是大多数智能材料作动器的主要障碍,使其无法实现最佳使用。因此,有必要制定一个全面的建模和控制策略,以减轻这种滞后非线性。为了解决压电致动器的跟踪问题,本文研究了基于微分方程的模型在迟滞特性和控制融合策略方面的可行性。分析和仿真结果表明,这类模型使用简单,具有明确的物理意义。更重要的是,证明了只有Bouc-Wen (BW)模型才有能力直接合成到控制设计中。最后,设计了基于BW模型的控制策略,并在离散时间域进行了实验验证。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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