Design, analysis and experimental performances of a multi-mode friction inertial piezoelectric actuator

执行机构 惯性参考系 控制理论(社会学) 流离失所(心理学) 机制(生物学) 压电 模式(计算机接口) 电压 虚拟力 杠杆 打滑(空气动力学) 工程类 声学 材料科学 机械 机械工程 计算机科学 物理 航空航天工程 电气工程 经典力学 操作系统 人工智能 量子力学 心理学 心理治疗师 控制(管理)
作者
Hu Huang,Yanwei Liu,Zhi Xu,Xuan Li,Wuxiang Sun,Haoxiang Wu
出处
期刊:Precision Engineering-journal of The International Societies for Precision Engineering and Nanotechnology [Elsevier BV]
卷期号:80: 180-197 被引量:9
标识
DOI:10.1016/j.precisioneng.2023.01.001
摘要

To enrich the output performances and application fields of friction inertial piezoelectric actuators, a multi-mode friction inertial piezoelectric actuator was proposed. It had three driving modes, i.e. the inertial stick-slip mode, the inertial impact mode and the compound driving mode. An integrated flexible mechanism (IFM) consisting of the lever-shaped flexible mechanism (LSFM) and the butterfly-shaped flexible mechanism (BSFM) was designed for achieving these three driving modes. Theoretical analysis of the IFM was performed by using the matrix-based compliance modeling method and the response surface methodology. An experimental system was established to test the output performances of the actuator under various driving modes. Experimental results indicated that the actuator in three driving modes presented different output performances, and the output displacement in the compound driving mode was equivalent to the sum of those in the two single inertial modes. In the compound driving mode, the actuator achieved larger step displacement, and it also achieved good speed, loading capacity as well as motion stability. For instance, the maximum speed was 10.04 mm/s at 250 Hz in the compound driving mode, while they were 5.06 mm/s at 250 Hz in the inertial impact mode and 10.81 mm/s at 450 Hz in the inertial stick-slip mode. Furthermore, output performances of the actuator could be easily tuned in the compound driving mode when two driving voltages were controlled separately, which provided an idea for achieving the linear smooth motion.
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