隔振
有效载荷(计算)
控制理论(社会学)
振动
流离失所(心理学)
振动控制
阻尼比
刚度
声学
工程类
结构工程
物理
计算机科学
控制(管理)
心理学
计算机网络
人工智能
网络数据包
心理治疗师
作者
Zhou You,Yeying Tao,Zhengguang Zhang,Xiaoqing Li
标识
DOI:10.1177/10775463221100070
摘要
Active vibration isolation system (AVIS) using the traditional vibration isolation technology, such as reducing suspending stiffness and adding absolute damping, has performance defects due to the residual low-frequency disturbances which still severely restrict the precision machine accuracy. This paper proposes a novel vibration control method combining inertial absolute sensor feedback (ASF) and positive relative sensor feedback (RSF), which can highly improve the low-frequency vibration isolation performance, and the blending control method is analyzed according to the vibration transmission. The results show that ASF strengthens the connection between the payload and the absolute space, while positive RSF weakens the connection between the payload and the base. By introducing ASF and positive RSF blended, the stiffness and damping between the payload and the absolute space can be increased to near infinity, while the stiffness and damping between the payload and the base can be attenuated to near zero. The blending control method includes absolute displacement feedback (ADF), positive relative displacement feedback (RDF), absolute velocity feedback (AVF), and positive relative velocity feedback (RVF). ADF combined with RDF improves the vibration isolation performance at low-frequency, while AVF combined with RVF improves the performance around the inherent frequency and high-frequency. In this way, the payload is hard to be affected by disturbances in a broad frequency region. Finally, the proposed method is verified by experiments and compared with the commonly used sky-hook damping method. It shows that the initial frequency of vibration isolation is reduced from 5.6 Hz (sky-hook damping method) to 1 Hz (the proposed method), the magnitude of vibration transmission starts with −11.1 dB (at 1 HZ), and the maximum magnitude is always below 0 dB from 1 Hz to 50 Hz.
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