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一种空间润滑装置的流固耦合振动
引用本文:盛明伟,陈维山,刘军考,石胜君.一种空间润滑装置的流固耦合振动[J].振动与冲击,2010,29(12):224.
作者姓名:盛明伟  陈维山  刘军考  石胜君
作者单位:哈尔滨工业大学 机器人技术与系统国家重点实验室 哈尔滨 150001
摘    要:面向空间润滑中常采用的被动润滑不及时的问题,提出一种主动润滑方法。为了达到主动润滑的目的,提出了一种结构简单易于加工的压电微喷润滑装置。压电微喷装置的固有频率和振型对液滴形成和喷射效果具有重要作用。首先建立考虑压电-流固耦合和压力波传播效应的等效模型。进而利用有限元法对整个装置的固有频率和相应的振型进行分析。最后利用激光测振仪对整个机构实际的振型和固有频率进行测量。通过结果对比验证此流固耦合模型的有效性和方法的实用性。

关 键 词:压电微喷润滑装置    流固耦合    固有频率    振型  

Fluid-structure interaction induced vibration of a lubrication device for space applications
SHENG Ming-wei,CHEN Wei-shan,LIU Jun-kao,SHI Sheng-jun.Fluid-structure interaction induced vibration of a lubrication device for space applications[J].Journal of Vibration and Shock,2010,29(12):224.
Authors:SHENG Ming-wei  CHEN Wei-shan  LIU Jun-kao  SHI Sheng-jun
Affiliation:State Key Laboratory of Robotics and System. Harbin Institute of Technology, Harbin 150001, China
Abstract:A positive-feed lubrication method is proposed to solve the problems due to passive-feed lubrication method applied for the space applications. To achieve the purpose of positive lubrication, a piezoelectric micro-droplet generator with simple structure and production convenience has been developed for the applications of space lubrication. Natural frequency and vibration mode shape are both important for the droplet formation and ejection. Firstly, an equivalent model of piezoelectric structure-liquid and the transmission of the pressure wave are presented. Secondly, analysis of finite elementary method is used to obtain the natural frequency and vibration mode shape. Finally, Laser Doppler Vibrometer is used to measure the actual vibration mode shape and natural frequency. Validity of the structure-liquid finite elementary model and practicability of the finite elementary method are both proved by comparing the results.
Keywords:Piezoelectric micro-droplet lubrication device                                                      Fluid-structure interaction                                                      Natural frequency                                                      Vibration mode shape
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