摘要
为了分析光纤布喇格光栅振动传感器的振动理论,对所建立的物理模型采用了等效刚度变换。首先,根据光纤布喇格光栅振动传感器的振动特点,将其近似为单质点的弦振动模型,然后对其进行等效刚度变换,将其等效为简单的弹簧-质量系统,最后对具有粘性阻尼系统的受迫振动进行了理论分析,通过计算阻尼比,求出该系统的最大振幅和光纤光栅中心波长最大变化量。理论计算和实际测量结果表明:光纤光栅振动中心波长变化量在同一个数量级,能满足基于光纤布喇格光栅振动传感器的周界入侵报警系统的实际应用需要。
In order to analysis the structure of fiber bragg grating(FBG) vibration sensor,a physical model was established and it was equivalent to a simple spring-mass system by doing equivalent transform of stiffness to it.This model was equivalent to a string vibration model of a single particle according to the vibration characteristics of FBG vibration sensor.It was equivalent to a simple spring-mass system by doing equivalent transform of stiffness to it.Finally,the forced vibration theory of the viscous damping system was analyzed.The maximum amplitude of the system and the maximum variation of FBG center wavelength were calculated through the damping ratio of the system.Experimental results indicate that the theoretical maximum variation of the FBG center wavelength and the actual measurement are in the same order of magnitude,which can satisfy the practical application requirements of perimeter intrusion alarm systems based on FBG vibration sensor.
出处
《武汉理工大学学报(信息与管理工程版)》
CAS
2012年第2期143-146,共4页
Journal of Wuhan University of Technology:Information & Management Engineering
基金
国防科工委科研基金资助项目(200625GC01)
关键词
光纤布喇格光栅
振动传感器
单质点弦振动
等效变换
弹簧-质量系统
fiber bragg grating
vibration sensor
string vibration of a single particle
equivalent transformation
spring-mass system