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压电射流角速度传感器敏感机理的有限元分析
引用本文:朴林华,张滨,张金铎,张福学.压电射流角速度传感器敏感机理的有限元分析[J].压电与声光,2005,27(3):309-311.
作者姓名:朴林华  张滨  张金铎  张福学
作者单位:1. 北京信息工程学院,传感技术研究中心,北京,100101
2. 北京大学,电子学系,北京,100871
基金项目:国家自然科学基金资助项目(60272001),北京市自然科学基金项目(60272001),北京市传感器重点实验室基金资助项目(604041)
摘    要:采用有限元法分析了压电射流角速度传感器的敏感机理。利用ANSYS—FLOTRAN CFD软件,通过建模、划分网格、加载和求解等途径,计算了在输入不同角速度时二维腔体中由喷嘴喷出气体的流场。结果表明,腔体在静止状态下,气流速度相对于腔体中心轴对称分布,两热电阻丝处的气流速度相等,两热电阻丝上的电流相等,电桥电路输出为零;在有角速度输入时,射流速度相对于腔体中心轴不再对称,两热电阻丝处的气流速度之差随着角速度而变化,引起两热电阻丝上电流之差也随之变化,电桥输出一个对应于角速度的电压。有限元计算法为压电射流角速度传感器的优化设计开辟了有效的研究途径。

关 键 词:有限元法  气体摆  对流场  敏感机理
文章编号:1004-2474(2005)03-0309-03
修稿时间:2003年8月11日

FEM Analysis of Piezoelectric Fluidic Angular Rate's Sensitive Mechanism
PIAO Lin-hua,ZHANG Pin,ZHANG Jin-duo,ZHANG Fu-xue.FEM Analysis of Piezoelectric Fluidic Angular Rate''''s Sensitive Mechanism[J].Piezoelectrics & Acoustooptics,2005,27(3):309-311.
Authors:PIAO Lin-hua  ZHANG Pin  ZHANG Jin-duo  ZHANG Fu-xue
Affiliation:PIAO Lin-hua~1,ZHANG Pin~1,ZHANG Jin-duo~2,ZHANG Fu-xue~1
Abstract:In this paper, the sensitive mechanism of piezoelectric fluidic angular rate sensor is explained. Using ANSYS-FLOTRAN CFD program, the stream field of gas out of nozzles on inputting angular rate, has been obtained by a series of procedure, such as model building, meshing, loads applying and equation solving. The results are as follows: (1) In static status, the velocity of gas flow shows a symmetry distribution through central axis of enclosure. The fluid velocity at both hot wires is equal, so the current of both hot wires are also equal. The output of the Bridge circuit is zero. (2) On inputting angular rate , the velocity of jet flow shows an asymmetry distribution through central axis of enclosure. The velocity difference of gas flow at both hot wires will change with the angular rate, so lead to changing of the current difference of both hot wires. The Bridge outputs a voltage signal of corresponding to the angular rate. This calculated method provides a new road for optimization of piezoelectric fluidic angular rate sensor.
Keywords:finite element method  gas pendulum  stream field  sensitive mechanism
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