mems粘度传感器螺旋振动梁的计算分析

Seungchol Choi, Yasuyuki Yamamoto, S. Matsumoto, Tomoko Yamamoto
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引用次数: 2

摘要

基于一种不同于传统粘度测量方法的新型测量方法,研制了一种双螺旋结构的mems粘度传感器。该粘度传感器采用MEMS(微机电系统)制造工艺,完全穿过硅片,由振动体和传感体组成螺旋结构。当螺旋结构的振动体在外加载荷作用下向各个方向产生较大的挠度时,会导致mems粘度传感器的性能下降。在此基础上,提出了用有限元法计算分析的方法来精确计算挠度。采用模态分析方法和空气环境下的谐波响应耦合分析方法进行了计算分析。在施加Fz=100 [μN]和Fz=1000 [μN]法向载荷的mems -粘度传感器螺旋模型中,沿垂直方向(z方向)最大谐振点分别出现在1阶模态1400[Hz]左右。当施加Fz=1000 [μN]时,垂直方向的挠度最大值约为3.0 × 10 [m],但由于水平方向(X和y方向)的挠度接近设计值的极限,因此为了保证mems粘度传感器的安全性和可靠性,应避免超过Fz=1000 [n]的法向载荷。研究发现,与垂直方向相比,水平方向的挠度小到可以忽略不计,在小于Fz=1000 [μN]的外载荷作用下,螺旋结构可以稳定地保持。我们还发现了沿螺旋梁的挠度存在波浪形现象。作为带矩形梁的螺旋结构中波纹现象的解,似乎必须给出螺旋梁,以便用其他梁形连续补偿螺旋半径。结果表明,采用计算分析的方法可以直观地推导出粘度传感器螺旋结构的挠度。
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Computational Analysis of a Spiral Vibrating Beam for the MEMS-Viscosity Sensor
A MEMS-viscosity sensor with dual spiral structure has been developed based on a novel measurement method unlike traditional method for viscosity measurement. This viscosity sensor, passing completely through a silicon wafer using MEMS (Micro Electro Mechanical Systems) fabrication processing, was made up the spiral structure with a vibrating body and a sensing body. When a large deflection was generated toward each direction of the vibration body of spiral structure due to the applied external load, it can be the cause of performance deterioration of the MEMS-viscosity sensor. And the analytical methods were proposed to fine the deflections by a computational analysis using FEM (Finite Element Method). A computational analysis was carried out by coupled analysis using modal analysis method and harmonic response analysis assuming air environment. In the spiral model of the MEMS-viscosity sensor on which normal loads of Fz=100 [μN] and Fz=1000 [μN] were applied, the maximum resonance points occurred at about 1400[Hz] of 1st mode along with vertical direction (Z-direction) respectively. When Fz=1000 [μN] was applied, the maximum value of deflection was obtained about 3.0x10 [m] in vertical direction, but the normal load of more than Fz=1000 [μN] should be avoided for safety and reliability of this MEMS-viscosity sensor because the deflections of horizontal directions (X and Y-direction) were near to limit of the design values. We found that the deflections of horizontal direction were small enough to be negligible compared to the vertical direction, and the spiral structure can be stably maintained against less than Fz=1000 [μN] of the external load. We also found out the waviness phenomenon in the deflections along the spiral beam. As a solution of the waviness phenomenon in the spiral structure with rectangular shape beam, it seems that the spiral beam must be given so that the spiral radius is continuously compensated by using other beam shapes. It was demonstrated that the approach using computational analysis allows us to deduce visually the deflection of the spiral structure for viscosity sensor.
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