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结构尺寸变化对基于MEMS环形陀螺仪振动的影响。

Effects of Structural Dimension Variation on the Vibration of MEMS Ring-Based Gyroscopes.

作者信息

Ma Zhipeng, Chen Xiaoli, Jin Xiaojun, Jin Yiming, Zheng Xudong, Jin Zhonghe

机构信息

Micro-Satellite Research Center, Zhejiang University, Hangzhou 310007, China.

Key Laboratory of Micro/Nano-Satellite Research, Hangzhou 310007, China.

出版信息

Micromachines (Basel). 2021 Nov 29;12(12):1483. doi: 10.3390/mi12121483.

Abstract

This study investigated the effects of structural dimension variation arising from fabrication imperfections or active structural design on the vibration characteristics of a (100) single crystal silicon (SCS) ring-based Coriolis vibratory gyroscope. A mathematical model considering the geometrical irregularities and the anisotropy of Young's modulus was developed via Lagrange's equations for simulating the dynamical behavior of an imperfect ring-based gyroscope. The dynamical analyses are focused on the effects on the frequency split between two vibration modes of interest as well as the rotation of the principal axis of the 2 mode pair, leading to modal coupling and the degradation of gyroscopic sensitivity. While both anisotropic Young's modulus and nonideal deep trench verticality affect the frequency difference between two vibration modes, they have little contribution to deflecting the principal axis of the 2 mode pair. However, the 4 variations in the width of both the ring and the supporting beams cause modal coupling to occur and the degenerate 2 mode pair to split in frequency. To aid the optimal design of MEMS ring-based gyroscopic sensors that has relatively high robustness to fabrication tolerance, a geometrical compensation based on the developed model is demonstrated to identify the geometries of the ring and the suspension.

摘要

本研究调查了由制造缺陷或主动结构设计引起的结构尺寸变化对基于(100)单晶硅(SCS)环的科里奥利振动陀螺仪振动特性的影响。通过拉格朗日方程建立了一个考虑几何不规则性和杨氏模量各向异性的数学模型,用于模拟基于 imperfect 环的陀螺仪的动力学行为。动力学分析主要关注对两个感兴趣振动模式之间的频率分裂以及 2 模式对主轴旋转的影响,这会导致模态耦合和陀螺灵敏度的降低。虽然各向异性杨氏模量和非理想深沟槽垂直度都会影响两个振动模式之间的频率差,但它们对使 2 模式对的主轴发生偏转的贡献很小。然而,环和支撑梁宽度的 4 种变化会导致模态耦合的发生以及简并的 2 模式对在频率上分裂。为了帮助对制造公差具有相对较高鲁棒性的基于 MEMS 环的陀螺传感器进行优化设计,基于所开发模型展示了一种几何补偿方法,以确定环和悬架的几何形状。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/c0e1/8703920/120b973fc8c0/micromachines-12-01483-g001.jpg

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