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首页> 外文期刊>Current Journal of Applied Science and Technology >Finite Element Modeling of Timoshenko Micro-beamBased MEMS Sensor Behavior against Variation inPoisson’s Ratio
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Finite Element Modeling of Timoshenko Micro-beamBased MEMS Sensor Behavior against Variation inPoisson’s Ratio

机译:Timoshenko基于微束的MEMS传感器行为对泊松比变化的有限元建模

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Epoxy Micro-beams are used in microelectromechanical systems (MEMS) for sensoring applications in two operating mode of deflection and resonant frequency shift. One of the main questions in micro-beam based MEMS sensors behavior is effect of Poisson’s ratio on the deflection and resonant frequency of the micro-beam. In this study, two epoxy Timoshenko microbeams with different dimensions were modeled based on the finite element method considering the effects of variation in Poisson’s ratio. The results of this analysis indicated that change in the Poisson’s ratio of the microbeams does not significantly affect the deflection and resonant frequency. Therefore, in the design of the microbeam based microelectromechanical systems where Poisson’s ratio is one of the system variables, the FEM analysis ensures that changes in the environmental conditions affecting Poisson’s ratio would not affect the system outputs. There was a good agreement between the results of this study and those obtained based on the strain gradient elasticity theory, classical theory, and the couple stress theory.
机译:环氧树脂微束用于微机电系统(MEMS)中,以偏转和共振频移两种工作模式进行传感应用。基于微波束的MEMS传感器性能的主要问题之一是泊松比对微波束的偏转和共振频率的影响。在这项研究中,考虑了泊松比变化的影响,基于有限元方法对两种尺寸不同的环氧季莫申科微束进行了建模。分析结果表明,微束的泊松比的变化不会显着影响偏转和共振频率。因此,在基于微束的微机电系统的设计中,泊松比是系统变量之一,FEM分析确保了影响泊松比的环境条件的变化不会影响系统输出。本研究结果与基于应变梯度弹性理论,经典理论和偶应力理论获得的结果之间有很好的一致性。

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