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Measurement of the Young's modulus using micro-cantilevered beam actuated by electrostatic force

机译:使用静电力致动的微悬臂梁的杨氏模量测量

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摘要

Determining the Young's modulus accurately is important in micro-electro-mechanical systems (MEMS) design. Generally, the Young's modulus of a micro-component is measured by the resonance method, of which the actuation is electrostatic force. However, this method does not take the effect of the electrostatic force on the resonant frequency into consideration. Thus, the test error becomes more obvious as the DC voltage increases. In this paper, an improved resonance method, determining the Young's modulus of a micro-cantilever beam, is proposed, which takes the nonlinearity of the electrostatic force into consideration. This method has three obvious advantages: only one simple micro-cantilevered beam sample is needed; it is unnecessary to find the initial thickness of the gas film between the beam and the substrate; the accuracy of the measurement result of the Young's modulus is improved. In order to obtain the resonant frequency of a cantilevered beam actuated by a DC voltage, the dynamic equations of the micro-cantilevered beam in multi-field coupled situations are established, and the effect of the electrostatic force on the resonant frequency of the microbeam is investigated. Results show that, the Young's modulus can be found by measuring the resonant frequency and DC voltage. The dynamics performances of the micro-structure are influenced by the nonlinearity of the electrostatic force, and the electrostatic effect should be observed especially when the beam becomes smaller, through general studies. Finally, the experimental principle of measuring the Young's modulus is designed and conducted to verify these theories. The Young's modulus of brass is measured exactly.
机译:在微机电系统(MEMS)设计中,精确地确定杨氏模量非常重要。通常,通过谐振方法测量微组分的杨氏模量,其中致动是静电力。然而,这种方法不考虑静电频率对谐振频率的影响。因此,随着DC电压的增加,测试误差变得更加明显。本文提出了一种改进的共振方法,确定微悬臂梁的杨氏模量,其考虑了静电力的非线性。这种方法具有三种明显的优点:只需要一个简单的微悬臂梁样品;不需要在梁和基板之间找到气体膜的初始厚度;改善了杨氏模量的测量结果的准确性。为了获得由DC电压致动的悬臂梁的谐振频率,建立了多场耦合情况下的微悬臂梁的动态方程,并且静电力对微波的谐振频率的影响是调查。结果表明,通过测量谐振频率和直流电压,可以找到杨氏模量。微结构的动力学性能受到静电力的非线性的影响,特别是当通过一般研究时,应特别观察到静电效应。最后,设计并进行了测量杨氏模量的实验原理,以验证这些理论。杨氏模量精确地测量。

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