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BOUNDARY VALUE PROBLEM METHOD TO INVESTIGATE SUPERHARMONIC RESONANCE OF MEMS RESONATORS

机译:探讨MEMS谐振器的超高距谐振的边值问题方法

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This paper deals with two different methods to analyze the amplitude frequency response of an electrostatically actuated micro resonator. The methods used in this paper are the method of multiple scales, which is an analytical method with one mode of vibration. The other method is based on system of odes which is derived using the partial differential equation of motion, as well as the boundary conditions. This system is then solved using a built in matlab function known as BVP4C. Results are then shown comparing the two methods, under a variety of parameters, including the influence of damping, voltage, and fringe.
机译:本文涉及两种不同的方法来分析静电致动的微谐振器的幅度频率响应。本文中使用的方法是多个尺度的方法,这是一种具有一种振动模式的分析方法。另一种方法基于使用运动的部分微分方程以及边界条件导出的ODES系统。然后使用称为BVP4C的MATLAB函数的内置MATLAB函数来解决该系统。然后显示结果比较两种方法,包括在各种参数下,包括阻尼,电压和边缘的影响。

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