Modeling and numerical simulations of MEMS shutter devices

D. Mayrhofer, M. Kaltenbacher
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Abstract

. We investigate the acoustic behaviour of Micro-Electro-Mechanical-Systems (MEMS) with a focus on shutter devices. These shutter devices can be used for a new method of sound generation – which we call Advanced Digital Sound Reconstruction (ADSR) – where a redirection mechanism for sound pulses is incorporated [1]. With the help of this redirection mechanism, sound pulses can be generated which are superimposed to form an audio signal. At MEMS-scales viscous effects can play a major role regarding sound transmission. Therefore, we utilize the linearized flow equations in time domain in order to solve for the acoustic pressure while incorporating effects caused by viscous boundary layers. Furthermore, the movement of the shutter itself contributes to the overall generated sound in a negative manner. Since the generation of the sound pulses is in the ultra sound range, the generated noise by the shutter might lead to adverse effects on the human body [2]. Hence, modeling the shutter noise and understanding its generation process can help to improve the design. To model the noise generated by the shutter, we apply the arbitrary Lagrangian-Eulerian (ALE) framework to the linearized flow equations to be able to compute the noise generation on the moving geometry. The geometry update itself is governed by an artificial quasi-static mechanical problem which is solved in each step to get the new element deformation [3]. Assuming that the impact of the acoustic pressure is negligible, a simple forward coupling from the quasi-static mesh-smoothing to the the linearized flow equations is employed. Furthermore, we use a direct coupling approach to couple the acoustic wave equation to
MEMS快门器件的建模与数值模拟
. 我们研究了微机电系统(MEMS)的声学行为,重点是快门设备。这些快门装置可以用于一种新的声音生成方法——我们称之为高级数字声音重建(ADSR)——其中包含了声音脉冲的重定向机制。在这种重定向机制的帮助下,可以产生声脉冲,这些声脉冲叠加在一起形成音频信号。在mems尺度上,粘性效应对声音传输起着重要作用。因此,我们利用时域线性化的流动方程来求解声压,同时考虑粘性边界层的影响。此外,快门本身的运动以消极的方式贡献了整体产生的声音。由于声脉冲的产生处于超声范围,快门产生的噪声可能会对人体产生不良影响[2]。因此,对快门噪声进行建模并了解其产生过程有助于改进设计。为了模拟快门产生的噪声,我们将任意拉格朗日-欧拉(ALE)框架应用于线性化的流动方程,从而能够计算运动几何结构上产生的噪声。几何更新本身由一个人工的准静态力学问题控制,该问题在每一步中求解以获得新的单元变形[3]。假设声压的影响可以忽略不计,采用从准静态网格平滑到线性化流动方程的简单前向耦合。此外,我们使用直接耦合方法将声波方程与
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