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Dynamic Analysis of a Torsional MEMS Scanner Mirror, Part 2: Sensitivity Analysis Framework

机译:扭转MEMS扫描镜的动态分析,第2部分:灵敏度分析框架

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摘要

Next generation optical Micro Electro Mechanical Systems (MEMS) such as micro mirrors and micro scanners will extend the resolution and sensitivity offered by their predecessors. It is advantageous to predict the performance of such systems early in the design stage. In this study, we developed a sensitivity analysis framework to investigate the effect of the modal and physical parameters on the performance of a torsional MEMS scanner. The sensitivity framework described in this paper is related to the disturbance analysis framework which was introduced in the first part of this study. Disturbance analysis framework uses the Lyapunov Approach to obtain root-mean-square (RMS) values of the mirror rotation angle under the effect of a disturbance torque. Analytical formulas were derived for the calculation of the modal parameter sensitivities and the results were verified by the finite difference method. The analytical formulas for the calculation of physical parameter sensitivities were described but they were found to be very inefficient due to the complexity and computational expense in calculating the eigenvalue and eigenvector derivatives included in these equations. Instead, the finite difference method was used to calculate the physical parameter sensitivities for the torsional MEMS scanner.
机译:诸如微镜和微扫描仪之类的下一代光学微机电系统(MEMS)将扩展其前辈所提供的分辨率和灵敏度。在设计阶段的早期预测此类系统的性能是有利的。在这项研究中,我们开发了一个灵敏度分析框架,以研究模态和物理参数对扭转MEMS扫描仪性能的影响。本文描述的敏感性框架与在本研究的第一部分中介绍的干扰分析框架有关。扰动分析框架使用Lyapunov方法在扰动转矩的作用下获得反射镜旋转角度的均方根(RMS)值。推导了模态参数灵敏度计算公式,并通过有限差分法对结果进行了验证。描述了用于计算物理参数灵敏度的分析公式,但是由于计算这些方程中包括的特征值和特征向量导数的复杂性和计算费用,发现它们非常低效。取而代之的是,使用有限差分法来计算扭转MEMS扫描仪的物理参数灵敏度。

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