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Modeling and Analysis of Electrostatically Actuated MEMS under Combined Nonlinearities, Lorentz Force, and Mechanical Shock

Modeling and Analysis of Electrostatically Actuated MEMS under Combined Nonlinearities, Lorentz Force, and Mechanical Shock
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摘要 This paper shows an analysis ofMEM S (micro electro mechanical systems) due to Lorentz force and mechanical shock. The formulation is based on a modified couple stress theory, the von Karman geometric nonlinearity and Reynolds equation as well. The model contains a silicon microbeam, which is encircled by a stationary plate. The non-dimensional governing equations and associated boundary conditions are then solved iteratively through the Galerkin weighted method. The results show that pull-in voltage is dependent on the geometry nonlinearity. It is also demonstrated that by increasing voltage between the silicon microbeam and stationary plate, the pull-in instability happens.
出处 《Journal of Control Science and Engineering》 2016年第2期82-89,共8页 控制科学与工程(英文版)
关键词 M EM S mechanical shock NONLINEARITY PULL-IN Galerkin weighted method dimensionless parameters. 几何非线性 机械冲击 洛仑兹力 MEMS 静电驱动 微电子机械系统 合作 建模
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