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Nonlinear dynamics of electrostatically actuated micro-resonator: Analytical solution by homotopy perturbation method

机译:静电微谐振器的非线性动力学:同型扰动法的分析解决方法

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摘要

Dynamic behavior of a electrostatically actuated MEMS resonator is investigated. A double clamped micro-beam under distributed DC and AC actuation is used. Corresponding single degree of freedom model is derived using Galerkin's decomposition method. Homotopy Perturbation Method (HPM) is implemented in order to derive analytical expression for frequency response of the micro-resonator. Comparison of the obtained results with the numerical simulations confirms that HPM agrees very well with numerical simulations for a wide range of parameters. Obtained analytical solution can be used for design and optimization of MEMS resonators.
机译:研究了静电致动MEMS谐振器的动态行为。使用分布式DC和AC致动下的双夹紧微光束。使用Galerkin的分解方法导出相应的单一自由度模型。实施同型扰动方法(HPM)以实现微谐振器的频率响应的分析表达。使用数值模拟的所得结果的比较证实,HPM对多种参数的数值模拟非常吻合。获得的分析解决方案可用于MEMS谐振器的设计和优化。

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