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DYNAMIC TRAPPING IN BI-STABLE ELECTROSTATICALLY ACTUATED CURVED MICRO BEAMS

机译:双稳态静电驱动弯曲微梁中的动态陷波

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摘要

Micro and nano devices incorporating bistable structural elements such as micro beams are designed to exploit the fact that the latter possess two stable configurations at the same actuation force. Generally, the transition of a micro beam from one table state to another, namely the snap-through which is essentially dynamic phenomenon, can be initiated by either static or dynamic activations. In this work, results of theoretical and numerical investigations of the transient dynamics of a pre-stressed initially curved double clamped micro beams actuated by a time dependent electrostatic load are presented. We show by means of a reduced order model of a shallow beam, derived using the Galerkin procedure, that the beam may exhibit various types of responses. For certain beam characteristics, the second stable state is inaccessible under a static loading but is attainable only by means of a specially tailored dynamic actuation. This gives way to the possibility of trapping the dynamically bistable beam at a stable configuration which is close to the electrode by applying special loading sequences.
机译:结合了双稳态结构元件(例如,微束)的微型和纳米设备旨在利用这样的事实,即后者在相同的驱动力下具有两个稳定的配置。通常,微束从一个工作台状态到另一工作台状态的过渡,即本质上是动态现象的突跳,可以通过静态或动态激活来启动。在这项工作中,提出了由受时间影响的静电负载驱动的预应力初始弯曲双夹持微梁的瞬态动力学的理论和数值研究结果。通过使用Galerkin程序导出的浅光束的降阶模型,我们可以证明光束可能表现出各种类型的响应。对于某些射束特性,在静态载荷下无法达到第二稳定状态,但只能通过专门定制的动态致动来达到。这样就可以通过施加特殊的加载顺序,以接近电极的稳定配置捕获动态双稳态光束。

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