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TWO-DIRECTIONAL SWITCHING OF BISTABLE CURVED MICRO BEAMS BY FRINGING ELECTROSTATIC FIELDS

机译:边缘静电场对双稳态弯曲微束的双向切换

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In this work we investigate the feasibility of two-directional switching of a pre-buckled electrostatically actuated micro beam operated by a single electrode fabricated from the same structural layer. The distributed electrostatic force, which is engendered by the asymmetry of the fringing fields in the deformed state, acts in the direction opposite to the deflection of the beam and is of a restoring nature. The reduced order model was built using the Galerkin decomposition and verified using the results of the numerical solution of the differential equation. The actuating force was approximated by fitting the results of the numerical solution of the electrostatic problem. Static stability analysis reveals that the presence of the restoring electrostatic force may result in the suppression of the snap-through instability. We show that two-directional switching of a pre-buckled beam between two stable configurations and bistability cannot be achieved using quasistatic loading but are possible through dynamic instability mechanism. We demonstrate that switching associated with the dynamic snap-through takes place within certain interval of actuation voltages and pulse durations. Theoretical results illustrate the feasibility of the suggested operational principle as an efficient mechanism with application to nonvolatile mechanical memory devices.
机译:在这项工作中,我们研究了由相同结构层制造的单个电极对预屈曲的静电驱动微束进行双向转换的可行性。在变形状态下由边缘场的不对称性产生的分布静电力沿与电子束偏转相反的方向起作用,并且具有恢复性。使用Galerkin分解建立降阶模型,并使用微分方程数值解的结果进行验证。通过拟合静电问题数值解的结果来估算驱动力。静态稳定性分析表明,恢复静电力的存在可能导致抑制突跳不稳定性。我们表明,使用准静态载荷无法实现预屈曲梁在两个稳定配置和双稳态之间的双向切换,但可以通过动态不稳定性机制实现。我们证明,与动态捕捉相关的切换发生在一定的驱动电压和脉冲持续时间间隔内。理论结果说明了所建议的操作原理作为应用于非易失性机械存储设备的有效机制的可行性。

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