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首页> 外文期刊>Journal of Micromechanics and Microengineering >Simulation studies on nonlinear dynamics and chaos in a MEMS cantilever control system
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Simulation studies on nonlinear dynamics and chaos in a MEMS cantilever control system

机译:MEMS悬臂控制系统中非线性动力学和混沌的仿真研究

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摘要

We discovered period doubling and chaos in a simulated MEMS cantilever system with electrostatic sensing and actuation, intended for a MEMS based mass storage chip, with and without servo control. We used a graphical interface for a Poincare map method that allowed us to simulate multiple initial conditions simultaneously. We investigated both the static and dynamic instabilities of the MEMS cantilever system subjected to weak and strong disturbances. We observed bistability and a Hopf bifurcation in the closed loop controlled cantilever system without disturbances. We simulated the loop gain and the phase margin when the system was subjected to weak disturbances. Furthermore, we have found the period doubling, chaos and strange attractors for both the open and closed loop cantilever systems subjected to strong disturbances. For one case the stable operation range is significantly reduced by 25% because of a chaotic response.
机译:我们在带有静电感应和驱动的模拟MEMS悬臂系统中发现了周期加倍和混乱的情况,该系统旨在用于带有和不带有伺服控制的基于MEMS的大容量存储芯片。我们将图形界面用于Poincare映射方法,该方法允许我们同时模拟多个初始条件。我们研究了受到弱干扰和强干扰的MEMS悬臂系统的静态和动态不稳定性。我们观察了在无干扰的闭环控制悬臂系统中的双稳态和霍普夫分支。当系统受到微弱干扰时,我们模拟了环路增益和相位裕度。此外,我们发现开环和闭环悬臂系统的周期倍增,混沌和奇异的吸引子都受到强烈干扰。在一种情况下,由于混沌响应,稳定的工作范围明显降低了25%。

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