首页> 外文期刊>Trends in Applied Sciences Research >Modeling Effects of Three Nano-scale Physical Phenomena on Instability Voltage of Multi-layer MEMS/NEMS: Material Size Dependency, van der Waals Force and Non-classic Support Conditions
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Modeling Effects of Three Nano-scale Physical Phenomena on Instability Voltage of Multi-layer MEMS/NEMS: Material Size Dependency, van der Waals Force and Non-classic Support Conditions

机译:三种纳米尺度物理现象对多层MEMS / NEMS失稳电压的建模效果:材料尺寸依赖性,范德华力和非经典支撑条件

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Although many microano-electromechanical systems (MEMS/NEMS) are implemented by multi-layer components, only few researchers have modeled the instability of these multi-layer structures. Herein, the electrostatic instability of multi-layer MEMS/NEMS is modeled using a non-classic continuum mechanics theory. Three nano-scale physical phenomena which highly affect the pull-in performance of MEMS/NEMS including size dependency, van der Waals force and non-classic support conditions have been considered in the model for the first time. The modified couple stress theory is applied to examine the size effect on the instability of the MEMS/NEMS at submicron separations. The proposed model takes non-classic boundary conditions into account using translational and rotational springs at supported end of the MEMS/NEMS. In order to solve the constitutive equation of the MEMS/NEMS, modified Adomian decomposition method is employed as well as lumped parameter model and numerical method. The obtained analytical solution is more accurate than lumped model and agrees well with numerical one. The results reveal significant influence of the size dependency, elastic boundary condition and van der Waals attraction on the pull-in characteristics of MEMS/NEMS.
机译:尽管许多微/纳米机电系统(MEMS / NEMS)是由多层组件实现的,但只有很少的研究人员对这些多层结构的不稳定性进行建模。本文中,使用非经典连续力学原理对多层MEMS / NEMS的静电不稳定性进行建模。在模型中首次考虑了三种会严重影响MEMS / NEMS插入性能的纳米级物理现象,包括尺寸依赖性,范德华力和非经典支撑条件。改进的耦合应力理论被用于检验尺寸对亚微米分离时MEMS / NEMS不稳定性的影响。所提出的模型在MEMS / NEMS的支撑端使用平移和旋转弹簧考虑了非经典边界条件。为了求解MEMS / NEMS的本构方程,采用改进的Adomian分解方法以及集总参数模型和数值方法。所获得的解析解比集总模型更准确,并且与数值解吻合得很好。结果表明,尺寸依赖性,弹性边界条件和范德华力吸引对MEMS / NEMS的引入特性有重大影响。

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