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Uncertainty quantification in polysilicon MEMS through on-chip testing and reduced-order modelling

机译:通过片上测试和降阶建模对多晶硅MEMS中的不确定度进行量化

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In this paper, micro-scale uncertainties affecting the behaviour of microelectromechanical systems (MEMS) are investigated through a mixed numerical/experimental approach. An on-chip test device has been designed and fabricated using standard MEMS fabrication techniques, to deform a (microstructured) polysilicon beam. To interpret the experimental data and also the relevant scatterings in the system response, a high fidelity, parametric finite element (FE) model of the device is developed in ANSYS. Uncertainties in the parameters governing the polysilicon mechanical properties and the geometry of the movable structure are estimated through an inverse analysis. To systematically quantify the uncertainty levels within the realm of a cost-effective statistical analysis, a model order reduction technique based on a synergy of proper orthogonal decomposition (POD) and Kriging interpolation is proposed. The resulting reduced order model is finally fed into a transitional Markov chain Monte Carlo (TMCMC) algorithm for the estimation of the unknown parameters.
机译:在本文中,通过混合数值/实验方法研究了影响微机电系统(MEMS)行为的微尺度不确定性。已经使用标准的MEMS制造技术设计和制造了一个片上测试设备,以使(微结构化的)多晶硅束变形。为了解释实验数据以及系统响应中的相关散射,在ANSYS中开发了该设备的高保真度,参数有限元(FE)模型。通过反分析来估计控制多晶硅机械性能和可移动结构的几何形状的参数的不确定性。为了在具有成本效益的统计分析领域内系统地量化不确定性水平,提出了一种基于适当正交分解(POD)和克里格插值的协同作用的模型降阶技术。最后将所得的降阶模型输入到过渡马尔可夫链蒙特卡洛(TMCMC)算法中,以估计未知参数。

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