Mathematical Modeling of the Nonlinear Dynamics Components of Nanoelectromechanical Sensors taking into Account Thermal, Electrical and Noise Impacts

I. Papkova, A. Krysko, M. Barulina, V. Krysko
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引用次数: 2

Abstract

A mathematical model of the vibrations of nanoelectromechanical sensors components as a nanobeam connected to an electrode at small distance was built. Nano beam was in a stationary temperature field, under impact Casimir forces, transverse alternating load and additive color noise. Geometric nonlinearity was taken into account according to the theory of Karman. In the particular case of the dependence of the Casimir force - deflection for elastic preheated beams have been studied.
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考虑热、电和噪声影响的纳米机电传感器非线性动力学元件的数学建模
建立了纳米机电传感器部件与电极小距离连接时振动的数学模型。纳米梁处于稳态温度场,受卡西米尔力、横向交变载荷和加性色噪声的影响。根据卡门理论考虑了几何非线性。在特殊情况下,研究了弹性预热梁的卡西米尔力与挠度的关系。
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