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Electro-dynamic behavior of an electrically actuated micro-beam: Effects of initial curvature and nonlinear deformation

机译:电驱动微束的电动行为:初始曲率和非线性变形的影响

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摘要

This paper presents a curved beam model for the nonlinear electro-dynamic analysis of micro-beams with initial curvature, taking into account the nonlinear electric force and nonlinear deformation. The governing equations of motion and boundary conditions are derived in an arc coordinate system. Unlike previous studies based on von Karman nonlinearity or considering mid-plane stretching only, the present study does not involve any assumptions on nonlinear deformation. Differential quadrature method and Petzold-Gear BDF method are employed to obtain the nonlinear electro-dynamic behavior of curved micro-beams. The effects of nonlinear deformation, initial gap and initial rise on the nonlinear electro-dynamic characteristics are studied.
机译:该文提出了一种考虑非线性电力和非线性变形的微光束非线性电动力学分析曲梁模型。运动和边界条件的控制方程是在圆弧坐标系中推导的。与之前基于von Karman非线性或仅考虑中平面拉伸的研究不同,本研究不涉及任何关于非线性变形的假设。采用差分正交法和Petzold-Gear BDF法得到了曲面微束的非线性电动力学行为。研究了非线性变形、初始间隙和初始上升对非线性电动力学特性的影响。

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