离散化
非线性系统
物理
共振(粒子物理)
振动
激发
联轴节(管道)
激发态
经典力学
微电子机械系统
振幅
不变(物理)
相空间
有限元法
运动方程
非线性共振
数学分析
光学
声学
原子物理学
数学
量子力学
材料科学
冶金
热力学
作者
Andrea Opreni,M. Furlan,Andreea Bursuc,Nicolò Boni,Gianluca Mendicino,Roberto Carminati,Attilio Frangi
摘要
Resonant modal interaction is a nonlinear dynamic phenomenon observed in structures excited at large vibration amplitudes. In the present work, we report the experimental evidence of a 1:1 internal resonance in a symmetric resonant micromirror. The experiments are complemented with a reduced model obtained from the 3D finite element discretization of the device by parametrizing the system motion along a low dimensional invariant set of the phase space. The presence of coupling monomials in the governing equations makes the resulting dynamics non-linearizable. Both model and experimental data show the existence of a complex pattern of multiple stable solutions for a given value of the excitation frequency.
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