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Transient Response Research of Micro Spring-mass System Impacted by Half-sinusoid Pulse

机译:半正弦脉冲对微弹簧质量系统的瞬态响应研究

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To study dynamic characteristics of a spring-mass system with a feature size of about 15um, the physical model and kinetic equation of the system were established. Based on the theorem of momentum, the conservation of mass and energy, and the vibration theory of single degree of freedom system, the displacement formula of the response of a spring mass system under a half-sine acceleration pulse is derived. The finite element analysis software Ansys12.1 Workbench is used to conduct modal and dynamic simulations. The relative errors of the deduced formula calculation results and the simulation results are less than 2%, which prove the correctness of the formula. Studies have shown that we can distinguish different acceleration excitations by finding a spring mass systems with different response displacements.
机译:为了研究特征尺寸约为15um的弹簧质量系统的动力学特性,建立了该系统的物理模型和动力学方程。基于动量定理,质量和能量守恒,以及单自由度系统的振动理论,推导了半正弦加速度脉冲下弹簧质量系统响应的位移公式。有限元分析软件Ansys12.1 Workbench用于进行模态和动态仿真。推导的公式计算结果与仿真结果的相对误差小于2%,证明了公式的正确性。研究表明,我们可以通过找到具有不同响应位移的弹簧质量系统来区分不同的加速度激励。

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