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Dropping Impact Characteristics Analysis of a Cubic Nonlinear Packaging System with a Cantilever Beam Type Elastic Critical Component with Concentrated Tip Mass

机译:悬臂梁型弹性临界组件集中尖端质量的立方非线性包装系统跌落冲击特性分析

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A mathematical model for a cubic nonlinear packaging system with a cantilever beam type critical component with concentrated tip mass is proposed. The finite element method and the implicit finite difference method together with the Rung-Kutta method are applied to study the dropping impact dynamics of the critical component and the effect of system parameters, such as the value of the concentrated tip mass and the frequency of the main component, is discussed. The results show that the relative displacement and acceleration change remarkably with the length of the cantilever beam, and the maximum internal stress occurs at the joint end of the critical component. With the increase of the value of the concentrated tip mass and/or a higher frequency of the main component, the amplitudes of the responses increase obviously.
机译:提出了具有悬臂梁式临界成分且尖端质量集中的三次非线性包装系统的数学模型。应用有限元法和隐式有限差分法以及Rung-Kutta方法研究关键部件的落下冲击动力学以及系统参数的影响,例如集中尖端质量的值和振动频率。主要组成部分,进行讨论。结果表明,相对位移和加速度随悬臂梁长度的变化而显着变化,最大内应力发生在关键构件的结合端。随着尖端浓度的增加和/或主成分频率的增加,响应幅度明显增加。

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