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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Drop Impact Analysis of Cushioning System with an Elastic Critical Component of Cantilever Beam Type
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Drop Impact Analysis of Cushioning System with an Elastic Critical Component of Cantilever Beam Type

机译:悬臂梁型弹性关键构件缓冲系统跌落冲击分析

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In some electronic products and sculpture crafts, there are possibly vulnerable elements that can be idealized as cantilever beam type, failure of which will certainly lead the whole product to lose function. Based on the critical component of cantilever beam type, a nonlinear coupling dynamics model between the critical component and the item was established. The computing procedure of the model was designed using finite difference scheme. A numerical example shows that the acceleration changes notably with the length of the critical component, and the cantilevered end of the critical component is liable to be damaged, because the dynamic stress there is the largest. In this case, the maximum acceleration just cannot serve as the damaged criterion of the packaged goods, only with the maximum stress value. In order to avoid making a mistake, it is necessary to consider the critical component as an elastic element. The maximum stress of the cantilever beam surpasses the proportional limit of elastic components or is not an effective structural strength to determine whether the product loses its functions.
机译:在某些电子产品和雕塑工艺品中,可能存在易受伤害的元素,可以将其理想化为悬臂梁类型,如果出现故障,肯定会导致整个产品失去功能。基于悬臂梁类型的关键成分,建立了关键成分与物品之间的非线性耦合动力学模型。使用有限差分方案设计了模型的计算程序。数值算例表明,加速度随关键构件的长度而显着变化,并且关键构件的悬臂端容易受到损坏,因为那里的动应力最大。在这种情况下,仅在最大应力值的情况下,最大加速度才不能用作包装物品的损坏标准。为了避免出错,有必要将关键组件视为弹性元件。悬臂梁的最大应力超过了弹性组件的比例极限,或者不是确定产品是否丧失功能的有效结构强度。

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