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Cushioning Optimization of Multilayer Regularly-arranged Circular Honeycombs under In-plane Crushing Loadings

机译:在面内破碎载荷下的多层定期排列圆形蜂窝的缓冲优化

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To realize the cushioning optimization of multilayer regularly-arranged circular honeycombs under in-plane crushing loadings with high impact velocities, a finite element model is introduced to obtain the cushioning mechanical parameters. A simplified energy absorption model is used to evaluate the cushioning performance, which shows that the cushioning performance is related to dynamic plateau stress and dynamic densification strain. The impact velocity, deformation mode and configuration parameters determine them. Empirical formulas of critical velocity of deformation mode transition, dynamic densification strain and dynamic plateau stress are given from the discussion of numerical results. A feasible cushioning optimization algorithm is presented in detail.
机译:为了实现具有高冲击速度的平面压碎负载下的多层规则布置的圆形蜂窝的缓冲优化,引入了有限元模型以获得缓冲机械参数。简化的能量吸收模型用于评估缓冲性能,表明缓冲性能与动态平台应力和动态致密化应变有关。冲击速度,变形模式和配置参数确定它们。从数值结果讨论给出了变形模式过渡的临界速度,动态致密化应变和动态平台应力的经验公式。详细介绍了一种可行的缓冲优化算法。

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