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In-plane Cushioning Optimization of Multilayer Regular Triangular Honeycombs

机译:多层常规三角形蜂窝的平面内缓冲优化

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A finite element model is designed to obtain the mechanical parameters about cushioning property of multilayer regular triangular honeycombs under the in-plane crushing loadings with high impact velocities. A simplified energy absorption model is put forward to evaluate the energy absorption performance, which shows that the optimal energy absorption per unit volume is related to dynamic plateau stress and dynamic densification strain. Both depend on the configuration parameters of representative cell and impact velocity. From the physical analysis and discussion of the numerical results, the empirical formulas of dynamic densification strain and dynamic plateau stress are suggested in terms of configuration parameters and impact velocity. Based on these empirical formulas, a feasible cushioning optimization algorithm is put forward and presented.
机译:有限元模型设计用于在具有高冲击速度的平面压碎载荷下获得关于多层常规三角形蜂窝状的缓冲性能的机械参数。提出了一种简化的能量吸收模型来评估能量吸收性能,表明每单位体积的最佳能量吸收与动态高原应力和动态致密化应变有关。两者都依赖于代表性小区的配置参数和冲击速度。根据数值结果的物理分析和讨论,在配置参数和冲击速度方面提出了动态致密化应变和动态平台应力的经验公式。基于这些实证公式,提出了一种可行的缓冲优化算法。

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