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Dynamic in-plane compression of Miura-ori patterned metamaterials

机译:Miura-ori图案超材料的动态面内压缩

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The responses of Miura-ori patterned metamaterials to in-plane dynamic compression are studied for several scenarios, namely: compression of uniform density metamaterials at a constant velocity and impulsive loading modelled as an impact with initial velocity, and a mass impact of a metamaterial with graded density. Analytical models of the dynamic strength enhancement, impact velocity attenuation and energy absorption are proposed for materials with uniform initial density and materials with positive density gradient. Attention is paid to the influence of the material topology governed by the initial dihedral angle gamma(0) on the dynamic response of origami based stationary blocks with equal densities. The propagation of disturbances-velocity and nominal strains-along the samples is analysed and it is shown that the localisation is more pronounced for small values of gamma(0). Different from other open cell materials (e.g. foam and honeycomb), the propagation speed of the yield stress, which corresponds to the quasi-static strength, is not related to the elastic properties of the metamaterial in the form of precursor elastic wave as it is governed by the inertial properties of the cells due to the local structural softening. Therefore, the in-plane dynamic compression of Miura-ori patterned metamaterials cannot be directly interpreted by means of the shock wave theory commonly used for cellular materials with different topologies. Nonetheless it is shown that, similarly to other cellular materials, the Miura-ori patterned metamaterials exhibit increased energy absorption capacity when increasing the loading rate. However, the dynamic energy absorption capacity of the analysed metamaterials in not uniquely defined by their relative density and is strongly dependent on their topology. The analytical models are verified by numerical simulations.
机译:在以下几种情况下研究了Miura-ori图案化超材料对平面内动态压缩的响应,即:匀速均匀密度超材料的压缩和模拟为初始速度影响的脉冲载荷,以及超材料的质量冲击。分级密度。提出了具有均匀初始密度的材料和具有正密度梯度的材料的动态强度增强,冲击速度衰减和能量吸收的分析模型。注意由初始二面角γ(0)决定的材料拓扑结构对基于折纸的等密度固定块的动力响应的影响。分析了沿样本的扰动-速度和名义应变的传播,结果表明,对于较小的gamma(0)值,定位更加明显。与其他开孔材料(例如泡沫和蜂窝材料)不同,屈服应力的传播速度(对应于准静态强度)与前体弹性波形式的超材料的弹性特性无关。由于局部结构软化,受到细胞惯性的控制。因此,不能通过通常用于具有不同拓扑的细胞材料的冲击波理论来直接解释Miura-ori图案化超材料的平面内动态压缩。然而,已经表明,与其他细胞材料类似,Miura-ori图案化的超材料在增加加载速率时表现出增加的能量吸收能力。然而,被分析的超材料的动态能量吸收能力不是由它们的相对密度唯一地定义的,而在很大程度上取决于它们的拓扑结构。分析模型通过数值模拟验证。

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