Extensive studies on hexagonal honeycombs under in-plane compression have demonstrated that the structure’s symmetry plays a decisive part in the emergence of deformation patterns in post-bifurcated configurations. In this work, the aim is to take advantage of this property by presenting a new group-theoretic approach to list the various attainable post-bifurcated patterns of periodic architectured materials.

中文翻译：

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使用群论工具预测建筑材料的分叉后模式

对面内压缩下的六边形蜂窝体的广泛研究表明，结构的对称性对于分叉后结构中变形模式的出现起着决定性的作用。在这项工作中，目的是通过提出一种新的群论方法来列出周期性建筑材料的各种可实现的分叉后模式，从而利用这一特性。