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Unraveling tensegrity tessellations for metamaterials with tunable stiffness and bandgaps

机译:解开具有可调刚度和带隙的超常材料的张力镶嵌

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Tensegrity structures resemble biological tissues: A structural system that holds an internal balance of prestress. Owing to the presence of prestress, biological tissues can dramatically change their properties, making tensegrity a promising platform for tunable and functional metamaterials. However, tensegrity metamaterials require harmony between form and force in an infinitely-periodic scale, which makes the design of such systems challenging. In order to explore the full potential of tensegrity metamaterials, a systematic design approach is required. In this work, we propose an automated design framework that provides access to unlimited tensegrity metamaterial designs. The framework generates tensegrity metamaterials by tessellating blocks with designated geometries that are aware of the system periodicity. In particular, our formulation allows creation of Class-1 (i.e., floating struts) tensegrity metamaterials. We show that tensegrity metamaterials offer tunable effective elastic moduli, Poisson's ratio, and phononic bandgaps by properly changing their prestress levels, which provide a new dimension of programmability beyond geometry. (C) 2019 Published by Elsevier Ltd.
机译:张力结构类似于生物组织:保持预应力内部平衡的结构系统。由于存在预应力,生物组织可以显着改变其特性,从而使张力成为可调谐和功能性超材料的有前途的平台。但是,张力超材料要求形状和力之间的和谐无穷大,这使这种系统的设计具有挑战性。为了探索张力超材料的全部潜力,需要一种系统的设计方法。在这项工作中,我们提出了一个自动设计框架,该框架提供了对无限张紧超材料设计的访问。该框架通过对具有指定几何形状的块进行细分来生成张力系统超材料,这些已知几何形状知道系统的周期性。特别是,我们的公式允许创建1类(即,浮撑)张力性超材料。我们显示,通过适当地改变其预应力水平,张力超常材料可提供可调节的有效弹性模量,泊松比和声子带隙,从而提供了超越几何形状的可编程性的新维度。 (C)2019由Elsevier Ltd.发布

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