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Mechanics of a novel cellular structure for morphing applications

机译:用于变形应用的新型孔结构的力学

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摘要

Cellular structures could obtain mechanical properties that are inaccessible with ordinary materials. A novel zero Poisson's ratio cellular structure with low in-plane moduli and great morphing capabilities for multiple in-plane morphing is proposed in this paper. Theoretical models of the elastic constants of the structure are established and verified by the finite element method. Results show that the equivalent moduli of the structure are several orders of magnitude lower and the maximum global strains are considerably larger than those of the raw material. Meanwhile, the mechanical properties possess large changing ranges under the variations of parameters. Comparisons between the proposed structure and two existing ones indicated that the proposed structure possesses better performance and larger range of material selection for in-plane tensile morphing, while with some drawbacks for the in-plane shear morphing. The proposed structure shows great potential as core for flexible skin or flexible structure for multiple in-plane morphing applications. (C) 2019 Elsevier Masson SAS. All rights reserved.
机译:蜂窝状结构可以获得通常材料无法获得的机械性能。提出了一种新颖的零泊松比元胞结构,该结构具有低的平面内模量和强大的变形能力,可以进行多种平面内变形。建立了结构弹性常数的理论模型,并通过有限元方法进行了验证。结果表明,该结构的等效模量比原材料低几个数量级,并且最大整体应变比原材料大。同时,机械性能在参数变化下具有较大的变化范围。将该结构与现有的两种结构进行比较表明,该结构具有较好的性能和较大的面内拉伸变形材料选择范围,同时具有面内剪切变形的一些缺点。所提出的结构作为柔性皮肤的核心或用于多个平面内变形应用的柔性结构具有巨大的潜力。 (C)2019 Elsevier Masson SAS。版权所有。

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