用于形状变形应用的四贴片多稳定复合材料层压板设计

Jebin Biju, G. Fadel, Suyi Li, O. Myers
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引用次数: 0

摘要

薄型双稳态复合材料层合板由于其材料特性和不对称层合特性,可用于形状变形应用。这些层压板被称为双稳态,因为它们可以被折成两个或更多稳定的形状。一个单一的双稳态贴片可以产生简单的圆柱形,当多个这样的贴片组装成一个单一的多贴片层压板时,它们会产生更复杂的形状和多个稳定的形状,可以在形状变形应用中找到广泛的实际用途。现有的解析模型可以从材料性能和层合板几何形状的输入近似地求得层合板的稳定形状。该模型与有限元分析和实验结果吻合较好,可用于多贴片层合板的设计。在本研究中,我们利用这些解析模型来求解四片网格层压板,并创建了一种基于优化的设计方法来解决给定目标形状的反问题,从而得到层压板参数。提出了两种方法,其中一种以单一稳定形状为目标,另一种以两个稳定形状为目标,这两个稳定形状是弹穿前后的形状。这项工作将有助于了解如何使用优化设计多贴片层压板。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of Four-Patch Multi-Stable Composite Laminates for Shape Morphing Applications
Thin bistable composite laminates can be used for shape morphing applications by virtue of their material properties and asymmetric ply layup. These laminates are called bistable because they can be snapped into two or more stable shapes. A single bistable patch can result in simple cylindrical shapes and when multiple such patches are assembled into a single multi-patch laminate they result in more complex shapes and multiple stable shapes that can find wide practical use in shape morphing applications. Analytical models exist that can approximate the stable shapes of the laminates from the input of material properties and laminate geometry. And these models correlate with FEA and experiment to a satisfactory degree and could be used for the design of multi patch laminates. In this research, we make use of these analytical models that solve for a four-patch grid laminate and create a design method based on optimization to solve the reverse problem to arrive at the laminate parameters given the target shape(s). Two approaches are presented wherein one targets a single stable shape and the other targets two stable shapes which are the shapes before and after snap through. This work would be useful to understand how multi-patch laminates could be designed using optimization.
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