Exploration of Layer Specific Dimensional Multipliers in Modified Unit Cell Synthesis Method Meta-Materials for Nonlinear Applications

Samuel J. Franklin, G. Fadel, N. Coutris, Gang Li, M. Castanier
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Abstract

Topology optimization of periodic metamaterials for structural applications usually results in uniformly distributed cells. This paper presents a novel concept designed to better tailor unit cell-based meta-material designs for nonlinear structural applications. First, previous work in the development of a systematic method for the construction and optimization of these advanced materials is reviewed. Results of a previous case study for the design of meta-material backer pads for the wheels of the Abrams tank are presented to provide a platform for the introduction of layer specific dimensional multipliers, dubbed “size factors”. These add an additional layer of complexity for the previously designed homogeneous materials. The methodology behind the size factors is presented and the implementation of the “size factors”, as it pertains to the meta-materials designed using the Modified Unit Cell Synthesis method, is then discussed. Initial assumptions for a final size factor arrangement are presented, prompting the creation of two optimization procedures to compare against one another. Results for both optimizations are obtained and while both show an increase in nonlinearity over the original material, the unorganized arrangement of the parameters results in the most optimal designs, with near zero error between the target and obtained non-linear force-strain relationships.
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改进单晶合成方法中层特定维乘法器的探索及非线性应用
用于结构应用的周期性超材料的拓扑优化通常导致均匀分布的单元。本文提出了一种新颖的概念,旨在更好地为非线性结构应用定制基于单元胞的超材料设计。首先,回顾了以前在构建和优化这些先进材料的系统方法方面的工作。本文介绍了先前针对艾布拉姆斯坦克车轮的超材料衬垫设计的案例研究结果,为引入特定层的尺寸倍增器(称为“尺寸因子”)提供了一个平台。这为之前设计的均匀材料增加了额外的复杂性。介绍了尺寸因子背后的方法,并讨论了“尺寸因子”的实现,因为它与使用改性单细胞合成方法设计的超材料有关。提出了最终尺寸因子安排的初始假设,提示创建两个优化程序以相互比较。得到了两种优化的结果,虽然两种优化都显示出比原始材料非线性程度的增加,但参数的无组织排列导致了最优设计,目标与得到的非线性力-应变关系之间的误差接近于零。
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