功能分级蜂窝材料的设计方法:通过三维密度分布操纵三重周期极小曲面的设计参数

IF 4.3 3区 材料科学 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC
Emilio A. Ramírez , Nicolas Béraud , Franck Pourroy , François Villeneuve , Jorge L. Amaya , Matthieu Museau
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引用次数: 0

摘要

与密度均匀的同类材料相比,具有可变体积分数的功能分级蜂窝材料(FGCM)具有显著的优势,包括减轻重量、提高刚度和增强载荷分布。它们的设计特点通常是应用密度分布来局部改变代表性体积元件(RVE)。目前的研究探索了三周期最小面 (TPMS) 拓扑的应用,因为它们能够创建无缝和相互连接的结构,从而避免传统晶格配置中常见的应力集中问题。因此,本文介绍了一种为基于 TPMS 的 FGCM 量身定制的设计方法,允许独立或同时调整 RVE 的厚度和尺寸。本文提出并讨论了预测相对密度与原始拓扑和陀螺拓扑的 RVE 设计参数函数的模型。利用这些模型可使拓扑结构适应三维密度分布。提出的方法作为一套设计工具得以实施,并针对所研究的 TPMS 拓扑进行了说明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design methodology of functionally graded cellular materials: Manipulating design parameters of triply periodic minimal surfaces through three-dimensional density distributions

Functionally Graded Cellular Materials (FGCM) with variable volume fractions have demonstrated significant advantages, including weight reduction, improved stiffness, and enhanced load distribution, when compared to uniform density counterparts. Their design is often characterized by the application of a density distribution to locally modify Representative Volume Elements (RVEs). Current studies have explored the application of Triply Periodic Minimal Surfaces (TPMS) topologies, given their capability to create seamless and interconnected structures, thus avoiding stress concentration issues commonly encountered in traditional lattice configurations. Consequently, this paper introduces a design methodology tailored to TPMS-based FGCM allowing for independent or simultaneous adjustments of RVE thickness and size. Models for predicting relative density as a function of the RVE design parameters of Primitive and Gyroid topologies are presented and discussed. These models are employed to adapt the topologies to three-dimensional density distributions. The proposed method is implemented as a set of design tools and is illustrated for the studied TPMS topologies.

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CiteScore
7.20
自引率
4.30%
发文量
567
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