Implementation of Triply Poly Minimal Surfaces in Design of Phononic Crystals and Acoustic Metamaterials

Daniel Saatchi, I. Oh
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Abstract

Triply Poly Minimal Surfaces (TPMS) are three dimensional periodic lattice structures with a trigonometric relationship in their unit cell that can be implemented for acoustic applications including acoustic metamaterials and Phononic crystals. The necessity and demand in the ultrasound and acoustic industry for new materials pave the way to investigate further mechanical wave research into the different shape of engineered metamaterials that usually does not exist in nature for different purposes. This paper presents a design pipeline for Schwarz Primitive acoustic metamaterial from the mathematically driven stage of computational design of the unit cell with the utilization of finite element method to simulate the Phononic bandgaps, acoustic pressure, wave propagations, sound pressure levels, and sound transmission loss. The effect of periodic, Floquet, symmetry, & dipole boundary conditions as well as the effect of the upstream and downstream numerical domain extension on the final transmission loss signal in the simulations are compared. These numerical evaluations are important for future experimental acoustic measurement in the different impedance tubes with different microphone positions and sample setups. Finally, the initial stage of additive manufacturing using Stereolithography 3D printing technology for the fabrication of TPMS sample to compare the numerical data with experimental acoustic data is addressed as well as its potential applications to use in the different industries.
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三聚极小面在声子晶体及声学超材料设计中的应用
三层聚极小表面(TPMS)是具有三角关系的三维周期性晶格结构,可用于声学应用,包括声学超材料和声子晶体。超声波和声学工业对新材料的需要和需求为进一步研究机械波研究铺平了道路,使自然界中通常不存在的不同形状的工程超材料具有不同的用途。本文从单元格计算设计的数学驱动阶段出发,利用有限元方法模拟声子带隙、声压、波传播、声压级和传声损失,提出了Schwarz原始声学超材料的设计流程。比较了周期边界条件、Floquet边界条件、对称边界条件和偶极边界条件以及上游和下游数值域扩展对最终传输损耗信号的影响。这些数值计算对于今后在不同阻抗管、不同传声器位置和采样设置下的声学实验测量具有重要意义。最后,介绍了利用立体光刻3D打印技术制造TPMS样品的初始阶段,将数值数据与实验声学数据进行比较,以及其在不同行业中的潜在应用。
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