格子(音乐)
复合数
三元运算
材料科学
方格
遗传算法
带隙
凝聚态物理
有限元法
二进制数
拓扑(电路)
晶体结构
算法
数学
物理
光电子学
计算机科学
数学优化
复合材料
声学
结晶学
组合数学
化学
热力学
程序设计语言
算术
伊辛模型
摘要
This paper proposed a two-dimensional composite square lattice structure containing two kinds of inclusions (polymethylmethacrylate and T2 copper). To maximize the relative widths of the gaps between the adjacent energy bands of the phononic crystals (PnCs), an improved multi-parameter genetic algorithm was adopted in this paper. The material distribution and ligament sizes were considered simultaneously by ternary encoding and binary encoding. The propagation wave behaviors of the composite lattice structures were studied by the finite element method. The effects of different lattice shapes and other relevant influencing parameters on the bandgaps were discussed. The results showed that the lattice shape, ligament width, and material density affect the width and the location of the bandgaps, and the effectiveness of the proposed method was demonstrated by a transmission spectrum experiment.
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