Graph-based design of irregular metamaterials

In the field of metamaterial research, irregular structures offer a novel and less conventional approach compared to traditional periodic designs. Designing irregular metamaterials is challenging when it comes to ensuring interconnectivity, which is essential for manufacturability. This study introd...

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Vydáno v:International journal of mechanical sciences Ročník 295; s. 110203
Hlavní autoři: Karimi Mahabadi, Rayehe, Chen, Zhi, Ogren, Alexander C., Zhang, Han, Daraio, Chiara, Rudin, Cynthia, Brinson, L. Catherine
Médium: Journal Article
Jazyk:angličtina
Vydáno: Elsevier Ltd 01.06.2025
Témata:
Acoustic
Design
Graph algorithm
Irregular
Metamaterial
Design
Irregular
Acoustic
Metamaterial
Graph algorithm
ISSN:0020-7403
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Shrnutí:In the field of metamaterial research, irregular structures offer a novel and less conventional approach compared to traditional periodic designs. Designing irregular metamaterials is challenging when it comes to ensuring interconnectivity, which is essential for manufacturability. This study introduces an innovative framework for generating irregular metamaterials using graph algorithms, ensuring connectivity and adaptability across various base shapes, including cylinders, triangles, pyramids, and cubes. By employing graph algorithms, our framework enhances the intuitiveness and efficiency of design representation and manipulation, streamlining the design process. The framework generates families of designs that exhibit a wide range of property magnitudes that can be adjusted intuitively by modifying the input parameters. The rapid design process allows many designs to be generated, offering the user a multitude of solutions around the target property range. The designs can be effectively implemented in various fields and subjected to diverse analytical studies, including static, dynamic, and eigenfrequency assessments. We illustrate computational results for two key properties (stiffness and acoustic impedance), showcasing the method’s effectiveness through examples ranging from rod-based to cube-based designs. The framework not only advances metamaterial research but also creates new opportunities for innovation in fields requiring customized material properties. [Display omitted] •Efficient and fast method to design families of irregular metamaterials.•Using spanning trees within graphs to ensure interconnectivity of designs.•Versatile and adaptable to base elements like rods, triangles, pyramids, and cubes.•Capable of designing isotropic and anisotropic designs.•Enables designing metamaterials with directional strength in desired regions.
ISSN:0020-7403
DOI:10.1016/j.ijmecsci.2025.110203