2022
DOI: 10.1007/s00339-022-05267-9
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Mass inertia moment-based design of band gap characteristics in zigzag beam-supported stepped phononic crystals

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Cited by 8 publications
(6 citation statements)
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“…The relative band gap range of the cubic metamaterial proposed in the first row of table 1 is 132%. As the internal spherical resonator functions as a dense core, the energy of elastic waves becomes more localized within [64] Photopolymer High-resolution micro stereo lithography apparatus 73.7% Elmadih et al [65] Nylon PA12 Laser powder bed melting 26%-68% Guo and Zhang [16] AlSi10Mg Selective laser melting 48.7% Wang et al [66] Ti-6Al-4V Tungsten inert gas welding 33.0%…”
Section: Vibration Reduction Results and Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…The relative band gap range of the cubic metamaterial proposed in the first row of table 1 is 132%. As the internal spherical resonator functions as a dense core, the energy of elastic waves becomes more localized within [64] Photopolymer High-resolution micro stereo lithography apparatus 73.7% Elmadih et al [65] Nylon PA12 Laser powder bed melting 26%-68% Guo and Zhang [16] AlSi10Mg Selective laser melting 48.7% Wang et al [66] Ti-6Al-4V Tungsten inert gas welding 33.0%…”
Section: Vibration Reduction Results and Discussionmentioning
confidence: 99%
“…Within this construct, the expected formation of band gaps effectively inhibits wave propagation [10][11][12]. Exploiting these band gap characteristics allows for the deliberate design of novel phenomena, including negative refraction [13], advanced filtering mechanisms [14], and directional waveguides [15], combining both Bragg scattering [16][17][18][19] and local resonance [20][21][22][23] mechanisms in wave controlling metamaterials.…”
Section: Introductionmentioning
confidence: 99%
“…Various topology optimization strategies have been used in phononic materials to maximize the band gap between two adjacent bands in the phononic band diagram, where the common design variables correspond to the material properties or geometrical characteristics of the struts used to create the lattice. Some of the optimization tools used include genetic algorithms (GA) (Gazonas et al, 2006;Bilal and Hussein, 2011;Liu et al, 2014), particle swarm optimization (PSO) (Guo and Zhang, 2022;Tikani, Ziaei-Rad, and Moosavi, 2023), bidirectional evolutionary structural optimization (BESO) (Fan et al, 2016), and gradient-based optimization algorithms (Yi et al, 2019;Quinteros et al, 2021a;Cool et al, 2024). Other investigations have implemented multiobjective optimization strategies for phononic materials, considering mass or stiffness restrictions (Dong et al, 2014), the topology of perforated plates (Hedayatrasa et al, 2016b), or phononic plates with tunable band gaps under equiaxial stretch (Hedayatrasa et al, 2016a).…”
Section: Introductionmentioning
confidence: 99%
“…Kang et al 17 reformulated the optimal layout design of the space vehicle structure, considering attitude control effort as a topology optimization problem for minimum compliance under constraints on mass moments of inertia. Guo and Zhang 18 connected the structural performance with the material properties and geometrical features in the design process to analyze the mass inertia moment of the zigzag beam-supported. Takezawa et al 19 took the spindle inertia as the design variable and proposed a new structural optimization method.…”
Section: Introductionmentioning
confidence: 99%