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Experimental Testing of Vibration Mitigation in 3D-Printed Architected Metastructures

机译:三维印刷架构机构中减振的实验测试

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摘要

Band gaps in metamaterials and phononic crystals provide a way to engineer vibration mitigation into a material's geometry. Here, we present a comprehensive experimental characterization of band gaps in lattice-resonator metastructures, which have been previously analyzed with finite element simulations, to better understand this phenomenon in 3D-printed materials. We fabricate the metastructures with a new approach to obtain multimaterial structures using stereolithography. We experimentally characterize the material's frequency-dependent storage and loss modulus over the band gap frequencies to confirm that the measured band gaps are due to geometry and not due to material properties. Experimental results using both frequency sweep and impulse excitations show that band gaps and attenuation efficiencies strongly depend on the lattice geometry as well as loading direction, and a comparison between axial and bending excitation responses reveals frequency ranges of "fluid-like" and "optical-like" behaviors. Comparison between finite element simulations and experimental results demonstrate the robustness of the metastructure design. While the experiments used here are well established, their combination allows us to gain additional insights into band gaps measurements. Specifically, we show that the coherence function, a common concept in signal processing, is a strong predictor of band gaps in linear materials and that the attenuation efficiency inside the measured band gap can be physically limited by fluid-structure interactions.
机译:带状材料和张素晶体中的带隙提供了一种方法来改造振动减缓材料的几何形状。这里,我们在格子 - 谐振器区域中的带隙的综合实验表征,先前已经用有限元模拟分析,以更好地了解在3D印刷材料中的这种现象。我们用一种新方法制造该机构,以使用立体光刻获得多国结构。我们通过在带隙频率上进行实验表征材料的频率依赖存储和损耗模量,以确认测量的带空隙是由于几何形状而不是由于材料特性。使用频率扫描和脉冲激励的实验结果表明,带隙和衰减效率强烈地取决于晶格几何形状以及装载方向,以及轴向和弯曲励磁响应之间的比较揭示了“流体状”和“光学”的频率范围。喜欢“行为。有限元模拟与实验结果之间的比较展示了机构设计的鲁棒性。虽然这里使用的实验已经完善,但它们的组合使我们能够进入带隙测量的额外洞察。具体地,我们表明,相干函数是信号处理中的共同概念,是线性材料中的带间隙的强预测因子,并且测量的带隙内的衰减效率可以物理地受流体结构相互作用的限制。

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