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arXiv 2408.09146physics.app-phcond-mat.other
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在非线性声子晶体中演示双向非对称频率转换

Demonstrating a Bi-directional Asymmetric Frequency Conversion in Nonlinear Phononic Crystals

Yeongtae Jang, Beomseok Oh, Eunho Kim, Junsuk Rho

AI总结:

本研究在具有局域共振的圆柱束晶体中,通过非线性接触、空间非对称与局域共振耦合实现双向非对称频率转换,验证了可调波输运调控,为相关非线性物理领域研究提供启发。

摘要:

在保守系统的约束之外,改变波的传播频率已成为多个物理领域的关键因素。本快报演示了双向非对称频率转换——可实现向上或向下的频率转换,其特性取决于弹性域内的激发方向,突破了单向方法的局限。我们在圆柱束晶体这一模型系统中通过数值模拟和实验验证了该效应的实际实现,圆柱束晶体是一种具有本征局域共振特性的颗粒晶体。这种新型波输运机制通过非线性接触、空间非对称性以及局域共振的耦合共同作用实现。得益于所提出的高度可调架构,我们演示了多种调控波输运的方式,包括可调频率转换。由于我们采用的局域共振是免交叉(即强耦合效应)的典型案例,本研究可为支持材料/结构共振的各类非线性物理领域研究提供启发。

英文摘要:

Beyond the constraints of conservative systems, altering wave propagation frequency emerges as a crucial factor across diverse physical domains. This Letter demonstrates bi-directional asymmetric frequency conversion -- either upward or downward -- depending on the excitation direction in the elastic domain, moving beyond uni-directional approaches. We numerically and experimentally demonstrate its practical realization in a model system of cylindrical beam crystals, a type of granular crystal characterized by intrinsic local resonance. This novel wave transport mechanism operates through the interplay of nonlinear contact, spatial asymmetry, and the coupling of local resonance. Thanks to the proposed highly tunable architecture, we demonstrate various ways to manipulate wave transport, including tunable frequency conversion. Given that the local resonance we employ exemplifies avoided crossings (i.e., a strong coupling effect), our work may inspire investigations into diverse physical nonlinear domains that support material/structural resonance.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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