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AN EXPERIMENTAL INVESTIGATION OF ACOUSTIC BAND GAPS AND LOCALIZATION IN GRANULAR ELASTIC CHAINS

机译:粒状弹性链的声带隙及定位的实验研究

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We assembled a chain composed of a periodic arrangement of aluminum and steel spheres encased in a 4-rod polycarbonate holder with tunable static precompression applied by means of a lever actuated system. To excite periodic oscillations we perturbed the chain with a piezo-stack actuator driven by both continuous and finite bursts of a sinusoidally varying periodic signal. The amplitude of the periodic signal ranged from linear to strongly nonlinear regimes. We report the tunability of the frequency range for the band gap edges as a function of the material parameters, chain geometry and stress conditioning. We analyze the data by means of force-time plot and Fast Fourier Transforms (FFT). We observe a dramatic reduction of the transmitted wave amplitude for harmonic excitations with fundamental frequencies within the gap. The application of both continuous and short bursts of perturbation allows for observation of different dynamic phenomena at selected frequency ranges (in particular close to the lower optical branch edge). By varying the amplitude of the dynamic excitation (and therefore the level of the nonlinearity present in the system) we seek localized discrete breathing modes and surface instabilities. The comparison between continuum theory, discrete numerical modeling and experiments show a qualitative agreement and provide fundamental understanding for future investigation and numerous engineering applications. The challenges and considerations involved with the construction of an experimental system capable of capturing and leveraging on the described phenomena will be detailed.
机译:我们组装了一个链条,该链条由铝和钢球的周期性排列组成,并装在4杆聚碳酸酯支架中,并通过杠杆驱动系统施加可调的静态预压。为了激发周期性振荡,我们用压电堆栈致动器来扰动链条,该致动器由正弦变化的周期性信号的连续和有限脉冲串驱动。周期信号的幅度范围从线性到强烈非线性。我们报告了带隙边缘的频率范围的可调谐性,它是材料参数,链几何形状和应力调节的函数。我们通过力时图和快速傅立叶变换(FFT)来分析数据。我们观察到在间隙内具有基频的谐波激励的透射波幅度急剧下降。连续和短时脉冲串的应用允许在选定的频率范围(特别是靠近下部光分支边缘)观察到不同的动态现象。通过改变动态激励的幅度(从而改变系统中存在的非线性程度),我们寻求局部离散的呼吸模式和表面不稳定性。连续理论,离散数值模型和实验之间的比较显示出定性的一致性,并为将来的研究和众多工程应用提供了基本的了解。将详细描述与能够捕获和利用所描述现象的实验系统的构建有关的挑战和考虑因素。

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