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Periodic structure with interconnected nonlinear electrical networks

机译:具有互连非线性网络的周期结构

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This article aims at investigating the filtering abilities of periodic structures with nonlinear interconnected synchronized switch damping on inductor electrical networks. Periodic structures without electrical networks themselves naturally have the function of filtering since the structure response breaks into pass bands and stop bands when the structure is excited by an external force with multiple or varying frequencies. Introduction of linear electrical networks in the periodic structure makes stop bands of the structure wider than that of the structure without electrical networks. However, nonlinear piezoelectric electrical networks may have better effect on the mechanical wave attenuation than linear piezoelectric electrical networks in terms of frequency band. Therefore, this article proposes a piezoelectric periodic structure with nonlinear interconnected synchronized switch damping on short-circuit/synchronized switch damping on inductor electrical network. A transfer matrix formulation including the interconnected electrical network is also proposed for deriving the characteristics of elastic wave propagation. The results show that the proposed technique permits enhancing the damping abilities in particular frequency bands compared to electrically independent periodic cells, which, combined with structural tailoring, would allow achieving high damping performance.
机译:本文旨在研究电感器网络上具有非线性互连的同步开关阻尼的周期性结构的滤波能力。没有电气网络的周期性结构本身自然具有滤波功能,因为当结构受到多个或变化频率的外力激发时,结构响应会分解为通带和阻带。在周期性结构中引入线性电网使得该结构的阻带比没有电网的结构的阻带更宽。但是,就频带而言,非线性压电网络可能比线性压电网络对机械波衰减有更好的影响。因此,本文提出了一种压电周期结构,其具有短路时的非线性互连同步开关阻尼/电感器网络上的同步开关阻尼。还提出了包含互连电网的传递矩阵公式,以推导弹性波传播的特性。结果表明,与电独立周期单元相比,所提出的技术可以增强特定频段的阻尼能力,结合结构调整,可以实现高阻尼性能。

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