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Transmission and band gaps of elastic SH waves in functionally graded periodic laminates

机译:功能梯度周期性层合板中弹性SH波的透射和带隙

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Time-harmonic plane elastic SH-waves propagating in periodically laminated composites with functionally graded (FG) interlayers are investigated in this paper. A finite stack of periodic layers between two identical elastic half-planes is considered. Two different power laws are used to describe the property variation of the FG interlayers within the unit-cell. Two different models are developed to deal with the FG interlayers, namely, the explicit FG model and the multilayer model. In conjunction with the transfer matrix method, the wave reflection and transmission coefficients, and band gaps of the FG periodic laminates are computed. Numerical results are presented and discussed to reveal the influences of the FG and homogeneous interlayers, the incidence angle of time-harmonic plane SH wave on the location and width of band gaps. The explicit FG model developed in this study is accurate and capable to simulate the full wave pattern within the periodic laminates, and it can be easily extended to periodic laminates with defects. The corresponding results presented in this paper may have important applications in optimizing and developing novel acoustic devices such as wave filters and noise insulators.
机译:本文研究了具有功能梯度(FG)夹层的周期性层合复合材料中传播的时谐平面弹性SH波。考虑在两个相同的弹性半平面之间的周期性层的有限堆叠。两种不同的功率定律用于描述晶胞内FG中间层的特性变化。开发了两种不同的模型来处理FG中间层,即显式FG模型和多层模型。结合传递矩阵法,计算出FG周期层压板的波反射和透射系数以及带隙。给出并讨论了数值结果,以揭示FG和均匀夹层,时谐平面SH波的入射角对带隙的位置和宽度的影响。在这项研究中开发的显式FG模型是准确的,并且能够模拟周期性层压板中的全波模式,并且可以轻松地扩展到具有缺陷的周期性层压板。本文中提出的相应结果可能在优化和开发新型声学设备(如滤波器和噪声隔离器)中具有重要的应用。

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