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Multi-scale wave propagation modelling for two-dimensional periodic textile composites

机译:二维周期性纺织复合材料的多尺度波传播建模

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摘要

In this article, a method allowing vibro-acoustic and ultrasonic wave propagation analysis of highly anisotropic textile composites at a mesoscopic level is presented for the first time. The method combines the advantages of mode-based Component Mode Synthesis (CMS) that allows reduction of the size of the Dynamic Stiffness Matrix (DSM) of a textile unit cell, and of a Wave Finite Element Method (WFEM), which associates the Periodic Structure Theory (PST) with standard Finite Element Method (FEM). The scheme presented allows the study of the wave propagation properties of a periodic structure by modelling only a unit cell. A multi-scale approach is used to enable the comparison of standard vibrational analysis of textile composite structures, using homogenised properties, with a more complex analysis, where the mesoscale properties of the structure are preserved. It is shown for two different types of weaves that using a standard homogenised model results in significant errors in the dispersion curves. Also band-gap behaviour within specific frequency ranges are successfully predicted using the mesoscale models, whereas it was not observed in the macroscale ones.
机译:在本文中,首次提出了一种允许在介观水平上对高度各向异性的纺织品复合材料进行振动声波传播和超声波传播分析的方法。该方法结合了基于模式的组件模式综合(CMS)的优势,该模式可以减小纺织品单元的动态刚度矩阵(DSM)的大小,以及与周期性相关的波动有限元方法(WFEM)的优势。使用标准有限元方法(FEM)的结构理论(PST)。提出的方案允许通过仅对晶胞建模来研究周期性结构的波传播特性。使用多尺度方法可以比较使用均质特性的纺织品复合结构的标准振动分析和更复杂的分析,该结构保留了结构的中尺度特性。结果表明,对于两种不同类型的编织,使用标准均质化模型会导致色散曲线出现明显误差。使用中尺度模型还可以成功预测特定频率范围内的带隙行为,而在宏观尺度模型中未观察到。

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