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Axisymmetric semi-analytical finite elements for modelling waves in buried/submerged fluid-filled waveguides

机译:轴对称半解析有限元,用于对埋入式/淹没式流体波导中的波进行建模

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Efficient and accurate predictions of wave propagation are a vital component of wave-based non-destructive interrogation techniques. Although a variety of models are available in the literature, most of them are suited to a particular wave type or a specific frequency regime. In this paper we present a multi-wave model for wave propagation in axisymmetric fluid-filled waveguides, either buried or sub-merged in a fluid, based on the semi-analytical finite elements. The cross-section is discretised with high-order spectral elements to achieve high efficiency, and the singularities resulting from adopting a Lobatto scheme at the axis of symmetry are handled appropriately. The surrounding medium is modelled with a perfectly matched layer, and a practical rule of choice of its parameters, based only on the material properties and the geometry of the waveguide, is derived. To represent the fluid and the solid-fluid coupling, an acoustic SAFE element and appropriate coupling relationships are formulated. The model is validated against both numerical results from the literature and experiments, and the comparisons show very good agreement. Finally, an implementation of the method in Python is made available with this publication. (C) 2017 Elsevier Ltd. All rights reserved.
机译:波浪传播的有效而准确的预测是基于波浪的无损询问技术的重要组成部分。尽管文献中提供了多种模型,但大多数模型都适合于特定的波类型或特定的频率范围。在本文中,我们基于半解析有限元,提出了一种在轴对称流体填充波导(埋入或淹没在流体中)中传播的多波模型。横截面采用高阶光谱元素离散化,以实现高效率,并且适当处理了在对称轴上采用Lobatto方案产生的奇点。用完美匹配的层对周围介质建模,然后仅根据材料属性和波导的几何形状得出选择其参数的实用规则。为了表示流体和固液耦合,制定了声学SAFE元素和适当的耦合关系。该模型针对文献和实验的数值结果进行了验证,比较结果显示出很好的一致性。最后,该出版物提供了Python中方法的实现。 (C)2017 Elsevier Ltd.保留所有权利。

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