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Parallel computing of wave propagation in three dimensional functionally graded media

机译:三维功能梯度介质中波传播的并行计算

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Parallel computing techniques are employed to investigate wave propagation in three-dimensional functionally graded media. In order to obtain effective and efficient parallel finite element mesh representation, a topology-based data structure (TopS) and a parallel framework for unstructured mesh (ParFUM) are integrated. The parallel computing framework is verified by solving a cantilever example, while the Rayleigh wave speed in functionally graded media is investigated by comparing the results with the homogeneous case. The computational results illustrate that when the elastic modulus of a graded media increase along the depth direction, the Rayleigh wave speed of a graded media is higher than the speed of a homogeneous media with the same material properties on the surface.
机译:并行计算技术用于研究三维功能梯度介质中的波传播。为了获得有效和高效的并行有限元网格表示,将基于拓扑的数据结构(TopS)和非结构化网格的并行框架(ParFUM)集成在一起。通过求解一个悬臂实例验证了并行计算框架,同时通过将结果与同类情况进行比较来研究功能梯度介质中的瑞利波速度。计算结果表明,当渐变介质的弹性模量沿深度方向增加时,渐变介质的瑞利波速度高于表面具有相同材料特性的均质介质的速度。

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