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Transient Wave Propagation in a Functionally Graded Slab and Mult Hayered Medium Subjected to Dynamic Loadings

机译:功能梯度板和多层介质在动态载荷作用下的瞬态波传播

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摘要

In this article, the transient response in a functionally graded material (FGM) slab is analyzed by Laplace transform technique. The numerical Laplace inversion (Durbin's formula) is used to calculate the dynamic behavior of the FGM slab. The slab is subjected an uniform loading at the upper surface, and the lower surface are assumed to be traction-free or fixed conditions. The analytical solutions are presented in the transform domain and the numerical Laplace inversion is performed to obtain the transient response in time domain. To take the accuracy and computational efficiency in consideration, Durbin's method is suitable for calculating the long-time response. In addition, the FGM slab is approximated as a multilayered medium with homogeneous material in each layer, and the transient responses of FGM formulation and multilayered solution are discussed in detail.
机译:在本文中,通过Laplace变换技术分析了功能梯度材料(FGM)平板中的瞬态响应。拉普拉斯数值反演(Durbin公式)用于计算FGM板的动力学行为。平板在上表面受到均匀的载荷,下表面被假定为无牵引或固定状态。在变换域中给出了解析解,并进行了数值拉普拉斯反演以获得时域中的瞬态响应。考虑到精度和计算效率,Durbin的方法适用于计算长时间响应。此外,FGM平板近似为每一层中均质材料的多层介质,并且详细讨论了FGM配方和多层溶液的瞬态响应。

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