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Reflection and scattering analysis of sh-wave using a combined method of bem and ray theory

机译:使用BEM和RAY理论的SH波的反射分散分析

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An elastic wave scattering in an infinite plate is a simple but important problem to understand behaviors of ultrasound used in a non-destructive testing. In implementing UT(ultrasonic testing) simulation numerically, it is desired to find a scattered field at an observation point taking into account an interaction between a defect and its adjacent boundary. To achieve this end by the conventional BEM(Boundary Element Method), which uses the fundamental solution for an unbounded medium, discretization of the free surfaces in addition to the boundary of a defect is required. When the whole UT system including a transmitter and a receiver must be considered in the simulation, the discretized area of the free surface becomes very large. Therefore, the conventional BEM analysis with the model like this takes an unacceptably large computational time when a plate thickness and/or a distance between the transmission and the reception points of ultrasound are large as compared to the incident wave length. From this reason, a more computationally efficient numerical method has to be developed for UT simulation with a thick plate model.
机译:无限制板中的弹性波散射是一种简单但重要的问题,以了解在非破坏性测试中使用的超声波的行为。在数值上实现UT(超声波测试)模拟时,期望在观察点找到一个散射的场,考虑到缺陷和其相邻边界之间的相互作用。为了通过传统的BEM(边界元素方法)来实现这一端,其使用针对未束缚的介质的基本解决方案,除了需要除了缺陷的边界之外的自由表面的离散化。当在模拟中考虑包括发射机和接收器的整个UT系统时,自由表面的离散区域变得非常大。因此,利用这样的模型中的常规BEM分析需要时相比于入射波长的板厚度和/或变速器和超声波的接收点之间的距离是大的不可接受的大的计算时间。从这个原因,必须使用厚板模型开发更多的计算有效的数值方法,以便使用厚板模型进行UT模拟。

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