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Formulation of the boundary element method in the wavenumber-frequency domain based on the thin layer method

机译:基于薄层法的波数-频域边界元法的表述

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This paper links the boundary element method (BEM) and the thin-layer method (TLM) in the context of structures that are invariant in one direction and for which the equations of motion can be formulated in the wavenumber-frequency domain (2.5D domain). The proposed combination differs from previous formulations in that one of the inverse Fourier transforms and the Green's functions (GF) integrals are obtained in closed form. This strategy is not only supremely efficient, but also avoids singularities when the collocation point belongs to the integrating boundary element, and provides accurate evaluations of the coefficients of the boundary element matrices. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文将边界元方法(BEM)和薄层方法(TLM)结合在一个方向不变的结构中,并可以在波数-频域(2.5D域)中建立运动方程)。所提出的组合与以前的公式的不同之处在于,傅立叶逆变换和格林函数(GF)积分之一是通过封闭形式获得的。该策略不仅效率极高,而且在搭配点属于积分边界元素时避免了奇点,并提供了对边界元素矩阵系数的准确评估。 (C)2015 Elsevier Ltd.保留所有权利。

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