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Asymptotic analysis of stress singularities in composite laminates by the boundary finite element method

机译:边界元有限元法渐近分析复合材料层合板的应力奇异性

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The present contribution contains asymptotic studies of stress singularities which occur in the vicinity of interfaces at straight free edges and also at free corners of composite laminates where two straight free edges intersect. The computations are performed by the boundary finite element method (BFEM) which only requires a boundary discretization and which in essence is a boundary element method solely relying on standard finite element formulations. The BFEM does not require the knowledge of a fundamental solution and reduces the spatial dimension of the discretizational effort by one. Anisotropic material behaviour is incorporated without difficulties. As the BFEM requires certain similarity or scaling properties of the given structural situation and involves the closed-form solution of a system of differential equations for the displacement components with respect to the scaling direction, it can also be characterized as a hybrid or semi-analytical method.
机译:本贡献包含应力奇异性的渐近研究,应力奇异性发生在两个直的自由边缘相交的复合材料层合板的直的自由边缘处以及界面的附近。计算是通过边界有限元方法(BFEM)执行的,该方法仅需要边界离散化,本质上是仅依赖于标准有限元公式的边界元方法。 BFEM不需要基础解决方案的知识,并且可以将离散化工作的空间维度减少一倍。毫不费力地合并了各向异性材料的行为。由于BFEM需要在给定的结构情况下具有某些相似性或缩放属性,并且涉及位移分量相对于缩放方向的微分方程组的封闭形式解,因此也可以将其表征为混合或半解析方法。

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