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COUPLING OF ASSUMED STRESS FINITE ELEMENT AND BOUNDARY ELEMENT METHODS WITH STRESS-TRACTION EQUILIBRIUM

机译:假定应力有限元与边界元法与应力-牵引平衡的耦合

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摘要

In this study, the stress based finite element method is coupled with the boundary element method in two different ways. In the first one, the ordinary distribution matrix is used for coupling. In the second one, the stress traction equilibrium is used at the interface line of both regions as a new coupling process. This new coupling procedure is presented without a distribution matrix. Several case studies are solved for the validation of the developed coupling procedure. The results of case studies are compared with the distribution matrix coupling, displacement based finite element method, assumed stress finite element method, boundary element method, ANSYS and analytical results whenever possible. It is shown that the coupling of the stress traction equilibrium with assumed stress finite elements gives as accurate results as those by the distribution matrix coupling.
机译:在这项研究中,基于应力的有限元方法与边界元方法以两种不同的方式结合在一起。在第一个中,将普通分布矩阵用于耦合。在第二个过程中,在两个区域的交界处使用应力牵引平衡作为新的耦合过程。提出了这种新的耦合过程,而没有分布矩阵。解决了一些案例研究,以验证开发的耦合程序。将案例研究的结果与分布矩阵耦合,基于位移的有限元方法,假定的应力有限元方法,边界元方法,ANSYS以及可能的分析结果进行比较。结果表明,应力牵引平衡与假定的应力有限元的耦合给出的结果与分布矩阵耦合的结果一样准确。

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