Computer Methods in Applied Mechanics and Engineering
Applications of a fast multipole Galerkin in boundary element method in linear elastostatics
Computing and Visualization in Science
Automatic coupling of a boundary element code with a commercial finite element system
Advances in Engineering Software
Fast multipole method applied to elastostatic BEM-FEM coupling
Computers and Structures
A natural stress boundary integral equation for calculating the near boundary stress field
Computers and Structures
Boundary element analysis of structures with bridged interfacial cracks
Computational Mechanics
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A substantial computational advantage can often be obtained by replacing the solver for the governing linear system of equations, inside a linear elastic Finite Element program, with a Boundary Element code implemented so as to calculate displacements (and, if required, stresses) in the same internal points (nodes and Gauss points) where the original Finite Element code would provide an output. The analysis of several test problems shows that, even in the unfavorable case of 2D geometries, this modification of the Finite Element method becomes rapidly convenient as the density of the starting Finite Element mesh increases.