Exact(1)
A Volume Integral Equation Method (VIEM) is introduced for the solution of elastostatic problems in an unbounded isotropic elastic solid containing interacting multiple isotropic and anisotropic circular/elliptical inclusions subject to remote antiplane shear.
Similar(59)
This chapter discusses the boundary element method (BEM) for the solution of linear elastostatic problems in two dimensions.
This chapter presents the boundary element method (BEM) for the solution of linear elastostatic problems in two dimensions.
This paper presents the parallel implementation of a boundary element code for the solution of 2D elastostatic problems using linear elements.
The coupling of the singular integral operators method (SIOM) and the finite element method (FEM) is proposed for the solution of 3D elastostatic problems.
Using Hankel transforms, Sneddon and Muki developed general solutions of elastostatic problems in elastic materials occupying either halfspace or one layer regions.
The solution, obtained in a semi-inverse fashion as was the solution of the elastostatic problem for such plates, satisfies all of the boundary conditions of the problem in a pointwise manner.
Since SSE instructions are not widespread among boundary element programmers, the authors present this technique applied to a well-known Fortran program for the solution of two-dimensional elastostatic problems.
The singular integral equation represents accurately the mechanical material behaviour in the most part of elastostatic problems.
for the solution of problem (4.13).
holds for the solution of problem (1.7).
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