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A NUMERICAL BOUNDARY EIGENVALUE PROBLEM FOR ELASTIC CRACKS IN FREE AND HALF SPACE
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作者 Darko Volkov 《Journal of Computational Mathematics》 SCIE CSCD 2011年第5期543-573,共31页
We present in this paper a numerical method for hypersingular boundary integral equations. This method was developed for planar crack problems: additional edge singularities are known to develop in that case. This pa... We present in this paper a numerical method for hypersingular boundary integral equations. This method was developed for planar crack problems: additional edge singularities are known to develop in that case. This paper includes a rigorous error analysis proving the convergence of our numerical scheme. Three types of examples are covered: the Laplace equation in free space, the linear elasticity equation in free space, and in half space. 展开更多
关键词 Hypersingular boundary integral equations numerical error analysis Eigen-value problems Faults in free space and half space Somigliana tensor of the second kindin free space and in half space.
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