Analysis of the Elastic Fundamental Solution by Finite Element Method
In this paper, the Kelvin’s solution, the Boussinesq’s solution and their generalized solutions defined in 2 and 3 dimensional region are considered as the elastic fundamental solution. These solutions can be classified to the one with a logarithm singularity and with a power type’s singularity. The method of finite element analysis for each solution is proposed and the numerical results are shown in this paper.
KeywordsBoundary Element Method Dimensional Solution Stress Boundary Condition Dimensional Region Logarithm Singularity
Unable to display preview. Download preview PDF.