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Three-Dimensional Elastic Stress and Displacement Analysis of Finite Circular Geometry Solids Containing Cracks

机译:含裂纹有限圆几何固体的三维弹性应力与位移分析

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A seminumerical method is presented for solving a set of coupled partial differential equations subject to mixed and coupled boundary conditions. The use of this method is illustrated by obtaining solutions for two circular geometry and mixed boundary value problems in three-dimensional elasticity. Stress and displacement distributions are calculated in an axisymmetric, circular bar of finite dimensions containing a penny-shaped crack. Approximate results for an annular plate containing internal surface cracks are also presented. (Author)

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