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The influence of elastic waves on dynamic stress intensity factors (three-dimensional problems)

机译:弹性波对动应力强度因子的影响(三维问题)

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摘要

The fundamental solutions of the displacement discontinuity for three-dimensional problems in Laplace space are deduced in this paper. The displacement discontinuity method and the equivalent stress method were combined and used to determine dynamic stress intensity factors for three-dimensional time-dependent crack problems. The stress intensity factors were calculated for dynamically loaded cracks with rectangular, circular, and elliptical crack fronts. The influence of elasticity waves (in particular surface waves) on the magnitude of the stress intensity factor and on the displacement of the crack surfaces was analysed.
机译:本文推导了拉普拉斯空间中三维问题位移不连续性的基本解。结合位移不连续法和等效应力法,确定了三维时变裂纹问题的动应力强度因子。计算了具有矩形,圆形和椭圆形裂纹前沿的动态载荷裂纹的应力强度因子。分析了弹性波(特别是表面波)对应力强度因子的大小和裂纹表面位移的影响。

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