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T-Stress solutions for a semi-elliptical axial surface crack in a cylinder subjected to mode-I non-uniform stress distributions

机译:T-应力解决方案,用于圆柱体中的半椭圆轴向表面裂纹,受到I型非均匀应力分布

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摘要

This paper presents the T-stress solutions (T11 and T33) for semi-elliptical axial surface cracks in a cylinder subjected to mode-I non-uniform stress on the crack surface. Two cylindrical geometries with inner radius (Ri) to wall thickness (t) ratios Ri/t = 5 and 10 were considered. The T-stresses were applied along the crack front for normalized crack depth values a/t of 0.2, 0.4 and 0.5 and aspect ratios a/c of 0.2, 0.4, 0.6 and 1.0. Three stress distribution; uniform, linear and parabolic were applied to the crack face. In addition to these solutions, concrete formulation of the superposition principle is given for the T33-stress, which is known as an elastic parameter that describes the out-of-plane crack tip constraint effect. Then, the validity of the formulation was shown through application of our T-stress solutions to the problem of an axial semi-elliptical surface crack in a cylinder subjected to internal pressure, and checking that the principle of superposition holds for the problem.
机译:本文提出了圆柱表面半椭圆形轴向裂纹的T应力解(T11和T33),该圆柱体在裂纹表面上受到I型非均匀应力。考虑了两个圆柱几何形状,其内半径(Ri)与壁厚(t)的比率Ri / t = 5和10。沿裂纹前沿施加T应力,以使归一化的裂纹深度值a / t为0.2、0.4和0.5,纵横比a / c为0.2、0.4、0.6和1.0。三种应力分布;均匀,线性和抛物线形应用于裂纹面。除了这些解决方案之外,还为T33应力提供了叠加原理的具体公式,该公式被称为弹性参数,用于描述面外裂纹尖端约束效应。然后,通过将我们的T应力解决方案应用于承受内压的圆柱体中轴向半椭圆形表面裂纹问题,并检查叠加原理是否适用于该问题,从而证明了该配方的有效性。

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