内裂自增强球形压力容器的数值计算

M. Perl, M. Steiner
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引用次数: 0

摘要

通过数值计算从容器内径发出的径向月牙形或新月形裂纹前缘的三维应力强度因子(SIF)分布,对完全或部分自增强的球形压力容器内部裂纹进行了分析。采用沿裂纹前沿的奇异单元法进行有限元分析。采用等效温度场,在有限元模型中体现了一种新的包含鲍辛格效应的自增强残余应力场。SIFs是通过j积分和位移外推方法提取的,并计算了三种容器几何形状、大范围的裂缝深度与壁厚比、各种椭圆度和三种自强化水平。详细研究了上述参数对现行SIF的影响。结果表明,自增强在降低SIF、延迟裂纹萌生、减缓裂纹扩展速率,从而大幅延长容器的疲劳寿命方面具有良好的效果。他们还强调了正确考虑鲍辛格效应的重要性,包括再屈服,并强调了三维分析的重要性。通过数值计算从容器内径发出的径向月牙形或新月形裂纹前缘的三维应力强度因子(SIF)分布,对完全或部分自增强的球形压力容器内部裂纹进行了分析。采用沿裂纹前沿的奇异单元法进行有限元分析。采用等效温度场,在有限元模型中体现了一种新的包含鲍辛格效应的自增强残余应力场。SIFs是通过j积分和位移外推方法提取的,并计算了三种容器几何形状、大范围的裂缝深度与壁厚比、各种椭圆度和三种自强化水平。详细研究了上述参数对现行SIF的影响。结果表明,自增强在降低SIF、延迟裂纹起裂、减缓裂纹扩展速度等方面具有良好的效果,从而大大降低了材料的塑性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical evaluation of an internally cracked autofrettaged spherical pressure vessel
Internally cracked, fully or partially autofrettaged, spherical pressure vessels are analyzed by numerically calculating 3-D Stress Intensity Factor (SIF) distributions along the fronts of radial lunular or crescentic cracks emanating from the vessel’s bore. The finite element (FE) method is used employing singular elements along the crack front. A novel realistic autofrettage residual stress field incorporating the Bauschinger effect is embodied in the FE model using an equivalent temperature field. The SIFs are extracted by using both the J-integral and the displacement extrapolation methods, and are calculated for three vessel geometries, a wide range of crack depth to wall thickness ratios, various ellipticities, and three levels of autofrettage. A detailed study of the influence of the above parameters on the prevailing SIF is conducted. The results attest to the favorable effect of autofrettage in reducing the SIF, delaying crack initiation, slowing down crack growth rate, and thus, substantially prolonging the fatigue life of the vessel. They also emphasize the importance of properly accounting for the Bauschinger effect including re-yielding, and highlight the significance of the 3-D analysis.Internally cracked, fully or partially autofrettaged, spherical pressure vessels are analyzed by numerically calculating 3-D Stress Intensity Factor (SIF) distributions along the fronts of radial lunular or crescentic cracks emanating from the vessel’s bore. The finite element (FE) method is used employing singular elements along the crack front. A novel realistic autofrettage residual stress field incorporating the Bauschinger effect is embodied in the FE model using an equivalent temperature field. The SIFs are extracted by using both the J-integral and the displacement extrapolation methods, and are calculated for three vessel geometries, a wide range of crack depth to wall thickness ratios, various ellipticities, and three levels of autofrettage. A detailed study of the influence of the above parameters on the prevailing SIF is conducted. The results attest to the favorable effect of autofrettage in reducing the SIF, delaying crack initiation, slowing down crack growth rate, and thus, substantially pr...
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