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Contour integral calculations for generalized creep laws within ABAQUS

机译:ABAQUS中广义蠕变定律的轮廓积分计算

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This paper reports time-dependent C(t)-integral calculations for generalized creep laws using the user subroutine CREEP within the general-purpose FE code, ABAQUS (ABAQUS Version 5.8. User's Manual (1999)). The evaluation of the strain energy density rate function is emphasized. As examples, the external circumferential cracked cylinder subject to mechanical loading and combined mechanical and thermal loading was considered for two different generalized creep laws, the #theta# -projection creep law and a secondary-tertiary creep law. The resulting ABAQUS C(t)-integral results were then compared with the results from another FE code, BERSAFE (BERSAFE User's Guides (1999)), to check reliability of the ABAQUS calculations. Excellent agreement between these results provides confidence in the ABAQUS C(t)-integral calculation for generalized creep laws.
机译:本文使用通用FE代码ABAQUS(ABAQUS版本5.8。用户手册(1999年))中的用户子例程CREEP报告了广义蠕变定律的时间相关C(t)积分计算。强调应变能密度速率函数的评估。作为示例,考虑到两个不同的广义蠕变定律,即θthe-投影蠕变定律和次级-三次蠕变定律,对经受机械载荷以及机械和热载荷组合的外周裂纹圆柱体进行了研究。然后将所得的ABAQUS C(t)积分结果与另一个FE代码BERSAFE(BERSAFE用户指南(1999))的结果进行比较,以检查ABAQUS计算的可靠性。这些结果之间的出色一致性为广义蠕变定律的ABAQUS C(t)积分计算提供了信心。

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