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A comparison of fracture mechanics methodologies for postulated flaws embedded in the wall of a nuclear reactor pressure vessel

机译:核反应器压力容器墙壁骨折裂缝力学方法的比较

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摘要

This study continues an investigation of a computational methodology for calculating the Mode I stress intensity factor, K{sub}I, for flaws embedded in the wall of a nuclear reactor pressure vessel (RPV). The results generated by a model published by Electricite de France (EdF) for calculating linear-elastic fracture mechanics (LEFM) K{sub}I solutions for embedded flaws were compared against solutions previously generated using the EPRI NP-1181 embedded-flaw model (which provides an analytical interpretation of the ASME Boiler and Pressure Vessel Code, Section XI, Appendix A, procedure) and solutions generated using the ABAQUS finite-element computer code. For the flaw geometries examined in the current study, the EPRI / ASME LEFM peak-value K{sub}I solutions were in slightly better agreement with ABAQUS LEFM peak-value K{sub}I solutions than those generated by the EdF model. The EdF and the EPRI/ASME LEFM K{sub}I solutions, corrected to account for plasticity, were benchmarked for three embedded flaw geometries by comparing them with ABAQUS three-dimensional fully elastic-plastic fracture mechanics (EPFM) K{sub}J solutions. The ABAQUS EPFM K{sub}J solutions were significantly higher in magnitude than the ABAQUS LEFM K{sub}I solutions. For the limited number of flaws examined, both plasticity-correction methods significantly underpredicted the ABAQUS EPFM peak-value K{sub}J solutions.
机译:该研究继续研究计算方法,用于计算核反应器压力容器(RPV)嵌入在核反应器压力容器(RPV)的壁中的缺陷的模拟I应力强度因子,K {Sub} I。通过EDRIAL-1181嵌入式缺陷模型的溶液对嵌入式缺陷(LEFM)K {SUB} I解决方案进行了用于计算线性弹性骨折力学(LEFM)K {SUB} I解决方案而产生的结果。它提供了使用ABAQUS Unitibe Computer Code生成的ASME锅炉和压力容器代码,第Xi,附录A,程序的分析解释,第Xi,附录A,程序)和解决方案。对于在当前研究中检查的缺陷几何形状,EPRI / ASME LEFM峰值K {SUB} I解决方案与ABAQUS LEFM峰值k {Sub} I解决方案略微更好地同意,而不是EDF模型生成的Solutions。 EDF和EPRI / ASME LEFM K {SUB} I解决方案通过将其与ABAQUS三维全弹性骨折力学(EPFM)K {SUB} J进行比较,对三个嵌入的缺陷几何器进行了基准测试。解决方案。 ABAQUS EPFM K {SUB} J解决方案的幅度显着高于ABAQUS LEFM K {Sub} I解决方案。对于检测到有限数量的缺陷,既可塑性校正方法都明显低于ABAQUS EPFM峰值K {Sub} J解决方案。

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