首页> 外文会议>ASME Pressure Vessels and Piping Conference >FORMULA FOR ESTIMATION OF EFFECTIVE APPLIED LOAD AT CRACKED SECTION CONSIDERING COMPLIANCE CHANGE AND ITS APPLICATION UNDER DYNAMIC LOADING CONDITIONS
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FORMULA FOR ESTIMATION OF EFFECTIVE APPLIED LOAD AT CRACKED SECTION CONSIDERING COMPLIANCE CHANGE AND ITS APPLICATION UNDER DYNAMIC LOADING CONDITIONS

机译:裂解部分估算有效施用载荷的公式,考虑依从性变化及其在动态负载条件下的应用

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摘要

The refinement of the piping integrity assessment methods has emerged as a priority issue, in response to heightened concerns about the beyond design basis accident following several events. The compliance change in structures may have a significant influence on the fracture estimation. For instance, the deformation of a crack in the piping system may result in a decrease of the applied moment at the cracked section. To consider these effects, the authors have developed the general formula for prediction of the effective applied moment at circumferential cracked section based on the elastic beam theory. Using the developed formula, one can evaluate the extent of the load reduction at a crack position due to the change in compliance. This paper aims to expand the applicability of the formula for dynamic loading conditions. By conducting the time history analysis using FE model accompanying the comparisons with the piping system experiment results, it was confirmed that the formula is also available for dynamic loading conditions. It is expected that the proposed formula can be implemented in sthe piping integrity assessment to consider the restraint effect.
机译:管道完整性评估方法的细化已成为优先级问题,以响应几次事件遵循对超越设计基础事故的担忧。结构的合规变化可能对裂缝估计产生重大影响。例如,管道系统中的裂缝的变形可能导致裂纹部分的施加力矩的减小。为了考虑这些效果,作者已经开发了基于弹性光束理论的周向裂纹部分的有效施加力矩的通式。使用已开发的公式,可以评估由于遵守变化而在裂缝位置处的负荷降低程度。本文旨在扩大公式适用于动态负载条件。通过使用与管道系统实验结果的比较进行比较的FE模型进行时间历史分析,证实该公式也可用于动态负载条件。预计拟议的公式可以在STHE管道完整性评估中实施,以考虑约束效果。

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