首页> 外文会议>PVP2011;ASME Pressure Vessels and Piping conference >TECHNICAL BASIS FOR PROPOSED WEIGHT FUNCTION METHOD FOR CALCULATION OF STRESS INTENSITY FACTOR FOR SURFACE FLAWS IN ASME SECTION XI APPENDIX A
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TECHNICAL BASIS FOR PROPOSED WEIGHT FUNCTION METHOD FOR CALCULATION OF STRESS INTENSITY FACTOR FOR SURFACE FLAWS IN ASME SECTION XI APPENDIX A

机译:ASME第XI节中表面缺陷应力强度因子计算的拟议权函数方法的技术基础

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Analytical evaluation procedures for determining the acceptability of flaws detected during in-service inspection of nuclear power plant components are provided in Section XI of the ASME Boiler and Pressure Vessel Code. Linear elastic fracture mechanics based evaluation procedures in ASME Section XI require calculation of the stress intensity factor. A method for calculating the stress intensity factor is provided in Appendix A of ASME Section XI. This method consists of a two-step process. In the first step, the stress distribution, as calculated in the absence of the flaw, is obtained at the flaw location. For a surface flaw, the stress distribution at the flaw location is then fitted to a third-order polynomial equation. In the second step, the fitted polynomial representation of the stress distribution is used with standardized influence coefficients to calculate the stress intensity factor. An alternate method for calculation of the stress intensity factor for a surface flaw that makes explicit use of the Universal Weight Function Method and does not require a polynomial fit to the actual stress distribution is proposed in this paper for implementation into Appendix A of ASME Section XI. Universal Weight Function coefficients are determined from standardized influence coefficients through closed-form equations. Closed-form equations for calculation of the stress intensity factor are provided. The technical basis and verification for this alternate method for calculation of the stress intensity factor are described in this paper.
机译:ASME锅炉和压力容器规则第XI节中提供了用于确定在核电厂部件的在役检查中检测到的缺陷的可接受性的分析评估程序。 ASME第XI节中基于线性弹性断裂力学的评估程序要求计算应力强度因子。 ASME第XI节的附录A提供了一种计算应力强度因子的方法。此方法包括两个步骤。第一步,在缺陷位置获得不存在缺陷时计算出的应力分布。对于表面缺陷,然后将缺陷位置处的应力分布拟合为三阶多项式方程。在第二步中,将应力分布的拟合多项式表示形式与标准影响系数一起使用,以计算应力强度因子。本文提出了一种替代的方法来计算表面缺陷的应力强度因子,该方法明确使用通用权重函数方法并且不需要对实际应力分布进行多项式拟合,以实施到ASME第XI节的附录A中。 。通用权重函数系数由标准化影响系数通过闭式方程式确定。提供了用于计算应力强度因子的闭式方程。本文介绍了这种替代方法来计算应力强度因子的技术基础和验证。

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