首页> 外文期刊>Welding Research Council Bulletin >THE MASTER S-N CURVE METHOD AN IMPLEMENTATION FOR FATIGUE EVALUATION OF WELDED COMPONENTS IN THE ASME B&PV CODE, SECTION VIII, DIVISION 2 AND API 579-1/ASME FFS-1
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THE MASTER S-N CURVE METHOD AN IMPLEMENTATION FOR FATIGUE EVALUATION OF WELDED COMPONENTS IN THE ASME B&PV CODE, SECTION VIII, DIVISION 2 AND API 579-1/ASME FFS-1

机译:MASTER S-N曲线方法-对ASME B&PV规范,第VIII节,第2部分和API 579-1 / ASME FFS-1中的焊接组件进行疲劳评估的实现

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This document provides a comprehensive coverage of the master S-N curve approach to fatigue evaluation of welded components stipulated in the 2007 ASME BP&C Section VIII Div 2 Code (VIII-2). At first, the needs to treat fatigue of welded joints differently from that of metal without being welded are discussed based on a large amount of experimental evidence. Along this line, some of the most important factors governing fatigue life of welded joints are then highlighted based on recent developments over the last two decades or so. These factors are stress concentration, joint type, loading mode, etc., among other things. There is a universal consensus among researchers and industrial practitioners that an accurate and consistent determination of stress state at a location of interest is a priori towards any reliable fatigue prediction for welded components. It will be shown that the mesh-insensitive structural stress method adopted in VIII-2 is the most reliable stress determination method to date in this regard. Then, an equivalent structural stress parameter will be formulated using fracture mechanics principles by introducing a two-stage crack growth model which encompassing both short crack and long crack behaviors. The equivalent structural stress parameter serves as an effective parameter that captures the effects of stress concentration, wall thickness, and loading mode on fatigue. Its validity has been proven by collapsing over a thousand well-documented actual weldment fatigue tests including full scale component tests into a single narrow band. As a result, the method is also referred to as the Master S-N curve approach. In addition to providing detailed technical background on the Master S-N curve method in VIII-2, detailed responses to questions raised by some members of Code Committees during the last round of balloting of VIII-2 are also documented here. Some of the on-going research and development issues for continued refinement in the Master S-N curve method are also summarized. A recent International Institute of Welding (IIW) document is also included here as Annex A. This document further discusses recent vessel test data, the effects of environment, and design margins as they relate to the Master S-N curve approach as implemented in VIII-2. This IIW document is a complement to, and an extension of, the discussion contained in Part 5 of this bulletin. Finally, it should be noted that this document supersedes WRC Bulletin No. 474 (2002) on this same subject area, if inconsistency exists between the two documents. Since its publication, the Master S-N curve method described in the earlier WRC bulletin has gone through a significant series of refinements, thanks to both the PVRC/ASME Division 2 Rewrite Project and Battelle Structural Stress JIP.
机译:本文档全面涵盖了2007年ASME BP&C第VIII章2节(VIII-2)中规定的焊接零件疲劳评估的主S-N曲线方法。首先,基于大量的实验证据,讨论了与不焊接而不同于金属的焊接接头疲劳处理的需求。沿着这条路线,然后根据过去二十年左右的最新发展情况,重点介绍了控制焊接接头疲劳寿命的一些最重要因素。这些因素包括应力集中,接头类型,加载方式等。在研究人员和工业从业人员之间达成了普遍共识,即准确,一致地确定目标位置的应力状态是对焊接部件进行任何可靠疲劳预测的先决条件。可以看出,在这方面,VIII-2中采用的网格无关结构应力方法是迄今为止最可靠的应力确定方法。然后,通过引入包含短裂纹和长裂纹行为的两阶段裂纹扩展模型,利用断裂力学原理来制定等效的结构应力参数。等效结构应力参数是有效参数,可捕获应力集中,壁厚和加载模式对疲劳的影响。通过将一千多个有据可查的实际焊件疲劳测试(包括满量程组件测试)压缩到一个窄带中,证明了其有效性。结果,该方法也称为主S-N曲线方法。除了提供有关VIII-2中的主S-N曲线方法的详细技术背景外,此处还记录了对代码委员会某些成员在上一轮VIII-2投票期间提出的问题的详细回答。还总结了一些持续进行的研究和开发问题,这些问题需要在Master S-N曲线法中继续完善。国际焊接协会(IIW)的最新文档也作为附件A包含在本文中。该文档进一步讨论了最新的容器测试数据,环境影响以及与VIII-2中实施的主SN曲线方法有关的设计裕度。该IIW文件是对本公告第5部分中所包含讨论的补充和扩展。最后,应该指出的是,如果两个文件之间存在不一致之处,则该文件将取代WRC 474号公告(2002)。自发布以来,由于PVRC / ASME Division 2改写项目和Battelle结构应力JIP,WRC早期公告中描述的Master S-N曲线方法已经进行了一系列重大改进。

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