结合焊接残余应力预测和测量在概率结构完整性评估中的应用

H. Coules, C. Simpson, M. Mostafavi
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引用次数: 0

摘要

残余应力信息在概率裂缝评估中的应用受到不确定性量化困难的阻碍。同时,在评估中经常需要考虑通过两种或多种独立方法获得的残余应力数据:通常来自引入应力的过程的模型,或者来自直接的物理测量。单焊缝过程模型的不确定性难以量化,并且强烈依赖于所建模的过程、所假设的材料本构行为等。同样,大多数用于测量焊接金属部件上深层残余应力的实验技术,包括诸如深孔钻孔和基于衍射的方法等松弛方法,也具有与之相关的多个物理不确定性源。这使得与单次测量相关的不确定度难以可靠地估计。我们探索使用反方差加权,通过从先前的轮询研究中获得的“特征”不确定性来组合这些数据集,并使用来自NeT TG4残余应力测量和建模轮询的数据来说明这种方法。虽然它需要一些显著的简化,但它可以方便地综合残余应力数据,同时获得比单次测量更现实的不确定性估计。这一点很重要,因为直接而可靠的不确定性评估将是实现未来结构完整性评估方法的关键。
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Combining Weld Residual Stress Predictions and Measurement for Use in Probabilistic Structural Integrity Assessments
The use of residual stress information in probabilistic fracture assessments is hindered by difficulties in the quantification of uncertainty. At the same time, it is often necessary to consider residual stress data derived via two or more independent methods in an assessment: typically from a model of the process which introduced the stress, and from a direct physical measurement. The uncertainty in single weld process models is difficult to quantify and is strongly dependent on the process being modelled, the material constitutive behaviour assumed, and so on. Likewise, most experimental techniques for measuring deep residual stresses on welded metallic components, including relaxation methods such as Deep Hole Drilling and diffraction-based methods, also have multiple physical sources of uncertainty associated with them. This makes the uncertainty associated with single measurements difficult to estimate reliably. We explore the use of inverse-variance weighting to combine such datasets through “characteristic” uncertainties derived from prior round robin studies, and we use data from the NeT TG4 residual stress measurement and modelling round robin to illustrate this approach. Although it requires some significant simplifications, it allows convenient synthesis of residual stress data while gaining more realistic uncertainty estimates than are typically available from single measurements. This is significant because straightforward yet robust uncertainty estimates will be key for enabling future structural integrity assessment methodologies.
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