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Creep-fatigue life assessment of cruciform weldments using the linear matching method

机译:线性匹配法评估十字形焊接件的蠕变疲劳寿命

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This paper presents a creep-fatigue life assessment of a cruciform weldment made of the steel AISI type 316N(L) and subjected to reversed bending and cyclic dwells at 550℃ using the Linear Matching Method (LMM) and considering different weld zones. The design limits are estimated by the shakedown analysis using the LMM and elastic-perfectly-plastic material model. The creep-fatigue analysis is implemented using the following material models: 1) Ramberg-Osgood model for plastic strains under saturated cyclic conditions; 2) power-law model in "time hardening" form for creep strains during primary creep stage. The number of cycles to failure N~* under creep-fatigue interaction is defined by: a) relation for cycles to fatigue failure N~* dependent on numerical total strain range Δε_(tot) for the fatigue damage ω_f, b) long-term strength relation for the time to creep rupture t~* dependent on numerical average stress σ during dwell At for the creep damage ω_(cr); c) non-linear creep-fatigue interaction diagram for the total damage. Numerically estimated N~* for different Δt and Δε_(tot) shows good quantitative agreement with experiments. A parametric study of different dwell times At is used to formulate the functions for N~* and residual life L~* dependent on Δt and normalised bending moment M, and the corresponding contour plot intended for design applications is created.
机译:本文采用线性匹配法(LMM)并考虑不同的焊接区域,对AISI 316N(L)型AISI钢制成的十字形焊接件进行了蠕变疲劳寿命评估,并在550℃下进行了反向弯曲和循环停留。通过使用LMM和弹性完美塑性材料模型的组合分析来估计设计极限。蠕变疲劳分析使用以下材料模型进行:1)饱和循环条件下塑性应变的Ramberg-Osgood模型; 2)以“时间硬化”形式的幂律模型,用于初级蠕变阶段的蠕变应变。蠕变-疲劳相互作用下破坏的循环次数N〜*由下式定义:a)疲劳破坏的循环次数N〜*取决于疲劳损伤ω_f的数值总应变范围Δε_(tot),b)长期蠕变破坏时间t〜*的强度关系取决于在停留时间At的数值平均应力σ。 c)总损伤的非线性蠕变-疲劳相互作用图。数值估计的N〜*对于不同的Δt和Δε_(tot)显示出与实验良好的定量一致性。使用不同停留时间At的参数研究来制定N〜*和剩余寿命L〜*取决于Δt和归一化弯矩M的函数,并创建相应的用于设计应用的轮廓图。

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