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Multiscale model prediction of ferritic steel fatigue strength based on microstructural information, tensile properties, and loading conditions (no adjustable material constants)

机译:基于微结构信息,拉伸性能和装载条件的铁素体钢疲劳强度的多尺度模型预测(无可调节材料常数)

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This paper presents a modelling strategy for accurately predicting the high-cycle fatigue strengths of ferritic steels based on only microstructural information, tensile properties, and loading conditions, without any adjustable material constants. The most important feature of the proposed strategy is that total fatigue life is estimated from crack growth life alone. In preparation for model development, the opening/closure behaviour of a microstructurally small crack was quantified from a huge amount of image data obtained by combining an automatic in-situ observation system and a digital image correlation technique. In the proposed modelling strategy, the entire model comprises three sub-models, for: (i) a macroscopic finite element analysis, (H) microstructure, and (Hi) crack growth. The model was strictly validated against the results of experiments performed on three different steels under three different loading conditions (specimen geometries and load ratios). Although the experimental fatigue life results exhibited wide variation, the predicted and experimental data were accurately matched over the entire range. The results demonstrate that the fatigue life of steels under high-cycle fatigue can be accurately predicted from crack growth life alone. Furthermore, the proposed strategy is capable of effectively explaining the dependence of fatigue strength on microstructure and loading conditions based on the fracture mechanics.
机译:本文介绍了基于微观结构信息,拉伸性能和装载条件的基于微观结构,拉伸性能,无任何可调节的材料常数来精确预测铁素体钢的高周疲劳强度的建模策略。拟议策略的最重要特征是估计疲劳寿命的全部疲劳寿命估计。在准备模型开发时,通过通过组合自动原位观察系统和数字图像相关技术来从获得的大量图像数据量化微结构较小裂缝的开/闭合行为。在所提出的建模策略中,整个模型包括三个子模型,用于:(i)宏观有限元分析,(H)微观结构,和(HI)裂纹生长。根据在三种不同的装载条件下对三种不同钢进行的实验结果进行严格验证该模型(标本几何和载荷比)。虽然实验疲劳寿命结果具有广泛的变化,但是预测和实验数据在整个范围内精确匹配。结果表明,可以精确地从单独的裂缝生长寿命准确地预测高循环疲劳下钢的疲劳寿命。此外,所提出的策略能够有效地解释疲劳强度对基于骨折力学的微观结构和装载条件的依赖性。

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