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首页> 外文期刊>Mechanics of materials >A multi-barrier model assisted CAFE method for predicting ductile-to-brittle transition with application to a low-carbon ultrahigh-strength steel
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A multi-barrier model assisted CAFE method for predicting ductile-to-brittle transition with application to a low-carbon ultrahigh-strength steel

机译:一种多屏障模型辅助咖啡厅方法,用于预测韧性与脆性过渡的应用于低碳超强强度钢

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摘要

The conventional micromechanical approaches today are still not able to properly predict the ductile-to-brittle transition (DBT) of steels because of their inability to consider the co-operating ductile fracture and cleavage mechanisms in the transition region, and simultaneously to incorporate the inherent complexity of microstructures. In this study, a complete methodology with coupled cellular automata finite element method (CAFE) and multi-barrier microcrack propagation models is presented to advance the prediction of DBT. The methodology contains three key elements: (i) a multiscale CAFE modelling approach to realize the competition between ductile damage and cleavage fracture and embrace the probabilistic nature of microstructures, (ii) a continuum approach to estimate the effective surface energy for a microcrack to penetrate over particle/matrix interface, and (iii) a method to calculate the effective surface energy for the microcrack to propagate across grain boundaries. The prediction of DBT therefore needs only (1) the stress-strain curves tested at different temperatures, (2) the activation energy for DBT, (3) the ratio between the size of cleavage facets and cleavage-initiating defects, and (4) key statistical distributions of the given microstructures. The proposed methodology can accurately reproduce the experimental DBT curve of a low-carbon ultrahigh-strength steel.
机译:今天的传统微机械方法仍然无法正确预测钢的韧性到脆性过渡(DBT),因为它们无法考虑过渡区域的共操作延性骨折和切割机制,同时包含固有的微观结构的复杂性。在本研究中,提出了一种具有耦合蜂窝自动机构有限元方法(CAFE)和多屏障微裂纹传播模型的完整方法以提前预测DBT。该方法包含三个关键要素:(i)多尺度咖啡馆建模方法,实现延性损伤和裂解骨折之间的竞争,并拥抱微观结构的概率性质,(ii)连续方法来估计微裂纹的有效表面能量渗透通过粒子/矩阵界面,(iii)一种方法来计算微裂纹的有效表面能量,以跨晶界传播。因此,DBT的预测仅需要(1)在不同温度下测试的应力 - 应变曲线,(2)对DBT的激活能量,(3)裂解小平面尺寸与切割引发缺陷之间的比率,(4)给定微结构的关键统计分布。所提出的方法可以准确地再现低碳超强钢的实验性DBT曲线。

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