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Strain- and stress-based forming limit curves for DP 590 steel sheet using Marciniak-Kuczynski method

机译:使用Marciniak-kuczynski方法的DP 590钢板的应变和应力的成型极限曲线

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This article deals with the prediction of strain-and stress-based forming limit curves for advanced high strength steel DP590 sheet using Marciniak-Kuczynski (M-K) method. Three yield criteria namely Von-Mises, Hill's 48 and Yld2000-2d and two hardening laws i.e., Hollomon power and Swift hardening laws were considered to predict the forming limit curves (FLCs) for DP590 steel sheet. The effects of imperfection factor and initial groove angle on prediction of FLC were also investigated. It was observed that the FLCs shifted upward with the increase of imperfection factor value. The initial groove angle was found to have significant effects on limit strains in the left side of FLC, and insignificant effect for the right side of FLC for certain range of strain paths. The limit strains were calculated at zero groove angle for the right side of FLC, and a critical groove angle was used for the left side of FLC. The numerically predicted FLCs considering the different combinations of yield criteria and hardening laws were compared with the published experimental results of FLCs for DP590 steel sheet. The FLC predicted using the combination of Yld2000-2d yield criterion and swift hardening law was in better coorelation with the experimental data. Stress based forming limit curves (SFLCs) were also calculated from the limiting strain values obtained by M-K model. Theoretically predicted SFLCs were compared with that obtained from the experimental forming limit strains. Stress based forming limit curves were seen to better represent the forming limits of DP590 steel sheet compared to that by strain-based forming limit curves.
机译:本文涉及使用Marciniak-kuczynski(M-K)方法对先进的高强度钢DP590板进行高强度钢DP590片材的应变和应力的成型极限曲线。三个屈服标准即von-mises,山丘的48和YLD2000-2D和两个硬化定律,即,霍拉姆音源和快速硬化定律被认为是预测DP590钢板的成型极限曲线(FLC)。还研究了缺陷因子和初始沟角度对FLC预测的影响。观察到FLC随着缺陷因子值的增加而向上移动。发现初始凹槽角度对FLC左侧的极限菌株具有显着影响,并且对于某些范围的应变路径,FLC的右侧的微不足道的效果。在FLC右侧的零槽角度下计算限位菌株,并且在FLC的左侧使用临界槽角度。将根据DP590钢板的FLC的已发表的实验结果进行了考虑到不同的产量标准和硬化定律的不同组合的FLC。使用YLD2000-2D产量标准和Swift硬化定律的组合预测的FLC与实验数据更好地突出。还根据M-K模型获得的限制应变值计算基于应力的形成极限曲线(SFLC)。将理论上预测的SFLC与从实验形成限位菌株获得的比较。与基于应变的成形极限曲线相比,基于应力的形成极限曲线被认为更好地代表DP590钢板的成形限制。

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