A Numerical Prediction for Hole-Splitting Damage of DP Steels Based on Plastic Work Criterion Using a Polynomial Stress Potential

IF 1.5 4区 工程技术 Q3 ENGINEERING, MECHANICAL Experimental Techniques Pub Date : 2023-09-26 DOI:10.1007/s40799-023-00676-8
M. Firat, T. A. Akşen, B. Şener, E. Esener
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Abstract

The main purpose of this study is to exhibit failure prediction capability of polynomial-based yield functions with a basic damage model. For this purpose, a constitutive model considering anisotropic plasticity and ductile fracture was developed. In this model, anisotropic plastic behavior of dual phase steels, namely DP600 and DP800, was described by quadratic Hill48 and non-quadratic anisotropic homogeneous the fourth-order polynomial (HomPol4) stress potentials and the generalized plastic work criterion from ductile damage models was used for the prediction of fracture initiation. The model has been implemented into an implicit finite element (FE) code. The parameters of the constitutive model were calibrated with uniaxial tensile tests performed in different directions with respect to the rolling direction of the materials and anisotropic stress potentials were evaluated by comparison of the predicted in-plane variations of the plastic properties (yield stress ratios and Lankford coefficients), and yield locus contours with experimental data. The calibrated model was firstly applied to uniaxial tensile test and then to a hole expansion test to predict fracture. The stroke values at fracture, hole expansion ratios (HER) and fracture locations were investigated. Any significant difference between the anisotropic stress potentials was not observed in terms of HER predictions, however plastic work criterion in conjunction with HomPol4 function predicted the crack initiation locations accurately on the fractured samples. Afterward, the Lode parameter and stress triaxiality effects were investigated in fracture stroke prediction. Since the HomPol4 predictions of fracture initiation locations are accurate, the predicted HomPol4 results from the generalized plastic work criterion were compared with the modified Mohr-Coulomb ductile fracture model results. A significant improvement was observed in the fracture displacement predictions. However, it is seen that the failure location predictions of both models were the same. From these results, it can be concluded that the HomPol4 yield criterion has an effective potential to predict the failure locations even though with a basic damage model. In the current study, the out-of-plane anisotropy effect was assessed as well. To this end, Hill48’s parameter correlated with the out-of-plane shear components were adjusted. It was found that the out-of-plane anisotropy has a negligible effect on the predictions of HER and fracture initiation location.

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利用多项式应力势能,基于塑性功标准对 DP 钢的开孔损伤进行数值预测
本研究的主要目的是展示基于多项式屈服函数的基本损伤模型的失效预测能力。为此,开发了一个考虑各向异性塑性和韧性断裂的构成模型。在该模型中,双相钢(即 DP600 和 DP800)的各向异性塑性行为由二次方 Hill48 和非二次方各向同性四阶多项式(HomPol4)应力势能来描述,韧性破坏模型中的广义塑性功准则用于预测断裂的发生。该模型已在隐式有限元(FE)代码中实施。通过在与材料轧制方向不同的方向上进行的单轴拉伸试验,对构成模型的参数进行了校准,并通过比较预测的塑性特性面内变化(屈服应力比和兰克福德系数)以及屈服点轮廓与实验数据,对各向异性应力势进行了评估。校准后的模型首先用于单轴拉伸试验,然后用于扩孔试验以预测断裂。研究了断裂时的冲程值、扩孔率(HER)和断裂位置。各向异性应力势之间在 HER 预测方面没有发现明显差异,但塑性功准则与 HomPol4 函数相结合,准确预测了断裂样品的裂纹起始位置。随后,研究了洛德参数和应力三轴性对断裂行程预测的影响。由于 HomPol4 对断裂起始位置的预测是准确的,因此将广义塑性功准则的 HomPol4 预测结果与修正的莫尔-库仑韧性断裂模型结果进行了比较。断裂位移预测结果有了明显改善。然而,两种模型对破坏位置的预测结果是相同的。从这些结果可以得出结论,HomPol4 屈服准则具有预测破坏位置的有效潜力,即使使用的是基本的破坏模型。在本次研究中,还对平面外各向异性效应进行了评估。为此,对与平面外剪切分量相关的 Hill48 参数进行了调整。结果发现,面外各向异性对 HER 和断裂起始位置的预测影响微乎其微。
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来源期刊
Experimental Techniques
Experimental Techniques 工程技术-材料科学:表征与测试
CiteScore
3.50
自引率
6.20%
发文量
88
审稿时长
5.2 months
期刊介绍: Experimental Techniques is a bimonthly interdisciplinary publication of the Society for Experimental Mechanics focusing on the development, application and tutorial of experimental mechanics techniques. The purpose for Experimental Techniques is to promote pedagogical, technical and practical advancements in experimental mechanics while supporting the Society''s mission and commitment to interdisciplinary application, research and development, education, and active promotion of experimental methods to: - Increase the knowledge of physical phenomena - Further the understanding of the behavior of materials, structures, and systems - Provide the necessary physical observations necessary to improve and assess new analytical and computational approaches.
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