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Application of strain gradient plasticity theory to model Charpy impact energy of functionally graded steels using modified stress-strain curve data

机译:应变梯度可塑性理论在应力梯度曲线修正数据模拟功能梯度钢的夏比冲击能中的应用

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Functionally graded ferritic and austenitic steels were produced through electroslag refining by setting the austenitic and carbon steels with appropriate thickness as electrode. Charpy impact energy of the specimen has been studied and modeled regarding the mechanism-based strain gradient plasticity theory. The hardness of each layer was related to the density of the dislocations of that layer and then by using a linear relation, the predicted hardness was related to its corresponding yield stress. Afterwards; by assuming Holloman relation for the corresponding stress-strain curves, tensile strengths and tensile strains of the constituent layer were determined via numerical method. By using load-displacement curves acquired from instrumented Charpy impact tests on primary specimens, the obtained stress-strain curves from uniaxial tensile tests were modified. Charpy impact energy each layer was related to the corresponding area under modified stress-strain curve of that layer and finally by applying the rule of mixtures, Charpy impact energy of functionally graded steels was determined. The obtained results of the proposed model are in good agreement with the experimental ones.
机译:通过将具有适当厚度的奥氏体和碳素钢设置为电极,通过电渣精炼来生产功能等级的铁素体和奥氏体钢。基于基于机理的应变梯度可塑性理论,研究和建模了样品的夏比冲击能。每层的硬度与该层的位错密度有关,然后通过使用线性关系,预测的硬度与其相应的屈服应力有关。之后;通过假定霍洛曼关系为相应的应力-应变曲线,通过数值方法确定了组成层的拉伸强度和拉伸应变。通过使用从仪器化的​​夏比冲击试验中获得的初级试样的载荷-位移曲线,修改了从单轴拉伸试验中获得的应力-应变曲线。在该层的修正应力-应变曲线下,每一层的夏比冲击能与相应的面积有关,最后通过应用混合规则,确定了功能梯度钢的夏比冲击能。该模型的计算结果与实验结果吻合良好。

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