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首页> 外文期刊>International Journal of Fracture >Determination of the Fracture Toughness of a Low Alloy Steel by the Instrumented Charpy Impact Test
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Determination of the Fracture Toughness of a Low Alloy Steel by the Instrumented Charpy Impact Test

机译:仪器化的夏比冲击试验确定低合金钢的断裂韧性

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摘要

An attempt to establish a non-empirical relationship between the Charpy V-notch energy CVN and the fracture toughness K_(IC) is presented. We focus our study on the lower shelf of fracture toughness and on the onset of the ductile-to-brittle transition of a A508 C1.3 low alloy structural steel. The methodology employed is based on the 'local approach'. Brittle cleavage fracture is modelled in terms of the Beremin (1983) model, whereas the ductile crack advance preceding cleavage in the transition region is accounted for with the GTN model (Gurson, 1977; Tvergaard, 1982; Tvergaard and Needleman, 1984. Mechanical testing at different strain rates and temperatures allowed the establishment of the constitutive equations of the material in a rate dependent formulation. Numerous fracture tests on different specimen geometries provided the large data set necessary for statistical evaluation. All specimen types were modelled with finite element analysis. Special consideration was taken in order to handle the dynamic effects in the Charpy impact test in an appropriate way. The fracture toughness could be predicted from Charpy impact test results, on the lower shell by applying the 'local approach'. In the transition region the parameters of the Beremin model were found to deviate from those established on the lower shelf. Detailed fractographic investigations showed that the nature of 'weak spots' inducing cleavage fracture changes with temperature. It is concluded that the Beremin model must be refined in order to be applicable in the ductile-to-brittle transition region.
机译:提出了建立夏比V型缺口能量CVN与断裂韧性K_(IC)之间非经验关系的尝试。我们将研究的重点放在较低断裂韧性的货架上,以及在A508 C1.3低合金结构钢的韧性到脆性转变的开始。所采用的方法是基于“本地方法”的。用Beremin(1983)模型对脆性劈裂骨折进行建模,而在过渡区域劈裂之前的韧性裂纹扩展是由GTN模型解释的(Gurson,1977; Tvergaard,1982; Tvergaard和Needleman,1984。在不同的应变速率和温度条件下,可以建立材料的本构方程,并建立与速率有关的配方;对不同试样几何形状的大量断裂试验提供了进行统计评估所需的大量数据;所有试样类型均采用有限元分析进行建模。考虑以适当的方式处理夏比冲击试验中的动力影响,可以通过应用“局部方法”从夏比冲击试验结果预测下壳上的断裂韧性。发现Beremin模型的模型偏离了下层架子上建立的模型。 ic研究表明,“弱点”的性质会导致切割断裂随温度变化。得出的结论是,必须对Beremin模型进行完善,以使其适用于韧性到脆性的过渡区域。

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