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Ductile fracture of notched aluminum alloy specimens under elevated temperature part 2-Numerical modelling and fracture criterion

机译:升高温度部2 - 数值模拟和裂缝标准下缺口铝合金标本的延性骨折

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Paper presents the results of the numerical modelling of axisymmetric specimens with circumferential notches made of aluminum alloy EN-AW 2024 T3 under elevated temperature. A range of notch rood radii (r(K) = 0.5, 2, 4, 8, 30 mm) is considered. The specimens underwent monotonic uniaxial loading at elevated temperature 20, 100, 200 and 300 degrees C. Stress and strain fields in whole specimens were calculated using finite element analysis (FEM). Axisymmetric finite element mesh model built of four-node elements with a bilinear shape function was used in simulations. The aim of these calculations were to determine the location of maximum stress and plastic strain in the specimen depending on the notch radius and the elevated temperature. Significant attention was paid to influence on distributions of stresses and plastic strains under uniaxial loading, elevated temperature and notch radius. It has been shown that the location of maximum stresses and plastic strains depends only on the notch radius where their value depends both on the notch radius and on the temperature. The main aim of these research was to develop new ductile fracture criterion for notched specimens taking into account elevated temperature and uniaxial loading. In this criterion assumed that the fracture initiation occurs when the normal stress on this physical plane reaches the critical value, depending on the isotropic damage state variable to, generated by plastic flow of the material (depending on the temperature).
机译:纸张介绍了轴对称标本的数值模型,其具有铝合金EN-AW 2024 T3在升高的温度下制成的圆周凹口。考虑一系列凹口ROOD半径(R(k)= 0.5,2,4,8,30mm)。使用有限元分析(FEM)计算,在升高温度20,100,200和300℃下进行单调单轴负载的单调单轴负载。轴对称有限元模型内置具有双线性形状功能的四节点元素。模拟。这些计算的目的是根据凹口半径和升高的温度确定样品中最大应力和塑性应变的位置。根据单轴负载,升高的温度和凹口半径,对应力和塑性菌株分布的影响得到了重大关注。已经表明,最大应力和塑料菌株的位置仅取决于陷波半径,其中它们的值取决于凹口半径和温度。这些研究的主要目的是为考虑升高的温度和单轴载荷而开发出新的延性骨折标准。在该标准中,假设当该物理平面上的正常应力达到临界值时发生断裂开始,这取决于各向同性损伤状态变量,由材料的塑料流动产生(取决于温度)。

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