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Numerical Simulation of Multiple Cracking in ANSI 304 Stainless Steel Under Thermal Fatigue

机译:ANSI 304不锈钢热疲劳多重裂纹的数值模拟。

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We simulate in this article for multiple cracking in ANSI 304 stainless steel under thermal fatigue loading, with the usage of a two-surfaces cyclic plastic model. The fatigue process of multiple cracks is studied, from crack nucleation to crack propagation. The simulation is performed in two steps. First, the crack nucleation is simulated. Monte-Carlo randomization is used to determine the size and the position of surface grains. A modified Jiang's multiaxial fatigue damage model, in combination with linear damage accumulation law, is used to describe the damage of each grain on the specimen surface. Secondly, the growth behavior of short cracks and long cracks is simulated by using a generalized Paris' law. The model presented in this study gives predictions in agreement with the experimental data in the depth direction.
机译:在本文中,我们使用两面循环塑性模型模拟了ANSI 304不锈钢在热疲劳载荷下的多次开裂。研究了从裂纹形核到裂纹扩展的多个裂纹的疲劳过程。模拟分两个步骤执行。首先,模拟裂纹成核。蒙特卡洛随机化用于确定表面晶粒的大小和位置。改进的江氏多轴疲劳损伤模型,结合线性损伤累积定律,用于描述试样表面各晶粒的损伤。其次,利用广义巴黎定律模拟了短裂纹和长裂纹的生长行为。本研究中提出的模型给出了与深度方向上的实验数据一致的预测。

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