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首页> 外文期刊>International Journal of Pressure Vessels and Piping >A strategy to fast determine Chaboche elasto-plastic model parameters by considering ratcheting
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A strategy to fast determine Chaboche elasto-plastic model parameters by considering ratcheting

机译:通过考虑棘轮来快速确定Chaboche弹塑性塑料模型参数的策略

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摘要

Ratcheting simulation for steel material is of importance especially when it is subjected to asymmetrical cyclic loading. A strategy to fast determine the Chaboche elasto-plastic model parameters is proposed by considering the ratcheting effect. First, one cyclic ascend experimental test with an equal strain increment of +/- 0.1% after each twenty-cycle loading phase up to +/- 1.2% is performed to observe the Masing effect. Then, a strain-controlled fatigue test is conducted at a strain range of 0.8% to identify the parameters of Chaboche combined hardening model. Besides, a ratcheting test with stress variation from -361.6 MPa to 441.6 Mpa is executed. Based on these experiments, two computational programs are carried out to simulate the cyclic stress-strain response and ratcheting, respectively. In the parameters identification process, a pseudo-percent allocation method is developed to reduce the stress overestimation. Results indicate that: (i) 304SS presents Masing effect when the strain range is bound within +/- 0.9%, and it follows the previous experimental results about the serrated flow and ratcheting; (ii) The Armstrong-Frederick rules reverse in a small strain when the isotropic hardening considered, so the predicted ratcheting strains for the first few cycles are inevitably underestimated; (iii) Not only the third Armstrong-Frederick hardening rule, but the second Armstrong-Frederick hardening rule has also an effect on the ratcheting simulation.
机译:钢材的棘轮模拟非常重要,特别是当它对不对称的循环载荷进行不对称时。通过考虑棘轮效应,提出了快速确定Chaboche弹塑性模型参数的策略。首先,在每次2周期加载相后,每次循环加载相后+/- 0.1%的一个循环升高试验试验达到+/- 1.2%以观察缩放效果。然后,应变控制的疲劳试验在0.8%的应变范围内进行,以鉴定Chaboche组合硬化模型的参数。此外,执行从-361.6MPa至441.6MPa的应力变化的棘轮测试。基于这些实验,进行了两个计算计划以分别模拟循环应力 - 应变响应和棘轮。在参数识别过程中,开发了一种伪百分比分配方法以降低应力高估。结果表明:(i)304SS在+/- 0.9%内绑定时,304SS呈缩放效果,并且它遵循先前的锯齿状流动和棘轮的实验结果; (ii)当考虑各向同性硬化时,Armstrong-Frederick规则在一个小菌株中逆转,因此前几个循环的预测棘轮菌株不可避免地低估; (iii)不仅是第三个Armstrong-Frederick硬化规则,而且第二个Armstrong-Frederick硬化规则也对棘轮模拟产生了影响。

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