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Parameter Identification of GTN Model Using Response Surface Methodology for High-Strength Steel BR1500HS

机译:高强度钢的响应面方法GTN模型的参数识别BR1500HS

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In order to investigate the damage evolution of ultra-high-strength steels at different temperatures, a series of the uniaxial tensile tests were carried out at different temperatures (20-800 degrees C) with a constant true strain rate (1 s(-1)). And then, two different deformation mechanisms were employed to describe the flow behaviors of BR1500HS. It is found that dynamic recrystallization (DRX) occurs during the deformation process at high temperatures (600-800 degrees C), while the tensile flow behaviors exhibit a very long work hardening period before a short flow softening stages without DRX at lower temperatures of 20-400 degrees C Furthermore, the Gurson-Tvergaard-Needleman (GTN) damage model was employed in this work to evaluate the ductile damage phenomena of BR1500HS. To determine the four vital parameters in GTN model, several numerical simulations were designed by central composite design and conducted by finite element simulation, and then the error evaluation functions (R) were established using four GTN parameters. Thereafter, the four parameters of GTN model were determined along with four minimum values of R by use of response surface methodology (RSM) and least square method. The results show that temperature affects the microvoid volume fraction significantly. Additionally, the parameters of GTN model were applied in the finite element simulation model and a comparison between the simulation results and the scanning electron microscopic observations was conducted.
机译:为了研究不同温度的超高强度钢的损伤演化,在不同的温度(20-800℃)下进行一系列单轴拉伸试验,具有恒定的真实应变率(1 s(-1) )))。然后,采用两种不同的变形机制来描述BR1500HS的流动行为。发现在高温下的变形过程(600-800℃)期间发生动态再结晶(DRX),而拉伸流量在短流动软化阶段之前表现出非常长的工作硬化时段,而在较低的温度下,较低的温度为20 -400摄氏度此外,在这项工作中采用Gurson-Tvergaard-Constleman(GTN)损伤模型来评估BR1500HS的延性损伤现象。为了确定GTN模型中的四个重要参数,通过中央复合设计设计了几种数值模拟,并通过有限元模拟进行,然后使用四个GTN参数建立错误评估功能(R)。此后,通过使用响应表面方法(RSM)和最小二乘法,与r的四个最小值确定GTN模型的四个参数。结果表明,温度显着影响微壤体积分数。另外,在有限元模拟模型中应用GTN模型的参数,并进行仿真结果与扫描电子显微镜观测之间的比较。

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