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Process Metallurgy Analyses for High Bendability and Springback Property Sheet Design by Using Multi-scale Finite Element Method

机译:多尺度有限元方法的高弯曲性和回弹性能薄板设计的工艺冶金分析

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In this study, we develop bendability and springback prediction analysis code for an optimum crystal texture design scheme to generate ideal aluminum alloy sheet through the sheet rolling and heat treatment processes. To predict the relationships between the sheet metal formability and the crystal texture, we applied our multi-scale finite element (FE) procedure based on the crystallographic homogenization method for the bending process analyses. Our code employed two-scale method, such as the microscopic polycrystal structure and the macroscopic elastic plastic continuum by introducing the effect of crystal orientation distribution. It means that our code can predict the plastic deformation of sheet metal in the macro-scale, and the crystal texture evolutions in the micro-scale. Furthermore, we designed the polycrystal texture by asymmetric rolling (ASR) and annealing heat treatment processes to generate high bendability and low springback polycrystal material. Annealing heat treatment was modeled as the growth of Cube {001}<100> orientation based on the Johnson-Mehl-Avrami's equation. The design parameters, ASR ratio and annealing heat treatment time, were optimized by using a discrete multi-objective optimization algorithm to maximize the bendability and to minimize the springback angle. As the optimized result, the ASR ratio 1.16 and the annealing heat treatment time 13.5min were obtained.
机译:在这项研究中,我们开发了可弯曲性和回弹预测分析代码,以提供最佳的晶体织构设计方案,以通过板材轧制和热处理工艺生成理想的铝合金板材。为了预测钣金成形性与晶体织构之间的关系,我们基于结晶均质化方法将我们的多尺度有限元(FE)程序应用于弯曲过程分析。我们的代码通过引入晶体取向分布的影响,采用了微观多晶体结构和宏观弹性塑性连续体等两尺度方法。这意味着我们的代码可以在宏观尺度上预测钣金的塑性变形,并在微观尺度上预测晶体纹理的演变。此外,我们通过不对称轧制(ASR)和退火热处理工艺设计了多晶织构,以产生高弯曲性和低回弹多晶材料。基于Johnson-Mehl-Avrami方程,将退火热处理建模为Cube {001} <100>取向的增长。通过使用离散多目标优化算法来优化设计参数,ASR比和退火热处理时间,以最大程度地提高可弯曲性并最小化回弹角。作为最佳结果,获得了ASR比1.16和退火热处理时间13.5min。

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