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Forming limit prediction for hot stamping processes featuring non-isothermal and complex loading conditions

机译:形成非等温和复杂负载条件的热冲压工艺的限位预测

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An intrinsic feature of the hot stamping process, in which a hot blank is quenched and formed between water cooled dies, is the severe thermo-mechanical deformation that the blank experiences under the combined influences of non-isothermal and non-proportional loadings. This results in challenges for conventional forming limit prediction models to accurately predict material behaviour. In this paper, a novel viscoplastic-Hosford-MK model was developed to predict the forming limits of an Al-Li alloy under hot stamping conditions. The effectiveness of the developed model was verified by the demonstration of accurate responses to cold die quenching, strain rate and loading path changes, enabling the developed model to reveal a realistic critical material response under complex deformation conditions. Finally, by applying the developed model to the hot stamping of an AA2060 component, its accuracy was successfully validated. It was indicated that the onset of necking during hot stamping of the component did not necessarily occur at the maximum thinning region, and this was due to the comprehensive effects of varying loading path, strain rate and temperature. A detailed mathematical analysis of the developed M-K model was also conducted, and it was found that the incremental work per unit volume ratio (<(W) over dot>(b)/<(W) over dot>(a) = (sigma) over bar (b)d (epsilon) over bar (b)/(sigma) over bard (epsilon) over bar (a)) between Zone b (where a thickness inhomogeneity exists) and Zone a (the remainder of the material) was a significant parameter that determined the formability of AA2060 under hot stamping conditions. (C) 2017 Elsevier Ltd. All rights reserved.
机译:热冲压工艺的固有特征,其中淬火并在水冷管芯之间淬火并形成热坯,是严重的热机械变形,即在非等温和非比例载荷的综合影响下的空白经验。这导致常规成形限制预测模型的挑战,以准确地预测材料行为。在本文中,开发了一种新型的粘液 - Hosford-MK模型,以预测在热冲压条件下Al-Li合金的形成限制。通过对冷模淬火,应变速率和负载流动的准确反应的证明验证了开发模型的有效性,使得开发的模型能够在复杂变形条件下揭示逼真的关键材料响应。最后,通过将开发的模型应用于AA2060组件的热冲压,成功验证了其精度。结果表明,在最大稀释区域不一定发生在组件的热冲压期间的颈缩开始,这是由于变化的负载路径,应变率和温度的综合效果。还进行了开发的MK模型的详细数学分析,发现每单位体积比(<(w)over>(b)/ <(w)上的增量工作(a)=(sigma )通过在Bard(B)/(Sigma)上方的酒吧(b)d(ε)通过吟游诗(b)/(sigma)在区域b(存在厚度不均匀性)和区域a(材料的其余部分)之间的棒(a))是在热冲压条件下确定AA2060的可成形性的重要参数。 (c)2017 Elsevier Ltd.保留所有权利。

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