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Hot stretch bending and creep forming of titanium alloy profile

机译:钛合金型材的热拉伸弯曲和蠕变形成

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Titanium alloy is frequently used in aerospace applications such as load carrying airframe due to their excellent mechanical and corrosion properties in combination with being comparatively light weight. However, it is well-known that titanium alloy is difficult to form at room temperature. So hot stretch bending and creep forming process is used to improve formability and reduce springback in forming titanium alloy profile. The principle of hot stretch bending and creep forming is leading a stress relaxation stage by maintaining the workpiece against the die for a selected dwell time after hot stretch bending stage. This allows the benefits of low residual stress and minimum springback including inexpensive tooling and good repeatability. In the present work, a set of uniaxial tension tests was performed on OT4 titanium alloy at the temperature ranging from 773 K to 973K and strain rate from 0.0025 s~(-1) to 0.01 s~(-1). Stress relaxation tests were carried out at the temperature range from 773 K to 973K. Arrhenius model was employed to characterize the creep behaviour. Finite element model of hot stretch bending and creep forming process was created in ABAQUS. The results of FE simulation indicate that residual stress decreases greatly in stress relaxation stage and low residual stress lead smaller springback. The predicted springback show promising agreement with the corresponding experimental observations. Key words: Titanium alloy;; Hot stretch bending ;; Creep;; Constitutive modeling;; Numerical simulation;; Springback
机译:钛合金在航空航天应用如承载机身经常使用,因为它们优异的机械和腐蚀特性结合是相对重量轻。然而,公知的是钛合金,难以形成在室温下。所以热拉伸弯曲和蠕变成形过程是用来改善可成形性和减少在形成钛合金轮廓回弹。的热拉伸和弯曲蠕变成形的原理是通过维持对模具中的工件进行热拉伸弯曲阶段之后选定的停留时间导致的应力松弛阶段。这使得低残余应力和最小回弹的包括廉价的工具和重复性好的优点。在目前的工作中,一组的单轴拉伸试验中于OT4钛合金在温度范围从773 K至973K和应变率,以0.01秒〜(-1)执行从0.0025 S〜(-1)。应力松弛测试在该温度范围内进行773 K至973K。阿累尼乌斯模型,用来表征蠕变行为。热拉伸和弯曲蠕变成形过程的有限元模型中ABAQUS创建。有限元模拟的结果表明,残余应力在应力松弛阶段和低残余应力大幅降低导致较小的回弹。预测回弹节目承诺与相应的实验结果一致。关键词:钛合金;;热拉伸弯曲;;蠕变;;本构模型;;数值模拟;;弹回

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