中国机械工程

• 先进材料加工工程 • 上一篇    下一篇

渐进成形锥形件壁厚的正弦定理预测精度研究

陈继平;钱健清;王会廷   

  1. 安徽工业大学冶金工程学院,马鞍山,243032
  • 出版日期:2017-11-25 发布日期:2017-11-23
  • 基金资助:
    国家自然科学基金资助项目(51275003);
    安徽省自然科学基金资助项目(1508085ME78)
    National Natural Science Foundation of China (No. 51275003)
    Anhui Provincial Natural Science Foundation of China (No. 1508085ME78)

Study on Wall Thickness Prediction Accuracy by Sine Law for Incrementally Formed Conical Parts

CHEN Jiping;QIAN Jianqing;WANG Huiting   

  1. School of Metallurgical Engineering,Anhui University of Technology,Ma'anshan,Anhui,243032
  • Online:2017-11-25 Published:2017-11-23
  • Supported by:
    National Natural Science Foundation of China (No. 51275003)
    Anhui Provincial Natural Science Foundation of China (No. 1508085ME78)

摘要:

采用不同加工参数渐进成形铝板锥形件,分析渐进成形过程中锥形件的壁厚变化规律,通过比较不同加工条件下实测板料厚度的变化和差异,并与正弦定理的预测值进行对比,研究了正弦定理对渐进成形锥形件壁厚预测的适用范围和精确度。结果表明:渐进成形锥形件过程中板料壁厚的变化经历了壁厚减薄、壁厚回升和壁厚稳定三个阶段,板料在壁厚减薄区和壁厚回升区之间的“最小值点”最易破裂。通过对比实测壁厚与正弦定理理论预测的壁厚发现,在壁厚稳定区的壁厚值最接近正弦定理的理论预测值,正弦定理适用范围在板料的壁厚稳定区。一次加工产生加工硬化,导致二次加工时在接合处的板料难以变形,平均误差率较高。大部分渐进成形锥形件壁厚稳定区实测的板料壁厚比正弦定理的理论预测值略低1%~2%,且进给量对正弦定理精确度的影响较大。此外,采用列文伯格-麦夸特算法和通用全局优化法建立了锥形件壁厚稳定区以及壁厚减薄区和壁厚回升区的壁厚模型经验公式。

关键词: 渐进成形, 铝板, 壁厚, 锥形件, 正弦定理

Abstract: The wall thickness variations of aluminium conical parts were analyzed during incremental forming with different processing parameters. The application scope and accuracy of wall thickness variation by the sine law for incrementally formed aluminium conical parts was studied through comparing the variations and differences of measured wall thicknesses for different processing parameters with the values predicted by the sine law. The results show that the wall thickness variations of conical parts during incremental forming have three stages, i.e. wall thickness thinning stage, wall thickness pick-up stage and wall thickness stable stage. The extremely easy rupture points of sheet metal are “the minimum value points” between the thinning regions and pick-up areas. Through comparing the measured and the predicted wall thickness values, it is found that the wall thickness measured in the stable region is close mostly to the predicted wall thickness values of sine law. The application scopes of wall thickness variation sine law for incrementally formed aluminium conical parts are in the stable regions. Work hardening produced in the primary processing may result in difficult deformations at joints of the sheet metals in secondary processing with higher average error rates. Most measured wall thicknesses in the stable regions for incrementally formed conical parts are 1%~2% lower than the predicted values of sine law. The feed amounts have greater influences on the accuracy of sine law. Furthermore, the wall thickness empirical equations of the wall thickness thinning region, pick-up area and stable region for conical parts were established through Levenberg-Marquardt algorithm and global optimization calculating methods.

Key words: incremental forming, aluminum sheet, wall thickness, conical part, sine law

中图分类号: