...
首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part B. Journal of engineering manufacture >Tool shape design in the sheet bending process by inverse analysis of springback
【24h】

Tool shape design in the sheet bending process by inverse analysis of springback

机译:板料弯曲过程中刀具形状的回弹反分析

获取原文
获取原文并翻译 | 示例

摘要

Elastic recovery of formed parts in unloading, known as springback, causes shape error in the final product of sheet metal forming processes. The final product shape deviates from the target geometry owing to the springback. In the present paper, an analytical approach is proposed for springback analysis in the sheet bending process. By development of this approach for inverse springback analysis, an inverse algorithm for compensation of the springback error is proposed. In the inverse algorithm, the modified die geometry is obtained from the target geometry by inverse springback modelling. The proposed compensation algorithm is adapted to apply the finite element (FE) method for the inverse analysis of springback. The capability of the proposed algorithms is verified in the asymmetric bending process. The optimum die shape for producing the target geometry is obtained in a few trials. Both algorithms present high accuracy and convergence rate. The results of the analytical approach are in accordance with the FE approach with high precision. The accuracy of the presented algorithms is investigated by performing an experimental asymmetric bending test. The optimum shape obtained from the compensation algorithm is applied to produce the bending die. The obtained product matches to the target geometry with high precision. The analytical algorithm is fast and accurate for springback compensation in the bending processes. The FE algorithm is not as fast as the analytical approach, but it enables more complicated three-dimensional processes to be analysed.
机译:卸载时成型零件的弹性恢复(称为回弹)在钣金成型过程的最终产品中引起形状误差。由于回弹,最终产品形状会偏离目标几何形状。本文提出了一种在板料弯曲过程中进行回弹分析的分析方法。通过这种反跳分析方法的发展,提出了一种反跳误差的补偿算法。在逆算法中,通过逆回弹建模从目标几何中获得修改后的模具几何。提出的补偿算法适用于将有限元(FE)方法应用于回弹的反分析。在非对称弯曲过程中验证了所提出算法的能力。通过几次试验获得了用于产生目标几何形状的最佳模具形状。两种算法都具有很高的准确性和收敛速度。分析方法的结果与高精度有限元方法一致。通过执行实验性不对称弯曲测试来研究所提出算法的准确性。从补偿算法获得的最佳形状被应用于生产弯曲模具。获得的产品与目标几何形状高度匹配。该分析算法可以快速,准确地进行弯曲过程中的回弹补偿。有限元算法不如分析方法快,但可以分析更复杂的三维过程。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号