欢迎登录材料期刊网

材料期刊网

高级检索

为快速、准确地预测管材变曲率的弯曲回弹,建立变曲率弯曲回弹预测的解析模型。基于ABAQUS平台建立小直径厚壁管材变曲率弯曲成形及回弹数值模拟模型,通过试验验证了所建模拟方法的可靠性。将变曲率回弹问题转化为离散定曲率回弹问题进行研究,通过近似纯弯曲回弹实验,建立管材定曲率弯曲回弹前后半径之间的函数关系式,将变曲率弯管轴线双圆弧拟合逼近离散,针对离散化的回弹弯管进行G1连续拼接,依据轴线复杂程度,构建拼接修正函数,建立管材变曲率弯曲回弹预测解析模型。通过2个试验算例验证该解析模型能够有效预测小直径厚壁管材平面变曲率弯曲回弹。回弹的准确预测是有效控制弯管回弹缺陷的前提,用于指导后续模具型面修正,补偿回弹误差,保证弯管几何精度。

To predict the springback of variable curvature tube forming quickly and accurately, mathematic analytic model for springback prediction of variable curvature tube bending is established. Using software ABAQUS, the bending and springback processes of minor diameter thick-walled tube are simulated to reveal the springback laws, and the accuracy and reliability are proved by experiments. First, the springback of variable curvature tube bending is transformed into discrete constant curvature problem and the mathematics relationship of the radius before and after springback can be built by the approximate pure bending springback experiment. Then the tube axis is segmented with biarc-curve fitting, merged with first-order geometric continuity, and compensated with modified function according to the axis complexity, to establish mathematic analytic model for springback prediction of variable curvature tube bending. Finally, the feasibility, reliability and accuracy of the model are proved. This model is useful for the maintenance of the bending die and will ensure the requirements of geometric accuracy of the variable curvature tube bending.

参考文献

[1] 温彤.管材成形技术综述[J].机械设计与制造,2006(11):77-79.
[2] X. T. Xiao;Y. J. Liao;Y. S. Sun;Z. R. Zhang;Yu. P. Kerdeyev;R. I. Neperish .Study on varying curvature push-bending technique of rectangular section tube[J].Journal of Materials Processing Technology,2007(0):476-479.
[3] 鄂大辛,郭学东,宁汝新.管材弯曲中应变中性层位移的分析[J].机械工程学报,2009(03):307-310.
[4] 詹梅,杨合,江志强.管材弯曲成形的国内外研究现状及发展趋势[J].机械科学与技术,2004(12):1509-1514.
[5] YANG He,LI Heng,ZHANG Zhiyong,ZHAN Mei,LIU Jing,LI Guangjun.Advances and Trends on Tube Bending Forming Technologies[J].中国航空学报(英文版),2012(01):1-12.
[6] 张深 .空间弯管的回弹补偿技术研究[D].西安:西北工业大学,2011.
[7] A. El Megharbel;G. A. El Nasser;Aly El Domiaty .Bending of tube and section made of strain-hardening materials[J].Journal of Materials Processing Technology,2008(1/3):372-380.
[8] 鄂大辛,宁汝新,古涛.管材弯曲过程中的弹塑性变形分析[J].兵工学报,2009(10):1353-1356.
[9] Da-xin E,Hua-hui He,Xiao-yi Liu,Ru-xin Ning.Spring-back deformation in tube bending[J].矿物冶金与材料学报,2009(02):177-183.
[10] Mohamed Shahin;Mohamed Elchalakani .Neural networks for modelling ultimate pure bending of steel circular tubes[J].Journal of Constructional Steel Research,2008(6):624-633.
[11] M. Murata;T. Kuboki;K. Takahashi;M. Goodarzi;Y. Jin .Effect of hardening exponent on tube bending[J].Journal of Materials Processing Technology,2008(1-3):189-192.
[12] 王泽康,杨合,李恒,任宁,逯若东,田玉丽.大口径316L不锈钢管数控弯曲回弹规律研究[J].材料科学与工艺,2012(04):49-54,60.
[13] 潘昌平 .管材弯曲回弹及弯管机控制系统的研究[D].长春:吉林大学,2008.
[14] M. Zhan;H. Yang;L. Huang .Springback analysis of numerical control bending of thin-walled tube using numerical-analytic method[J].Journal of Materials Processing Technology,2006(1/3):197-201.
[15] He, Y;Jing, Y;Mei, Z;Heng, L;Yongle, K .3D numerical study on wrinkling characteristics in NC bending of aluminum alloy thin-walled tubes with large diameters under multi-die constraints[J].Computational Materials Science,2009(4):1052-1067.
[16] Z. Q. Jiang;H. Yang;M. Zhan;Y. B. Yue;J. Liu;X. D. Xu;G. J. Li .Establishment of a 3D FE model for the bending of a titanium alloy tube[J].International Journal of Mechanical Sciences,2010(9):1115-1124.
[17] 张深,吴建军.基于BP神经网络的管材材料参数逆向识别[J].塑性工程学报,2011(06):87-90.
[18] 张深,吴建军.空间弯管的回弹预测[J].航空学报,2011(05):953-960.
[19] BOLTON K M .Biarc curves[J].Computer-Aided Design,1975,7(02):89-92.
[20] PARKINSON D B;MORETON D N .Optimal biarc-curve fitting[J].Computer-Aided Design,1991,23(06):411-419.
[21] 孙家昶;郑全琳 .曲线的圆弧逼近与双圆弧逼近[J].计算数学,1981,3(02):97-112.
[22] 王琦,郭非,王启义.圆弧样条逼近为机械零件几何轮廓的自动编程[J].机械工程学报,1998(02):20-25.
上一张 下一张
上一张 下一张
计量
  • 下载量()
  • 访问量()
文章评分
  • 您的评分:
  • 1
    0%
  • 2
    0%
  • 3
    0%
  • 4
    0%
  • 5
    0%