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金属学报  1982, Vol. 18 Issue (4): 433-438    
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论屈服轨迹上的应力分区及其与塑性成形时工件尺寸变化的对应关系
王仲仁;李守栋;刘立君
哈尔滨工业大学;哈尔滨工业大学;哈尔滨工业大学
ON DIVISION OF STRESS ON THE YIELD LOCUS AND CORRESPONDANCE BETWEEN THE REGIONS ON THE YIELD LOCUS AND SIZE VARIATION OF WORKPIECE DURING METAL FORMING
Wang Zhongren Li Shoudon Liu Lijun (Harbin Institute of Technology) (Manuscript received 22 August; 1980)
引用本文:

王仲仁;李守栋;刘立君. 论屈服轨迹上的应力分区及其与塑性成形时工件尺寸变化的对应关系[J]. 金属学报, 1982, 18(4): 433-438.
, , . ON DIVISION OF STRESS ON THE YIELD LOCUS AND CORRESPONDANCE BETWEEN THE REGIONS ON THE YIELD LOCUS AND SIZE VARIATION OF WORKPIECE DURING METAL FORMING[J]. Acta Metall Sin, 1982, 18(4): 433-438.

全文: PDF(478 KB)  
摘要: 本文给出平面应力状态诸工序在屈服轨迹上的应力分区,由图1可以直接看出三个互相垂直主方向上的尺寸变化情况。文章着重对三向应力状态如何在屈服轨迹上分区进行讨论,认为将Mises圆柱展开为平面是比较方便的一种方法。首次给出用平均应力σm及代表应变特征的角θ为纵横坐标的应力平面图和各区域之间边界线的方程,还给出了角θ与Lode系数μσ之间的关系,最后给出典型塑性成形工序在图3中的部位,由图3可以判断各方向尺寸变化趋向及各工序的塑性与抗力相对大小。
Abstract:The division of stress on the yield locus in metal forming processes of plane stress is presented. The tendency of variation of three orthogonal size of workpiece is illustrated in Fig. l. It is assumed that. unrolling the Mises circular cylinder to a plane is a convenient method, and σ_m-θ stress plane is given first(σ_m-mean stress,θ—characterized strain angle). And the equations of interface between various regions are also given. Finally, the location of typical metal forming processes in stress plane has been illustrated in Fig.5 from which the tendency of variation of three orthogonal size may be judged and the resistance and plasticity of metal forming processes may also be compared.
收稿日期: 1982-04-18     
1 刘淑仪,锻压技术,(1979) ,№.5,4.
2 Johnson, W.; Mellor, P.B., Engineering Plasticity, Van Nostrand Reinhold, London, 1973, p. 68.
3 王仲仁,哈尔滨工业大学科学研究报告,1979,№.49.
4 王仲仁,锻压技术,(1979) ,№5,19.
5 王仲仁;李守栋,哈尔滨工业大学科学研究报告,1979,№.55.
6 斯德洛日夫,M.B.;波波夫,E.A.,金属压力加工原理,哈尔滨工业大学锻压教研室;吉林大学锻压教研室译,机械工业出版社,1980. p.121.
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