节点文献
模面为圆的平面变形拔制上界理论解
UPPER BOUND THEORETICAL SOLUTION TO PLANE STRAIN DRAWING THROUGH DIES WITH A CIRCULAR CONTOUR
【摘要】 本文对模面为圆的平面变形拔制问题设定了直角坐标系连续速度场。然后采用变上限积分与参变量积分方法得到了上界解析解。
【Abstract】 A continuous velocity field referred to rectangular coordinatesis proposed to plane strain drawing through dies with a circular profile. A parametric integration and integral as a function of the upper limit are applied. And an upper bound analytical solution was obtained.
【关键词】 圆模面;
参变量积分;
变上限积分;
拉拔;
解析解;
【Key words】 circular contour die; paramertric integration; integral as a function of the upper limit; drawing; analytical solution.;
【Key words】 circular contour die; paramertric integration; integral as a function of the upper limit; drawing; analytical solution.;
- 【文献出处】 工程力学 ,Engineering Mechanics , 编辑部邮箱 ,1993年04期
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