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Numerical-simulation method for rotary metal forming, recording medium and program

机译:旋转金属成形的数值模拟方法,记录介质和程序

摘要

Elongation in the circumferential direction of a rotary formed body (31) is produced only within a model zone (M), and the approximate toric plate shape is maintained as the overall shape of the body (31), and the rotation axis (O) of the body (31) is positioned on a straight line connecting axes of rotation (P1, P2) of a main roll (32) and a mandrel roll (33). Moreover, the velocity of each nodal point (ua, va) and (ub, vb) on imaginary cutting planes (31 A, 31B), that is a velocity boundary condition is expressed by a linear combination of coefficients comprising a radius (rn) of the imaginary cutting planes (31A, 31B), and angles ( a and b) made by the imaginary cutting planes (31A, 31B), with respect to three variables comprising an increasing rate (rv) of the radius of the body (31), an angular velocity ( omega ) for rotation about the rotation axis (O) of the body (31), and a correction value (cv) for the traverse velocity (ov) of the rotation axis (O) of the body (31). IMAGE
机译:仅在模型区域(M)内产生旋转成形体(31)的圆周方向的伸长,并且将大致复曲面板形状保持为主体(31)的整体形状,并维持旋转轴(O)。主体(31)的“旋转”位于连接主辊(32)和心轴辊(33)的旋转轴(P1,P2)的直线上。此外,在假想切割平面(31 A,31B)上的每个结点(ua,va)和(ub,vb)的速度,即速度边界条件,由包括半径(rn)的系数的线性组合表示。相对于包括主体(31)的半径的增大率(rv)的三个变量,假想切割平面(31A,31B)的角度以及假想切割平面(31A,31B)形成的角度(a和b) ),绕主体(31)的旋转轴(O)旋转的角速度(ω)和主体(31)的旋转轴(O)的横向速度(ov)的校正值(cv) )。 <图像>

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