Email Alert    RSS

Applied Mathematics and Mechanics (English Edition) ›› 1994, Vol. 15 ›› Issue (7): 649-656.

• 论文 • 上一篇    下一篇

THE CURVILINEAR INTEGRAL PROBLEMS TO VELOCITY FIELDFOR DRAWING THROUGH PARABOLIC DIES

赵德文1, 刘相华1, 王国栋1, 李桂范2   

  1. 1. Northeast University of Technology, Sheiiiang;
    2. Liaoning University, Shengyang
  • 收稿日期:1993-06-07 出版日期:1994-07-18 发布日期:1994-07-18

THE CURVILINEAR INTEGRAL PROBLEMS TO VELOCITY FIELDFOR DRAWING THROUGH PARABOLIC DIES

Zhao De-wen1, Liu Xiang-hua1, wang Guo-dong1, Li Gui-fan2   

  1. 1. Northeast University of Technology, Sheiiiang;
    2. Liaoning University, Shengyang
  • Received:1993-06-07 Online:1994-07-18 Published:1994-07-18

PDF

678

摘要： n this paper with Von Karmanis basic assumptions a kinematically admissible continuous velocity field has been established to drawing through parabolic dies (or called trumpet dies). Then by. using the curvilinear and the integral as a function of the upper limit an upper bound analytical solution of the drawing stress is obtained.

关键词: douhle hamonic operator, generalized Morse indiee, nontrivial solution, parabolic die, drawing, curvilinear integral analytical solution

Abstract: n this paper with Von Karmanis basic assumptions a kinematically admissible continuous velocity field has been established to drawing through parabolic dies (or called trumpet dies). Then by. using the curvilinear and the integral as a function of the upper limit an upper bound analytical solution of the drawing stress is obtained.

Key words: douhle hamonic operator, generalized Morse indiee, nontrivial solution, parabolic die, drawing, curvilinear integral analytical solution

APS Journals | CSTAM Journals | AMS Journals | EMS Journals | ASME Journals
Total visitors:
Copyright © Applied Mathematics and Mechanics (English Edition)
Address：P. O. Box 122, Shanghai University, 99 Shangda Road, Shanghai 200444, China
E-mail： amm@department.shu.edu.cn
Technical support: Beijing Magtech Co.ltd support@magtech.com.cn