• CN:11-2187/TH
  • ISSN:0577-6686

›› 1996, Vol. 32 ›› Issue (4): 83-89.

• 论文 • 上一篇    下一篇

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螺旋二系的代数法研究

张文祥   

  1. 淮南矿业学院
  • 发布日期:1996-07-01

ALGEBRAIC APPROACH TO 2-SYSTEM SCREWS

Zhang Wenxiang   

  1. Huainan Mining Institute
  • Published:1996-07-01

摘要: 作为基础理论,螺旋理论自本世纪中叶以来,在机构学、机器人研究中的应用,越来越受到重视,并且益显现出广泛的应用潜力。螺旋二系作为螺旋理论重要的基本的内容,国内外学者作了深入研究。由于螺旋迭加研究中引入两螺旋主矢的模之比即变量k,并视确定合螺旋的有关参数为k的函数,从而为螺旋理论研究开辟了崭新的途径,可望得出新的结论。

关键词: 代数法, 螺旋, 螺旋迭加, 螺旋二系, 研究

Abstract: A basic one, the screw theory has in the studies of mechanism and development of robots ever since the middle of the century found wider and wider use, received greater and greater attention, and displayed increasingly extensive potentials of application. Deep-going studies have been made of 2-system screws, both at home and abroad, with particular attention given to screw resultants. Use is made of a variable k, as introduced in the studies of addition of screws, which is the generalized ratio of gearing, and thus parameters for determining a resultant screw are functions of k. As far as the studies of screw theory are concerned, this may prove to be a new approach, and a promising one at that.

Key words: 2-system of screws, Algebra approach, Screw, Screw theory