ボール形等速自在継手の静力学的解析
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概要
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Several models of ball-type constant-velocity joints are used in the drive shafts of cars. They are the Birfield Joint, undercut-free joint, double-offset joint, cross-groove joint, and so on. In these universal joints, torque is transmitted through the balls guided in such a manner that they always lie in the plane bisecting the angle between the driving and driven axes. For complete understanding of the characteristics of these universal joints, it seems essential to know about the contact forces acting between their components. In this paper, simultaneous nonlinear equations mainlly concerned with relative displacements of the components of a ball-type constant-velocity joint are deduced based on statics. The equations are generally applicable to ball-type constant-velocity joints with angular contact tracks. The equations can be solved numerically using an electronic computer. From the solution, the contact forces acting in the joint are obtained.
- 一般社団法人日本機械学会の論文
- 1992-01-25
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