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Investigation on the semi-conjugate tooth model and disc milling process of logarithmic spiral bevel gears of pure-rolling contact

机译:纯轧件对数螺旋锥齿轮螺旋齿轮螺旋齿轮齿轮螺旋齿轮齿轮铣刀的研究

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摘要

Conventional logarithmic spiral bevel gears (LSBGs) introduce full-conjugate surfaces (line contact) to generate teeth of the pinion and the gear. However, in general, these full-conjugate surfaces are constructed by spherical involute curves and it is difficult to manufacture these surfaces. Therefore, this article tries to use semi-conjugate surfaces (point contact) as the tooth profiles to make they can be manufactured by the disc milling process and of pure-rolling contact. The design method, manufacture kinematics and stress distribution situations of the LSBGs with semi-conjugate surfaces are investigated. Conjugate surface theory and spatial conjugate curve meshing theory are both introduced to complete the analytical arguments. Finite element analysis (FEA) is introduced to evaluate the contact mechanical characteristics of the LSBGs under loads. From the analytical and simulated results, it is concluded that, through the disc milling process, the LSBGs of continuous pure-rolling contact can be manufactured and mesh correctly. Besides, the manufactured LSBGs maintain pure-rolling contact approximately when they are under loads.
机译:传统的对数螺旋锥齿轮(LSBG)引入全共轭表面(线接触)以产生小齿轮和齿轮的齿。然而,通常,这些全共轭表面由球形渐象曲线构成,并且难以制造这些表面。因此,本文试图使用半缀合表面(点接触)作为齿形轮廓,以使它们可以通过盘式铣削过程和纯轧件触点制造。研究了具有半缀合表面的LSBG的设计方法,制造运动学和应力分布情况。共轭表面理论和空间共轭曲线啮合理论都引入完成分析争论。引入有限元分析(FEA)以评估负载下LSBG的接触机械特性。从分析和模拟结果,得出结论,通过盘式铣削过程,可以制造连续纯轧件的LSBG,并正确地制造和网。此外,制造的LSBGS大致在负载下大致保持纯轧件触点。

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