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Computer-aided manufacturing of spiral bevel and hypoid gears by applying optimization techniques

机译:应用优化技术的螺旋锥齿轮和准双曲面齿轮的计算机辅助制造

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摘要

A mathematical model of an ideal spiral bevel and hypoid gear-tooth surfaces based on the Gleason hypoid gear generator mechanism is proposed. Using the proposed mathematical model, the tooth surface sensitivity matrix to the variations in machine-tool settings is investigated. Surface deviations of a real cut pinion and gear with respect to the theoretical tooth surfaces are also investigated. An optimization procedure for finding corrective machine-tool settings is then proposed to minimize surface deviations of real cut pinion and gear-tooth surfaces. The results reveal that surface deviations of real cut gear-tooth surfaces with respect to the ideal ones can be reduced to only a few microns. Therefore, the proposed method for obtaining corrective machine-tool settings can improve the conventional development process and can also be applied to different manufacturing machines and methods for spiral bevel and hypoid gear generation. An example is presented to demonstrate the application of the proposed optimization model.
机译:提出了基于格里森准双曲面齿轮产生机构的理想螺旋锥齿轮和准双曲面齿轮齿面的数学模型。使用所提出的数学模型,研究了牙齿表面对机床设置变化的敏感性矩阵。还研究了实际切削的小齿轮和齿轮相对于理论齿表面的表面偏差。然后提出了一种用于寻找校正机床设置的优化程序,以最大程度地减少实际切入的小齿轮和齿轮齿表面的表面偏差。结果表明,相对于理想齿轮,实际切割的齿轮齿表面的表面偏差可以减小到仅几微米。因此,所提出的用于获得校正的机床设置的方法可以改善传统的开发过程,并且还可以应用于用于螺旋锥齿轮和准双曲面齿轮生成的不同制造机器和方法。给出一个例子来说明所提出的优化模型的应用。

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