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A Comparison of Spur Gear Response under Non-Ideal Loading Conditions

机译:非理想载荷条件下正齿轮响应的比较

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摘要

The current practice of gear design is based on the Lewis bending and Hertzian contact models. The former provides the maximum stress on the gear base, while the latter calculates pressure at the contact point between gear and pinion. Both calculations are obtained at the reference configuration and ideal condition; i.e., zero tolerances. The first purpose of this paper is to compare these two analytical models with the numerical results, in particular, using finite element analysis. It turns out that the estimations from the two analytical equations are closely matched with that from the numerical analysis. The numerical analysis also estimates the variation of contact pressure and bending stress according to the change in the relative position between gear and pinion. It has been shown that both the maximum bending stress and contact pressure occur at non-reference configuration, which should be considered in the calculation of safety factor. In reality, the pinion-gear assembly is under the tolerance of each part and clearance in assembly. The second purpose of this paper is to estimate the effect of these uncertain parameters on the maximum bending stress and contact pressure. For the case of the selected gear-pinion assembly, it turns out that due to a 0.57% increase of clearance, the maximum bending stress is increased by 4.4%. Due to a 0.57% increase of clearance, the maximum contact pressure is increased by 17.9%.
机译:齿轮设计的当前实践基于Lewis弯曲和Hertzian接触模型。前者在齿轮座上提供最大应力,而后者则计算齿轮和小齿轮之间接触点的压力。两种计算都是在参考配置和理想条件下获得的。即零公差。本文的首要目的是将这两个分析模型与数值结果进行比较,特别是使用有限元分析。结果表明,两个解析方程的估计与数值分析的估计非常接近。数值分析还根据齿轮和小齿轮之间相对位置的变化来估算接触压力和弯曲应力的变化。已经表明,最大弯曲应力和接触压力都出现在非参考配置中,在安全系数的计算中应予以考虑。实际上,小齿轮传动装置组件处于每个零件的公差和装配间隙中。本文的第二个目的是评估这些不确定参数对最大弯曲应力和接触压力的影响。对于选定的齿轮-小齿轮总成,事实证明,由于间隙增加了0.57%,最大弯曲应力增加了4.4%。由于间隙增加了0.57%,因此最大接触压力增加了17.9%。

著录项

  • 来源
    《》|2009年|p.243-251|共9页
  • 会议地点 Detroit MI(US);Detroit MI(US)
  • 作者

    Nam H. Kim; Kyle Stoker;

  • 作者单位

    Department of Mechanical and Aerospace Engineering University of Florida, Gainesville, FL 32611, USA;

    Department of Mechanical and Aerospace Engineering University of Florida, Gainesville, FL 32611, USA;

  • 会议组织
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 传动系统;
  • 关键词

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