首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part J. Journal of engineering tribology >Influence of distribution parameters of rough surface asperities on the contact fatigue life of gears
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Influence of distribution parameters of rough surface asperities on the contact fatigue life of gears

机译:粗糙表面粗糙分布参数对齿轮接触疲劳寿命的影响

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The influence of the distribution parameters of asperities, i.e. mean radius of curvature of asperities beta, density of asperities eta, and standard deviation of asperity heights sigma, on the contact fatigue life of gears is first studied in this paper. Based on the elastic-plastic contact model of asperities, the surface contact pressure and subsurface stress field during the gear meshing process are calculated by the iterative calculation method. According to the multi-axis fatigue life model, the calculation method of fatigue life under different distribution parameters of asperities in the gear meshing process is obtained. The quantitative calculation results of fatigue life and measured distribution parameters of asperities are analyzed. The relationship between the fatigue life and the distribution parameters of asperities on the measured gear surface is calculated and analyzed quantitatively. The following conclusions are drawn: (1) when the roughness value Ra is less than 0.3 mu m, the contact fatigue life of gears with rough surfaces is close to that of smooth surfaces; (2) when the roughness value Ra ranges from 0.5 mu m to 0.9 mu m, the contact fatigue failure occurs near the surface (micro-pitting); (3) under the same roughness value Ra, the contact fatigue life of the gear decreases with the decrease of the density of the asperity and the mean curvature radius of the asperity. The mean radius of curvature of the asperity has a greater influence on the contact fatigue life than the density of the asperity.
机译:抑制粗糙度分布参数的影响,即粗糙β的平均曲率半径,粗糙度的密度ETA,以及粗糙高度Sigma的标准偏差,在本文中首先研究了齿轮的接触疲劳寿命。基于粗糙度的弹性塑料接触模型,通过迭代计算方法计算齿轮啮合过程中的表面接触压力和地下应力场。根据多轴疲劳寿命模型,获得了齿轮啮合过程中不同分布参数的疲劳寿命的计算方法。分析了疲劳寿命的定量计算结果和粗糙度的测量分布参数。计算并定量地计算测量齿轮表面上的抑制寿命和粗糙度分布参数之间的关系。绘制以下结论:(1)当粗糙度值Ra小于0.3μm时,具有粗糙表面的齿轮的接触疲劳寿命接近光滑表面的齿轮; (2)当粗糙度值Ra为0.5μm至0.9μm时,表面附近发生接触疲劳破坏(微蚀); (3)在相同的粗糙度Ra下,齿轮的接触疲劳寿命随着粗糙度的密度和粗糙的平均曲率半径的降低而降低。粗糙度的平均曲率半径对接触疲劳寿命的影响大于粗糙度的密度。

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