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EHL Analysis of Spiral Bevel Gear Pairs considering the Contact Point Migration due to Deformation under Load

机译:螺旋锥齿轮对的EHL分析考虑负载下变形引起的接触点迁移

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The actual contact point of a spiral bevel gear pair deviates from the theoretical contact point due to the gear deformation caused by the load. However, changes in meshing characteristics due to the migration of contact points are often ignored in previous studies on the elastohydrodynamic lubrication (EHL) analysis of spiral bevel gears. The purpose of this article is to analyze the impact of contact point migration on the results of EHL analysis. Loaded tooth contact analysis (LTCA) based on the finite element method is applied to determine the loaded contact point of the meshing tooth pair. Then, the osculating paraboloids at this point are extracted from the gear tooth surface geometry. The geometric and kinematic parameters for EHL simulation are determined according to the differential geometry theory. Numerical solutions to the Newtonian isothermal EHL of a spiral bevel gear pair at the migrated and theoretical contact points are compared to quantify the error involved in neglecting the contact point adjustment. The results show that under heavy-loaded conditions, the actual contact point of the deformed gear pair at a given pinion (gear) roll angle is different from the theoretical contact point considerably, and so do the meshing parameters. EHL analysis of spiral bevel gears under significant load using theoretical meshing parameters will result in obvious errors, especially in the prediction of film thickness.
机译:螺旋锥齿轮对的实际接触点由于由负载引起的齿轮变形而偏离理论接触点。然而,在先前关于螺旋锥齿轮的弹性动力学润滑(EHL)分析的先前研究中,通常忽略由于接触点的迁移而导致的啮合特征的变化。本文的目的是分析接触点迁移对EHL分析结果的影响。基于有限元方法的负载齿接触分析(LTCA)用于确定啮合牙齿对的负载接触点。然后,从齿轮齿表面几何形状中提取此时的监控抛物面。根据差分几何论确定EHL模拟的几何和运动学参数。将螺旋锥齿轮对的牛顿等温EHL在迁移和理论接触点上的数值解相比,以量化忽略忽略接触点调整的误差。结果表明,在重载条件下,在给定小齿轮(齿轮)辊角处的变形齿轮对的实际接触点显着不同于理论接触点,并且啮合参数也是如此。使用理论啮合参数的显着载荷的螺旋锥齿轮的EHL分析将导致显而易见的误差,特别是在膜厚度的预测中。

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