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Effect of Rim Thickness on Symmetric and Asymmetric Spur Gear Tooth Bending Stress

机译:轮辋厚度对对称和不对称正齿轮齿弯曲应力的影响

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Thin rim gears find application in high-power, lightweight aircraft transmissions. Bending stresses in thin rim spur gear tooth fillets and root areas differ from the stresses in solid gears due to rim deformations. Rim thickness is a significant design parameter for these gears. The rim thickness factor is used in the situations in which a gear is made with a rim and spokes rather than a solid disc. Under these circumstances, failure can occur across the rim rather than through the tooth root. An asymmetric spur gear drive means that larger and smaller pressure angles are applied for the driving and coast sides. The two profiles of a gear tooth are functionally different for most gear drives. The workload on one side of profile is significantly higher than the other Gears. The main objective of this paper is to estimate the critical section for different pressure angles and backup ratios using computer programme and compare the results obtained by other researchers. Developed programme is used to create a finite element model for symmetric and asymmetric spur gear tooth to study the effect of bending stress at the critical section for different backup ratios. To study the effect of above parameter ANSYS was used. The rim thickness was varied and the location and magnitude of the maximum bending stresses were reported and results obtained were compared with the Lewis bending equation.
机译:薄的轮辋齿轮在大功率轻质飞机传输中找到应用。由于边缘变形,薄边缘正齿轮齿圆角和根区域的弯曲应力与固体齿轮中的应力不同。轮辋厚度是这些齿轮的重要设计参数。轮辋厚度因子用于用边缘和辐条而不是固体盘制成齿轮的情况。在这些情况下,在轮辋上可能发生故障而不是通过齿根。不对称的正齿轮驱动装置适用于驱动和海岸侧的较大且较小的压力。齿轮齿的两个轮廓对于大多数齿轮驱动器具有功能差异。轮廓一侧的工作负载明显高于其他齿轮。本文的主要目的是使用计算机程序估计不同压力角度和备用比率的关键部分,并比较其他研究人员获得的结果。开发的程序用于为对称和不对称正齿轮齿的有限元模型创建有限元模型,以研究不同备用比的临界部分弯曲应力的效果。为了研究上述参数ANSYS的效果。改变轮辋厚度,报告最大弯曲应力的位置和大小,并将获得的结果与lewis弯曲方程进行比较。

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