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Solution of Spur Gear Meshing Stiffness and Analysis of Degradation Characteristics

机译:正齿轮啮合刚度的解决方案及降解特性分析

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The computational model of spur gear meshing stiffness is established by using the hypothesis of cantilever beam of the gear. The meshing stiffness of spur gear is calculated by analytical method, and the distributional curve of meshing stiffness is obtained by comparison with FEM. Experimental verification of simulated results is performed by mechanical test-bed of closed flow. The experimental results show that the simulation results are in good agreement with the experimental results. Based on the FEM models of gear tooth with cracks of different lengths, the comparison between degradation trends in different meshing regions that shows that the degree of degradation in a single tooth meshing area is much higher than in a double teeth meshing region. In the FEM models of gear tooth with cracks of different lengths, the stiffness degradation rate of the double tooth indentation area increases first and then decreases, and the crack length is most obvious between 4 and 8 mm.
机译:通过使用齿轮的悬臂梁的假设来建立正齿轮啮合刚度的计算模型。通过分析方法计算正齿轮的啮合刚度,通过与FEM比较获得啮合刚度的分布曲线。模拟结果的实验​​验证是通过闭合流动的机械测试床进行的。实验结果表明,模拟结果与实验结果吻合良好。基于不同长度裂缝的齿轮齿的FEM模型,不同啮合区域的降解趋势之间的比较,表明单个齿啮合区域中的降解程度远高于双齿啮合区域。在具有不同长度的裂缝的齿轮齿的FEM模型中,双齿压痕区域的刚度降解率先增加,然后降低,并且裂缝长度最明显在4到8毫米之间。

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