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首页> 外文期刊>American journal of engineering and applied sciences >Comparison of Maximum Gear-Tooth Operating Bending Stresses Derived from Niemann's Analytical Procedure and the Finite Element Method | Science Publications
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Comparison of Maximum Gear-Tooth Operating Bending Stresses Derived from Niemann's Analytical Procedure and the Finite Element Method | Science Publications

机译:尼曼分析程序和有限元方法得出的最大齿轮齿工作弯曲应力的比较科学出版物

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摘要

> Problem statement: Main purpose of this study was to investigation toothed gear loading problems using the Finite Element Method. Approach: We used Niemann's equations to compare maximum bending stress which was developed at critical gear-tooth flank point during gear meshing, applied for three distinct spur-gear sizes, each having different teeth number, module and power rating. Results: The results emerging after the application of Niemann's equations were compared to the results derived by application of the Finite Element Method (FEM) for the same gear-loading input data. Results are quite satisfactory, since von Mises' equivalent stresses calculated with FEM are of the same order with the results of classical analytical method. Conclusion: Judging from the emerging results, deviation of the two methods, analytical (Niemann's equations) and computational (FEM), referring to maximum bending stress is fairly slight, independently of the applied geometrical and loading data of each gear.
机译: > 问题陈述:本研究的主要目的是使用有限元方法研究齿轮的齿轮加载问题。 方法:我们使用Niemann方程比较了在齿轮啮合期间在临界齿轮齿齿面点处产生的最大弯曲应力,并将其应用于三种不同的正齿轮尺寸,每种正齿轮具有不同的齿数,模数和功率评分。 结果:对于相同的齿轮载荷输入数据,将应用Niemann方程后出现的结果与通过应用有限元方法(FEM)得出的结果进行比较。结果非常令人满意,因为用有限元法计算的冯·米塞斯等效应力与经典分析方法的结果相同。 结论:从新出现的结果来看,两种方法(分析(尼曼方程)和计算方法(FEM))的偏差(相对于所应用的几何和载荷数据而言)均很小,是指最大弯曲应力每个齿轮。

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