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Impact analysis and vibration reduction design of spiral bevel gears

机译:螺旋锥齿轮的冲击分析及减振设计

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摘要

To minimize the running vibration of spiral bevel gear, an optimization design method for vibration control is presented with the model of meshing impact. Firstly, based on the impact model of spiral bevel gears considering tooth deformation, the initial meshing position, meshing stiffness, and the meshing impact is studied. Secondly, the effects of load torque and rotation speed on meshing impact are analyzed. Thirdly, a mathematical model for pinion generator is built with following parameters: tool parameters, initial machine settings, and polynomial coefficients of auxiliary flank modification motion. The polynomial coefficients of the auxiliary flank modification motion are determined by optimizing the minimum impact velocity. Finally, a numerical simulation is performed. The results shows that load torque and pinion rotational speed impose significant influences on the impact. The impact velocity increases with the increase of load torque and pinion rotation speed. With load torque increasing, impact force tends to increase first and then decrease because of meshing stiffness changes, finally impact force increases dramatically due to additional load. The advantages of spiral bevel gear under the optimization of impact velocity in meshing impact are obviously. The accuracy and scientificity of the method presented in the paper for calculating the initial meshing point and meshing stiffness of complicated tooth surfaces is verified. The optimized gear obtained by the optimization method presented in the paper is also proved that owns the lowest meshing impact in the design load range. The proposed optimization method can reduce meshing impact and improve the dynamic meshing performance of spiral bevel gear. This method also can be used for optimum design of other types of gears.
机译:为了减小螺旋锥齿轮的运行振动,提出了啮合冲击模型的振动控制优化设计方法。首先,在考虑齿形变形的螺旋锥齿轮冲击模型的基础上,研究了初始啮合位置,啮合刚度和啮合冲击。其次,分析了负载转矩和转速对啮合冲击的影响。第三,用以下参数建立小齿轮发生器的数学模型:刀具参数,初始机床设置以及辅助齿面修正运动的多项式系数。通过优化最小冲击速度来确定辅助齿面修正运动的多项式系数。最后,进行数值模拟。结果表明,负载扭矩和小齿轮转速对冲击有重大影响。冲击速度随着负载转矩和小齿轮转速的增加而增加。随着负载扭矩的增加,由于啮合刚度的变化,冲击力倾向于先增大然后减小,最后由于附加载荷冲击力急剧增加。螺旋锥齿轮在优化啮合速度下的冲击速度下具有明显的优势。验证了本文提出的计算复杂齿面初始啮合点和啮合刚度的方法的准确性和科学性。通过本文提出的优化方法获得的优化齿轮也被证明在设计载荷范围内具有最小的啮合影响。提出的优化方法可以减少啮合冲击,提高螺旋锥齿轮的动态啮合性能。该方法还可用于优化其他类型齿轮的设计。

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