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转向器齿轮齿条传动副的几何和啮合计算
引用本文:张锡顺,石培吉,唐俊,于思佳.转向器齿轮齿条传动副的几何和啮合计算[J].天津汽车,2013(12):51-55.
作者姓名:张锡顺  石培吉  唐俊  于思佳
作者单位:[1]一汽技术中心 [2]天津一汽夏利汽车股份有限公司产品开发中心
摘    要:齿轮齿条式转向器中的齿轮齿数仅有5~8个齿,按标准齿轮或简单变位齿轮的几何计算方法设计齿轮和齿争,无法使其重合度达到1.0.文章介绍了运用虚拟齿轮及当量齿轮的方法计算重合度,并通过大量计算得到参数选择表,方便设计师的查阅使用。阐述了齿轮齿顶圆齿厚计算方法、齿条齿根圆角及齿务齿根过渡曲线干涉验算方法。表明通过合理选择变位系数、齿顶高及齿根高,可以确保齿轮和齿顶圆齿厚达到0.3—0.5个模数,重合度达到1.0。并给出计算实例:

关 键 词:小齿轮  齿条  齿顶圆齿厚  重合度(啮合率)

Geometric and Mesh Calculation of Transmission Pair of Rack-and-Pinion SteeringGear
Abstract:The tooth number of pinion in rack-and-pinion steering only is 5-8. It is impossible to reach to 1.0 of the contact ratio by using the geometric calculation method to design rack and pinion based on the standard gear. This article introduces a new method to calculate the contact ratio by the concept virtual gear and equivalent spur gear, and to get a parameter table which help designer easy to check through large amount of calculation. Additionally the article also describes a new method to calculate tooth thickness on addemtum circle, to determine rack and root angle and illustrates a way to verify the rack and root transition curve. It has shown that the root thickness on addendum circle can be ensured to 0.3-0.5 mn and contact ratio to 1.0 through setting the coefficient, addendum and dedendum. Finally, an example was given to verify the correction.
Keywords:Pinion  Rack  Thickness on addendum circle  Contact ratio
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