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1)  involute gear milling cutter
渐开线齿轮铣刀
1.
On the basis of AutoCAD software,a micro involute gear milling cutter was designed for milling a gear whose module is only 0.
1mm齿轮用的微小型渐开线齿轮铣刀
2)  involute fraise
渐开线铣刀
3)  involute spline milling cutter
渐开线花键铣刀
4)  involute gear
渐开线齿轮
1.
Confirmation of the measuring teeth number of involute gear common normal;
渐开线齿轮公法线跨测齿数的确定
2.
Accurate modeling of Involute gear machined by the principle of generation of curve;
基于曲线的生成原理实现渐开线齿轮的实体建模
3.
Exactitude Modeling of Involute Gear on Pro/E;
基于Pro/E的渐开线齿轮精确建模
5)  Involute gears
渐开线齿轮
1.
This article introduced the three-dimensional molding design for involute gears based on SolidWorks,and put forward four methods of parameterized entity design of gears aiming to extend the application of SolidWorks in gear fields and to improve the efficiency of gear designing.
结合计算机辅助设计/制造的需要,基于SolidWorks软件平台,对渐开线齿轮的三维造型方法进行了探讨,提出了在SolidWorks环境下实现参数化齿轮实体设计的四种方法。
2.
This paper introduces the method of realization parameterized design of cylindrical involute gears based on unigraphics NX after inducing the general structure of cylindrical involute gears, and composers can get the new needed roughcast quickly by applying the models.
在Unigraphics环境下,在归纳了常见圆柱渐开线齿轮的结构基础上,利用其成形特征和表达式功能实现圆柱渐开线齿轮齿坯的参数化设计方法,可使设计人员能应用现有的模型进行更新设计,提高设计效率,并介绍了利用表达式、规律曲线和螺旋功能实现圆柱齿轮(直齿和斜齿)的精确建模。
3.
This paper introduces in detail some measuring and determining metho ds of the parameters of the straight and inclined involute gears that are more p ractical in the actual work.
详细介绍了实际工作中较实用的直齿渐开线齿轮、斜齿渐开线齿轮参数的测量与确定方法。
6)  involutes gear
渐开线齿轮
1.
Numerical analysis for the elastohydrodynamic lubrication of involutes gear by a non-Newtonian medium;
渐开线齿轮传动非牛顿润滑介质的线弹流数值分析研究
2.
Through slicing and analyzing the model,contact stresses of involutes gear were measured and analyzed by using Hertz contact theory and finite element method.
根据相似原理将模型在载荷作用下进行应力冻结;通过模型切片及分析对渐开线齿轮接触应力进行测量,并采用赫兹接触理论和有限元方法分析渐开线齿轮的接触应力。
补充资料:渐开线
      平面上一动直线沿固定圆作纯滚动时,此直线上任意点的轨迹为该圆的渐开线(见图)。这一动直线BK称为发生线,固定圆O1称为基圆。K 的轨迹A1K为O1的渐开线。基圆越大,渐开线在相同压力角αK的某点K处的曲率半径也越大,如B2K大于B1K。当基圆趋于无穷大时,BK趋于无穷大,渐开线亦趋于直线AK。基圆内无渐开线。渐开线常用于齿轮轮齿的工作齿廓和花键工作齿廓。
  

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