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GENERATION OF GLOBOIDAL CAM SURFACES WITH CONICAL ROLLER-FOLLOWERS

机译:产生具有锥形滚子粉丝的球形凸轮表面

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摘要

Without solving any nonlinear contact equations usually encountered in traditional approaches, a relative simple, yet useful procedure to the profile determination of a globoidal cam with a conical roller-follower turret is presented. From the machining point of view for such a spatial cam cut by a conical milling/grinding tool by following its angular roller-follower turret motion, the surface geometry of the cam can be represented as the swept surfaces of the tool paths of the used cutter with a size equal to the conical roller-follower of the cam. To determine the swept surfaces of the conical tool paths, the pitch surface generated by the locus of the tool center is first identified. Subsequently, to locate the swept surfaces for the cam surfaces, the meshing vectors and meshing angles are then defined based on the pitch surface. To verify the feasibility and accuracy of the proposed procedure, both analytical formulations and numerical results are shown and compared to those obtained by an earlier technique based on the theory of screws.
机译:在不求解在传统方法中通常遇到的任何非线性触点方程,提出了一种具有锥形滚子从动转台的轮滑凸轮的轮廓凸轮的轮廓凸轮的相对简单而有用的方法。根据这种空间凸轮的加工视点通过锥形铣削/研磨工具通过沿着锥形碾压工具进行切割,凸轮的表面几何形状可以表示为二手刀具的刀具路径的扫描表面尺寸等于凸轮的锥形滚子跟随器。为了确定锥形工具路径的扫描表面,首先识别由工具中心的轨迹产生的俯仰表面。随后,为了定位凸轮表面的扫扫表面,然后基于俯仰表面来定义啮合矢量和啮合角。为了验证所提出的程序的可行性和准确性,显示了分析制剂和数值结果,并与基于螺钉理论的先前技术获得的那些相比。

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