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Development of Kinematic Method of Theory of Gearing to Determine Areas of Tooth Flanks Produced by Jogs of Generating Solids

机译:开发齿轮传动理论的运动方法,以确定产生固体慢跑产生的牙齿侧面的区域

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The paper describes application of kinematical method of the theory of gearing to determine surfaces and lines produced by generating method related not only to smooth generating surfaces and lines but with the presence of singular points - jogs - in points of adjacent areas. Three types of jogs are considered: jog at the point of intersection of two plane profiles; jog along the line of intersection of two surfaces; jog at the point of intersection of three surfaces. Three types of geometrical images generated by these three types of jogs are proposed: fan, wedge, bunch of normal lines. Efficiency of applying these images when analyzing the process of tooth generation and meshing is shown. Mathematical models are developed and presented for generating processes in the presence of jogs on generating surfaces and lines. Examples of computer modeling with application of these models are given. It is emphasized that the developed method operates much faster than non-differential methods which have been considered to be applicable only when computer modeling the generating processes in the presence of jogs.
机译:本文介绍应用传动装置的理论的运动学方法确定通过产生不仅以平滑产生的表面和线相关的方法,但用奇点的存在下制备表面和线 - 跑步 - 在相邻区域的点。三种类型的跑步被认为:在两个平面轮廓相交的点微动;沿两个表面的相交线慢跑;在慢跑三个表面的相交点。提出了三种类型的由这三种类型的跑步的生成几何图像:扇形,一束正常线条。分析齿生成和啮合过程中,当施加这些图像的效率被示出。数学模型的开发和提出了在上生成表面和线慢跑的存在下生成的处理。这些模型的应用程序建模计算机的例子中给出。需要强调的是所提出的方法比已经被认为是适用的,只有当计算机建模在慢跑的存在下生成过程非差动方法快得多操作。

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