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ON A GEARING PROBLEM IN CONVENTIONAL HARMONIC DRIVES WITH INVOLUTE TOOTHED GEAR SET

机译:惯性齿轮组渐进的常规谐波传动中的齿轮传动问题

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摘要

Circular pitches of flex spline teeth of a 'Strain Wave Gearing', also known as a 'Harmonic Drive', are deformed when the Strain Wave Generating Cam is inserted into the flex spline cup. In the present work the deformed pitch distances considering that flex spline teeth remain rigid while the rim deforms, are estimated. No applied load is considered. It is also shown that if the cam is elliptical then the pitch curve is not an ellipse and vice versa. Geometries of such curves can be defined following the analysis presented in this paper. Cases of both undeformed flex spline with circular spline and deformed flex spline with circular spline, with involute teeth, are considered to find out tooth positions. Geometries of involute teeth profiles in mesh are examined and compared considering oval shaped (on deformation) base drum of flex spline where as base circle of circular spline remained circular.
机译:当将“产生应变波的凸轮”插入到弹性花键杯中时,“应变波齿轮”的挠性花键齿的圆形螺距会变形。在当前的工作中,考虑到花键齿在轮缘变形时保持刚性的情况下,估计了变形的螺距距离。不考虑施加的负载。还显示出,如果凸轮是椭圆形的,则螺距曲线不是椭圆形,反之亦然。可以根据本文介绍的分析定义此类曲线的几何形状。带有渐开线齿的带有圆形花键的未变形弯曲花键和带有圆形花键的变形弯曲花键的情况均被考虑以找出牙齿的位置。检查并比较了网格中渐开线齿形的几何形状,并考虑了椭圆形(在变形时)的柔性花键基鼓,其中圆形花键的基圆保持圆形。

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