Kinematic calculation and plotting of lifting height and speed of the tangential cam pusher using MATHCAD program

Y. P. Makushev, T. A. Polyakova, L. Volkova, V. Ryndin
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Abstract

The article shows the design features of tangential cams with a rounded top, provides a method for determining the lifting height and speed of the pusher when the roller is rolling in a straight line and in contact with the actual profile of the cam. The formulas for the kinematic calculation of the tangential cam are refined taking into account the radius of the initial circumference of the shaft, the radius of the rounding of the cam tip and the value of the radius of the pusher roller. Calculations are given to determine the stroke and speed of the pusher when the roller is rolling on the sections of the straight and arc-shaped surface of tangential cams with a radius of rounding of 6 and 10 mm. Formulas are proposed for determining the lift of the pusher in the rolling section of the roller along the radius of the cam tip at a constant coefficient λ = 1 and λ = 1,5. Using the Mathcad program calculations are performed and combined graphs of the pusher lift and the change in its speed are constructed for two types of tangential cams
利用MATHCAD程序对切向凸轮推杆的起升高度和速度进行运动学计算和绘图
介绍了圆顶切向凸轮的设计特点,给出了滚子作直线滚动并与凸轮实际轮廓相接触时推杆提升高度和速度的确定方法。考虑轴的初始周长半径、凸轮尖端的圆弧半径和推杆滚子半径的取值,对切向凸轮的运动学计算公式进行了改进。计算了滚子在切向凸轮的圆弧面和直线面以6 mm和10 mm为圆弧半径的截面上滚动时推杆的行程和速度。在定系数λ = 1和λ = 1,5条件下,给出了滚子沿凸轮尖端半径滚动段推杆升力的计算公式。使用Mathcad程序对两种切向凸轮进行了计算,并构造了推杆升降及其速度变化的组合图
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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