平面凸轮廓线曲率半径的图解和计算的新方法  

A New Graphic Method for Solving the Radius of Curyuturd of Planar Can Coritours

作　　者：侯国春[1] 陈金生[1] 赵翼瀚 

机构地区：[1]长春大学

出　　处：《机械科学与技术》1994年第4期45-48,共4页Mechanical Science and Technology for Aerospace Engineering

摘　　要：本文论述了凸轮廓线曲率半径新图解方法的原理。利用此原理可简便地用图解法确定凸轮廓线曲率半径，文中还列举了图解实例。根据图解运动几何关系，可简便地推导出曲率半径的解析算式。The principle of a new grapnic method for solving the radius of curvature of planar cam con-tours is studied in this paaper.Based on this principle,the radius of Curvature of a cam contour can be easi-ly solved throuhg graphic methed.Several examples are also presented to illustrate how to use the methed. According to the geometric and kinematic relationships in thphic solution,a set of eqtiaitons for numetrical solution can be derived .

关 键 词：渐屈线 曲率半径 凸轮廓线 图解 

分 类 号：TH112.2[机械工程—机械设计及理论]