摘要
利用数字化共轭曲面原理和齿轮啮合原理对数字化齿面加工方法进行研究.研究聚焦于离散表达的数字化齿面与解析表达的刀具面在加工过程中的几何关系与相对运动.求得刀具截形上与数字化齿面每个离散点对应的共轭点及它们相互接触时的对应共轭运动,将所求离散展成运动参数自动排序,插值形成连续共轭运动,实现对数字化齿面的连续加工.二维非标准数字化修形齿面的插削展成加工仿真计算实例,验证了该方法的正确性.
Based on the theories of digital conjugate surface and gear meshing, a method for machining Digital Gear Tooth Surfaces （DGTS） was proposed. The study focused on the conjugate motion between the DGTS represented by discrete points and the cutter figuration determined by analytic function in the manufacture process. The conjugate points in the cutter section corresponding to the discrete points on the digital surface and the conjugate movements were solved. Automated sequence arrangements of the generating movement parameters have keen performed and the discrete movements were interpolated in a continuous generation motion under the order, which resulted in the realization of continuous cutting of DGTS. Computer-simulated example of the slotting of non-standard shaped DGTS verified the proposed method.
出处
《湖南大学学报（自然科学版）》
EI
CAS
CSCD
北大核心
2007年第2期37-41,共5页
Journal of Hunan University:Natural Sciences
基金
国家自然科学基金资助项目(50075031)
中国博士后科学基金资助项目(20060400872)
关键词
插削
共轭曲面
数字化齿面
齿轮啮合
展成加工
slotting
conjugate surfaces
digital gear tooth surfaces（DGTS）
gear meshing
generating machining
作者简介
王伏林（1970-），男，湖南益阳人，湖南大学讲师，博士 通讯联系人，E-mail：wangfulin-01@163．com
