qshaizd 发表于 2018-6-30 14:46:14

用外挂打印程序单如果产品有多个加工面多个坐标可以在一张程序单上实现吗

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
像这样6个面多要加工 能不能有办法实现一张程序单六个坐标 加工顺序加工刀具装夹方式都体现出来 我目前用UG4.0有什么外挂可以推荐!以前都是手写

老杨哥 发表于 2018-6-30 19:30:06

肯定是可以.每个坐标分别是G54-G59这样很容易撞机。分开不是很直观吗,难道你是五轴,多坐标加工,

老杨哥 发表于 2018-6-30 19:32:59

肯定是可以.每个坐标分别是G54-G59刚好6个坐标,可以同时装夹6个工件,同时加工6个面,完美完成满意吗,

xyw2018 发表于 2018-6-30 19:56:27

打开看看是什么

qshaizd 发表于 2018-6-30 21:29:44

可能是我意思没表达清楚,现在是三轴机床,产品6个面都需要加工就有了6个程序组 和 6个坐标系了对不 !按照外挂的出的程序单 一次只能出一个程序组!这样我们要出6张程序单 有什么办法 吧这6个程序组集中到一张纸上 ,产品不像电极一次装夹就可以完成!产品需要多次翻面! 却只有一件或几件!以前手写不适合存档也显示不出专业,公司走向正规化!这些也是必须要有的!如果谁理解我的意思,并且有方法解决给我回复!谢谢

jg123123 发表于 2018-7-1 09:30:27

打开看看再说

ufyuy 发表于 2019-10-29 19:36:21

兄弟你的这个问题解决了吗?
页: [1]
查看完整版本: 用外挂打印程序单如果产品有多个加工面多个坐标可以在一张程序单上实现吗