洪德灿 发表于 2022-6-27 18:35:04

新手一个,还没入门,下面这个东西看上去很简单,麻烦把原始程序贴出来,不甚感激!

本帖最后由 洪德灿 于 2022-6-27 18:40 编辑

新手一个,还没入门,下面这个东西看上去很简单,曲面加工如何编程?麻烦把原始程序贴出来,不甚感激!5 w3 y6 u& {( \0 Sattach://535568.png
data:image/png;base64,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


shentu 发表于 2022-6-28 09:30:58

哦。。。。SFAI310,中心高106表示看不懂。

328Feng_328 发表于 2022-6-28 10:13:03

能不能贴全了。

UCHIHASASUKE 发表于 2022-6-28 10:15:47

盲人摸象
页: [1]
查看完整版本: 新手一个,还没入门,下面这个东西看上去很简单,麻烦把原始程序贴出来,不甚感激!