喀喀 发表于 2024-9-27 09:12:46

检具图纸

客户发来的图纸,要求加工
请大家合理评判是否可以做到
做不到的大声说出来
能做的请分析下加工工艺
:o
data:image/png;base64,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


补充内容 (2024-9-27 13:44):
图纸在6楼,没经验,发帖不成功

UCHIHASASUKE 发表于 2024-9-27 11:05:08

你要该啰?

斯文棒棒 发表于 2024-9-27 11:30:18

图纸呢?

cangzhoumj 发表于 2024-9-27 11:50:41

该做:lol

龙游河畔 发表于 2024-9-27 13:15:26

没图纸,做不了

喀喀 发表于 2024-9-27 13:42:47

怎么图纸贴不上,哎

涅槃重生sj 发表于 2024-9-27 14:47:09

没有基准,建立不了坐标系,没法测量的。图纸是横平竖直的,但是测量的时候不管是三坐标还是影像仪,都需要构建坐标系。

卢Tiger 发表于 2024-9-27 22:17:59

用坐标镗床加工,可达到其精度

一抔故乡土 发表于 2024-10-5 08:41:44

能做到。
但要求高,精度容易跑。
图纸是装配体尺寸,装配精度靠装配工配合三坐标。
本体精度,如果本体可以坐标磨也可以慢走丝,孔多慢走丝划算。
页: [1]
查看完整版本: 检具图纸