张zhb 发表于 2020-11-8 16:42:11

大神们,弱弱的问一下,你们说的加工是什么设备0.5mm 的平面度?
1400×800至少也要在1600的立加吧,若立加达不到0.05,那设备得老到什么程度?
前段时间加工了一批类似铝材和304(有孔、有槽),都控制在图纸要求0.20的平面度.
后续表面是本色阳极氧化和电解抛光.
有疑问,私聊。
有图及整套工艺:lol

张zhb 发表于 2020-11-8 16:46:12

截图
data:image/png;base64,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

lingdu 发表于 2020-11-9 09:27:59

大面的铝板我们经常用,一般选用6061的贴膜板,平面度精度很高,不用加工厚度。你可以考虑一下
页: 1 [2]
查看完整版本: 求助:铝合金板加工平面度