求助有能加工这三个内孔的吗,加工费在多少,材料是6061
如图,设计了3个内孔,配合电磁阀的阀杆切换data:image/png;base64,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图片如下
这不是环形的槽吗?槽刀切就是了。 不好干 切槽刀杆直径不能大于8mm震刀 斯文棒棒 发表于 2025-4-1 15:17
这不是环形的槽吗?槽刀切就是了。
老板有推荐的供应商吗 sfcp 发表于 2025-4-1 15:29
不好干 切槽刀杆直径不能大于8mm震刀
:'(
φ16*97.5的孔,表面粗糙度0.4,我已经觉得很难了:lol 状态失控 发表于 2025-4-1 20:21
φ16*97.5的孔,表面粗糙度0.4,我已经觉得很难了
6061的铝,直接做型材。内孔光一刀,应该简单
学习了,
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