焦虑机械sd 发表于 2022-10-26 15:03:21

求助,高人给指点下

外径51内孔33长161,车内孔公差0-+0.02,能保证吗在公差范围内吗?

328Feng_328 发表于 2022-10-26 15:18:53

缺少好多信息啊,比如材料,加工机床,图纸其他的要求,信息全点,必威APP精装版下载里大神很快就给你答复了。

sgxap666 发表于 2022-10-26 15:29:05

才两个丝,加工费得给很高吧

焦虑机械sd 发表于 2022-10-26 15:35:12

Q355B,数控车床加工

焦虑机械sd 发表于 2022-10-26 15:37:16

328Feng_328 发表于 2022-10-26 15:18
缺少好多信息啊,比如材料,加工机床,图纸其他的要求,信息全点,必威APP精装版下载里大神很快就给你答复了。

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
材料Q355B

longyucanghai 发表于 2022-10-26 15:44:48

查一下公差表,内孔是7级公差,完全没问题

热青茶 发表于 2022-10-26 15:45:57

应该可以

328Feng_328 发表于 2022-10-26 15:57:54

只是车的话,应该是没问题的,数控车床2道的要求也不算太高啊,钻孔-粗镗/铰-精镗/铰;不知道有没有别的技术要求,比如热处理。

深圳晨夕 发表于 2022-10-26 16:50:12

感觉很常规 。。。

opaqueboy 发表于 2022-10-26 16:54:41

做工装,可以达到!但是难度较大!
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