pxxxx 发表于 2019-12-5 14:29:29

批量精车灰铁铸件时怎样克服硬度不一致带来的尺寸波动

我司加工一款灰铁200的产品,轴承孔精度要求较高,目前存在一种困扰,当硬度差异有60时,尺寸会有1到2丝的波动,请教一下有没有什么好的建议来消除硬度的影响

李迎398048991 发表于 2019-12-5 14:55:29

硬度不一致很难弄,精车前多走两刀吧最后精加工的余量尽量弄到相同会稍微好点,,或者说可能的话最后用铰刀进行精加工,毕竟铰刀不会出现退刀的情况

冷水黄金 发表于 2019-12-5 15:33:00

学习。:victory:

duduxiaozi32 发表于 2019-12-5 17:08:47

铸件进厂严格要求,按照机床导轨表面硬度要求走,导轨长度小于2500mm,硬度差不大于25HBW,长度大于2500mm,硬度差不大于35HBW,这是有行业标准的,因为大家知道硬度差太大精度很难保证。

韩寒11 发表于 2019-12-5 20:22:28

硬度不一致的影响是去不掉了,楼主可以试着半精加工后留余量,做自然时效处理,然后再精加工

未来第一站 发表于 2019-12-5 20:30:21

学习了,

远祥 发表于 2019-12-5 21:07:58

只有使用足够硬的车刀了!

freeding 发表于 2019-12-7 23:02:22

加工时温度也是很重要的,推介你用冷却风枪试下13912876498微信

zss123 发表于 2020-2-22 20:11:07

这种对机床及整个工艺系统的要求高.

pxxxx 发表于 2020-5-6 16:44:16

zss123 发表于 2020-2-22 20:11
这种对机床及整个工艺系统的要求高.

data:image/png;base64,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
这是发现问题后,特地将两个硬度不同批次做试验的结果,硬度差60左右
阴影部分是公差带,批次内波动很小,批次间由于硬度影响差异很大
如果不控制好就不合格了
页: [1]
查看完整版本: 批量精车灰铁铸件时怎样克服硬度不一致带来的尺寸波动