主席夸我牛逼 发表于 2018-9-18 14:21:44

细轴加工工艺求助

本帖最后由 主席夸我牛逼 于 2018-9-18 15:06 编辑

我描述的尽量详细点,因为我本身不是数控出身的,也只是才接触这一块,所以有说不到位的还请各位指正!
材质:高速钢(M42),热处理后硬度HRC62-64,CNC数控车床(友佳FTC260)精加工,CBN刀片,线速度100,进给0.08
现在遇到的主要问题是,一是加工前端D4.05/4.07部位时出现两端直径小、中间直径大驼峰现象,并且表面粗糙度不是特别好;二是效率比较低。请问如何正确合理的安排加工?谢谢!

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




主席夸我牛逼 发表于 2018-9-18 15:04:08

本帖最后由 主席夸我牛逼 于 2018-9-18 15:07 编辑

为什么不显示内容呢?

PM2.5~ 发表于 2018-9-18 16:13:17

Ra0.1的粗糙度车床是车不出来的,这个直径和长度车出来肯定会出现驼峰现象

小刘jg 发表于 2018-9-18 17:00:12

多好的车床?4.05mm直径线速度100m/分的话主轴角速度近8000转/分?可以考虑下4.05的地方留少许余量后上无心磨,但你这图纸没有留退刀槽,不太好办。

韩寒11 发表于 2018-9-18 20:08:31

硬车是机床刚性和工件的刚性共同保证才能车削出来的,楼主这0.1的粗糙度是车不出来的,至少这么多年,硬车最好也就0.2吧,想要达到这个粗糙度,真是得上磨床

新来小学生 发表于 2018-9-19 07:12:13

不显示图纸了

凌波无泪 发表于 2018-9-19 08:13:11

外圆磨

主席夸我牛逼 发表于 2018-9-19 09:18:38

韩寒11 发表于 2018-9-18 20:08
硬车是机床刚性和工件的刚性共同保证才能车削出来的,楼主这0.1的粗糙度是车不出来的,至少这么多年,硬车 ...

感谢大侠指正。如果不考虑粗糙度,或者粗糙度降至0.4,只想在数控车上加工此工件,请问能办到吗?有哪些地方需要注意的?

主席夸我牛逼 发表于 2018-9-19 09:19:32

本帖最后由 主席夸我牛逼 于 2018-9-19 11:35 编辑

新来小学生 发表于 2018-9-19 07:12
不显示图纸了
是啊,我自己也看不到,再贴一遍试试


主席夸我牛逼 发表于 2018-9-19 09:21:37

凌波无泪 发表于 2018-9-19 08:13
外圆磨

想保证阶梯处圆弧面和D4.05/4.07部位一刀活,上磨床有困难。
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