求助锁紧环加工方法
最近自己厂里尝试加工锁紧环,结果快走丝割出来后为什么内孔尺寸变形量这么大?在使用的时候,螺钉拧紧的力需要很大。和购买的锁紧环相比,效果很不好,想学习学习外面购买的锁紧环是怎么加工的?有没有效果好点的办法?是用的什么材质做的。一般45钢吧,不要任何热处理。
是单面开口,还是双面开口。 非常 发表于 2024-10-22 14:41
是用的什么材质做的。一般45钢吧,不要任何热处理。
是单面开口,还是双面开口。
材质是Q235A
没有热处理
单面开口的锁紧环
开口处加工方式为快走丝,割开之后内孔就变成椭圆了
切开肯定会变椭圆 锁紧力度要求大 是不是可以适当减小锁环的内孔尺寸 或者锁环的厚度这些 图来 NingJiaxin 发表于 2024-10-22 15:31
材质是Q235A
没有热处理
单面开口的锁紧环
剖开后内孔会变形的,只要不变小套不进轴就好。当然,根据材料状态不同或者批次不同,变形量也可能会不一样。
如果,你实在是对于剖开后的内孔要求高,那就剖开后,在把内孔精车一刀。
学渣渣 发表于 2024-10-22 17:57
图来
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单开口割开,内孔变形量很大
学渣渣 发表于 2024-10-22 17:57
图来
再发一遍
石油地质-波菜 发表于 2024-10-22 16:46
切开肯定会变椭圆 锁紧力度要求大 是不是可以适当减小锁环的内孔尺寸 或者锁环的厚度这些
我表述的有点问题,意思是自己生产的和外面购买的相对比起来,达到相同的锁紧效果时,自己生产的锁紧环螺钉拧紧的力会很大,不清楚为什么他们做的那么好
NingJiaxin 发表于 2024-10-23 12:57
再发一遍
下面那个槽再切多一点。
管他整圆椭圆,能夹住物料,就是好圆。
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