zbynx 发表于 2019-8-9 09:06:13

砂轮切割机所能达到的粗糙度

我们要用40*40*2的方管焊接一个框架,我在下料图的每节钢管两端标注粗糙度12.5,但是我们另一个工程师说,使用砂轮切割下料,粗糙度最高只能保证到25,用锯床勉强能达到12.5,但是我在网上搜索,砂轮切割都能达到1.6,如下图所示,我现在都糊涂了,砂轮切割机下料粗糙度到底能达到多少啊?
data:image/png;base64,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

小平平同志 发表于 2019-8-9 09:42:38

同问

缴枪不杀LG 发表于 2019-8-9 09:46:59

砂轮切割是能达到1.6,平面度达不到

冷水黄金 发表于 2019-8-9 10:00:42

一般情况下,那个工程师说的对的。不过对于小工厂,这些根本不用怎么标。大工厂建议标50。

柳建凯 发表于 2019-8-9 10:05:50

1.6有点夸张吧

小穆丶康 发表于 2019-8-9 12:37:13

垂直度和直线多呢?

远祥 发表于 2019-8-9 15:09:25

能做到6.3已经很不错了!
页: [1]
查看完整版本: 砂轮切割机所能达到的粗糙度