麻瓜皮 发表于 2024-5-30 11:17:01

不锈钢焊接变形请教

我司在焊接法兰时老是发生变形,想尽量减少变形和错位,不锈钢厚度在12mm想请教各位老师如何解决这一问题麻烦各位老师了

学渣渣 发表于 2024-5-30 12:46:41

没工装,就这么点?

麻瓜皮 发表于 2024-5-30 13:21:56

学渣渣 发表于 2024-5-30 12:46
没工装,就这么点?

对厂里工艺有点差所以想改进一下🤦‍

攻城狮老李 发表于 2024-5-30 13:26:53

做工装限位

ecande 发表于 2024-6-5 11:59:23

描述不清晰,要么你发一下单件的焊接示意图。。

另外,这是多厚的板,没有坡口吗?

忧郁的包子 发表于 2024-6-5 20:30:09

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


实在不行可以二个法兰点在一起焊接, 。。

最后,我想说的是,人工这么贵,,有必要还拼接法兰吗???能不能12mm板材切割 ???觉得浪费可以中间套点别的材料啊。。。。
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查看完整版本: 不锈钢焊接变形请教