wu__xy 发表于 2023-5-25 14:25:28

最好要求底面安装区域跟立柱的垂直度,要求整个底面跟立柱垂直度 搞是能搞出来,只是不知道老板价格能不能接受

pengzhiping 发表于 2023-5-25 14:34:37

大件焊接 需要注意

第一 尽量卡焊

第二 焊接时 应该逐步焊 不能积累太多热量

妖洞两拐 发表于 2023-5-25 15:36:18

|曲嘛黑发表于 05-25 13:56首先看下实际需求,比如我歪个10mm,对性能有多大影响,如果没影响,仅考虑美观方面,意思意思就好了,你这都是毛坯面,方管本身的精度一般是多少。这种毛坯面,要求垂直度,选两点就好这个很难判断,不是精密的零件,就是支柱而已。顺便问下,如果图中没有标垂直度要求,焊接搞的不太好,一般怎么解决?你公司内部有最大误差限制?我们是研发单位,加工、焊接都是外面做,所以生怕图中有丢掉的内容。

a86266726 发表于 2023-5-25 15:58:37

影响不大,除非你方管切口斜了

-YUN- 发表于 2023-5-25 17:12:24

你这就单头焊接钢板,另一头也没有啥需要对接安装的,哪怕偏差2-3毫米也没事吧

詹姆斯007 发表于 2023-5-25 22:33:47

建议你看看重标的:JB/T5000.3 焊接件。

妖洞两拐 发表于 2023-5-26 06:59:26

|詹姆斯007发表于 05-25 22:33建议你看看重标的:JB/T5000.3 焊接件。谢谢,这个标准我有,但我现在的行业是电子。

长颈鹿大师兄 发表于 2023-5-26 11:55:42

12厚底板还要焊接筋板的,底板自己都高低不平了。
说来说去还是看使用的情况,焊是肯定焊歪的,就看歪了有没有问题。

妖洞两拐 发表于 2023-5-26 13:53:45

|长颈鹿大师兄发表于 05-26 11:5512厚底板还要焊接筋板的,底板自己都高低不平了。<br>
说来说去还是看使用的情况,焊是肯定焊歪的,就看歪了有没有问题。<br>
有筋板的

DOINGING 发表于 2023-5-29 13:32:26

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查看完整版本: 焊接件垂直度问题