yearstone 发表于 2020-10-27 16:37:48

焊接符号请教

本帖最后由 yearstone 于 2020-10-27 16:39 编辑

图纸焊接符号如下,查了许多资料,了解到是整体焊接,至于其它没能明白,来请教下各位社友,解惑下!
另外,单边焊接双面成型是指什么?
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

晓昀 发表于 2020-10-27 21:41:14

圆圈表示焊缝是一周圈,V型焊缝。

单边焊缝双面成型是指在坡口的正面进行焊接,背面也能成型焊缝,这种焊接方法在压力容器和压力管道焊接中用的多。

未来第一站 发表于 2020-10-27 23:40:09

https://haokan.baidu.com/v?vid=12124805361949665440&pd=bjh&fr=bjhauthor&type=video
老师傅演示,单面焊双面成形

yearstone 发表于 2020-10-28 09:36:35

晓昀 发表于 2020-10-27 21:41
圆圈表示焊缝是一周圈,V型焊缝。

单边焊缝双面成型是指在坡口的正面进行焊接,背面也能成型焊缝,这种 ...

V型焊缝是指需要V型坡口焊接?

yearstone 发表于 2020-10-28 09:40:42

晓昀 发表于 2020-10-27 21:41
圆圈表示焊缝是一周圈,V型焊缝。

单边焊缝双面成型是指在坡口的正面进行焊接,背面也能成型焊缝,这种 ...

C4-6V又指什么呢?坡口6mm?

yearstone 发表于 2020-10-28 09:43:13

未来第一站 发表于 2020-10-27 23:40
https://haokan.baidu.com/v?vid=12124805361949665440&pd=bjh&fr=bjhauthor&type=video
老师傅演示,单面 ...

据我了解,单边焊接双面成型,一般用于TIG焊接比较多吧。

远祥 发表于 2020-10-28 20:10:01

单面焊双面成型就是在一面焊接,另一面焊缝也能够成形良好,多用在管子焊接上,内部无法再进行焊接,单面焊双面成型有连弧焊、断弧焊之说。单面焊双面成形操作技术是采用普通焊条,以特殊的操作方法,在坡口的正面,焊后保证坡口正反两面都能得到的一种操作方法。
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查看完整版本: 焊接符号请教