陈圆圆c 发表于 2020-10-7 09:31:51

直角焊接件焊缝需要清角是,焊接符号该怎么标注

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请问一下,图中圈出的位置想要焊接,但是之前做的焊缝太高了,导致螺丝都没法上,我该怎么标焊接符号(因为没有出过焊接件的图纸,所以不是很了解),焊缝表面凹陷能达到效果吗,类似于这种直角焊接件,焊缝需要避位的该怎么去做呢。新手上路,请各位大佬指点一下

陈圆圆c 发表于 2020-10-7 09:33:22

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

jim1818718 发表于 2020-10-7 13:25:12

可以开坡口焊

陈圆圆c 发表于 2020-10-7 13:56:40

类似于这种

詹姆斯007 发表于 2020-10-7 21:33:38

1、对于焊接件,从扳手空间的尺寸,应该考虑躲开焊脚。
2、像你的示意图的工字形截面,可以减少腹板的厚度,然后开双面坡口,这样焊脚的尺寸会小很多。你可以去看看工字钢、H型钢和钢轨,腹板的厚度都比翼缘板要薄。

未来第一站 发表于 2020-10-7 23:16:57

有要求就要开坡口,严格标注,再不行就是画出孔位文字标注要求http://www.cmiw.cn/data/attachment/forum/202002/17/210418g22cg3si3gc2gsf2.png

晓昀 发表于 2020-10-7 23:21:01

工字钢梁上面宽度30减去板厚10一边剩了10个,角焊缝高度等于板厚,那么一边剩余5mm没办法打螺丝孔,即使开坡口,打螺丝孔尺寸也紧张。你看看扳手空间螺丝孔到墙壁距离最少是多少?

远祥 发表于 2020-10-8 21:32:57

其实这个焊角的三角形就是有清根的效果了。
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查看完整版本: 直角焊接件焊缝需要清角是,焊接符号该怎么标注