这个焊接符号代表啥意思?大神请解答
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这是两块角铁拼接焊接的,这个焊接符号是啥意思??全逢填缝满焊 V型坡口全焊透背面封焊,也就是要求双面焊全焊透
我觉得首先要确认用的哪个标准
焊前V型坡口,背面封底焊。 环形周边焊,先背面V形满焊,再正面封底焊。 V型坡口全焊透背面封焊
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