马华鑫 发表于 2022-3-22 16:39:23

方管上是否可以直接安装合页?

请教各位大佬一个问题,方管上是否可以直接打螺纹安装合页?或者说合页应该怎么安装在方管上?谢谢指教!
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

魍者归来 发表于 2022-3-22 20:07:53

多大的方管,啥材质的,多大合页,要受多大力……?

马华鑫 发表于 2022-3-22 20:15:33

魍者归来 发表于 2022-3-22 20:07
多大的方管,啥材质的,多大合页,要受多大力……?

方管是40*40*4的,合页是直径为5.6的孔,长宽是65*65 米思米的HNZL65

王宏安75 发表于 2022-3-22 20:27:45

取决于合页负载大小,4个的壁厚只能攻M6以下的螺纹,并且也没几扣

韩寒11 发表于 2022-3-22 20:27:50

活页的宽度可以覆盖到方管上就行,能固定住就行

hellodaniu 发表于 2022-3-22 22:46:44

负载轻的,直接打孔安装;负载重的焊一块铁板再装。

enjoy炫御浪子 发表于 2022-3-22 23:27:22

门框类的合页可直接打方通上

zhangweibin 发表于 2022-3-23 01:09:38

弄个拉铆螺母

晓昀 发表于 2022-3-23 07:08:21

方管是做什么用?输送流体?管壁多厚?最好不要直接在方管上攻丝,可以在方管上焊接一个连接件,在连接零件上攻丝。

马华鑫 发表于 2022-3-23 08:29:15

晓昀 发表于 2022-3-23 07:08
方管是做什么用?输送流体?管壁多厚?最好不要直接在方管上攻丝,可以在方管上焊接一个连接件,在连接零件 ...

如图,方管是用来支撑一个小门
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查看完整版本: 方管上是否可以直接安装合页?