凤凰卫视 发表于 2024-7-8 19:41:34

大理石镶的牙套是标准件吗?

嘴近需要做一个大理石平台,上面需要牙孔,印象中是镶的牙套,按道理外圈不是牙的,请问这种牙套是标准件吗?还是要设计好
固定工艺又是什么?

尹志春 发表于 2024-7-8 20:38:37

是标准件,用AB胶粘

机械学社 发表于 2024-7-8 21:59:06

可以找标准看看
data:image/png;base64,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

同学习 共进步

机械小卡拉米 发表于 2024-7-9 08:11:47

大理石上有没办法攻牙,都是镶牙套,用胶粘

云中有仙 发表于 2024-7-9 09:53:06

不是攻牙,是在大理石上打沉孔,然后镶嵌螺纹套(粘胶),螺纹套可以买成品或者自己做,注意螺纹套不能超出大理石平面

Anthony_melo 发表于 2024-7-9 10:03:49

云中有仙 发表于 2024-7-9 09:53
不是攻牙,是在大理石上打沉孔,然后镶嵌螺纹套(粘胶),螺纹套可以买成品或者自己做,注意螺纹套不能超出 ...

想请教一下, 大理石上加工一个螺纹孔,镶牙套形式大概多少钱一个?

不如吃茶去丶 发表于 2024-7-9 13:19:31

Anthony_melo 发表于 2024-7-9 10:03
想请教一下, 大理石上加工一个螺纹孔,镶牙套形式大概多少钱一个?

我们就是搞这个的,大理石打盲孔,不带螺纹,然后用AB胶粘接钢柱,钢柱可以是通的也可以是不通的,钢柱内外都是螺纹

不如吃茶去丶 发表于 2024-7-9 13:20:25

这是一部分规格

Anthony_melo 发表于 2024-7-9 13:33:46

不如吃茶去丶 发表于 2024-7-9 13:19
我们就是搞这个的,大理石打盲孔,不带螺纹,然后用AB胶粘接钢柱,钢柱可以是通的也可以是不通的,钢柱内 ...

我最近的一个方案要用大理石,上面要打M18左右螺丝,现在在找供应商报价,不过供应商只报了加工大理石的费用 ,所以想知道大理石加工一个螺纹孔大概多少钱一个?

凤凰卫视 发表于 2024-7-9 18:56:04

不如吃茶去丶 发表于 2024-7-9 13:20
这是一部分规格

多谢,螺纹孔是通过镶牙套,沉头孔可以直接加工吗(放螺丝)?
页: [1] 2
查看完整版本: 大理石镶的牙套是标准件吗?