烟草 发表于 2024-4-10 09:20:12

氧化铝陶瓷管线切割可以么?

现在沟通一个项目,需要线切割氧化铝陶瓷管,说是一种靶材,这个导电性能用线切割放电加工么?

sh1017lwd 发表于 2024-4-10 09:35:47

我搜了下,一家公司说要用金刚石线切割机

Ving123456 发表于 2024-4-10 09:40:24

氧化铝基本上都是当绝缘件用的,常规的电火花线切割搞不了

烟草 发表于 2024-4-10 09:41:13

sh1017lwd 发表于 2024-4-10 09:35
我搜了下,一家公司说要用金刚石线切割机

金刚石线切割是可以的,我也纳闷,查资料陶瓷管导电性不好,用放电不合适,开始我们给的方案是金刚石圆锯切割

烟草 发表于 2024-4-10 09:42:09

Ving123456 发表于 2024-4-10 09:40
氧化铝基本上都是当绝缘件用的,常规的电火花线切割搞不了

谢谢了

yanhui4 发表于 2024-4-10 10:20:33

精度不是那么高就用激光切割

学渣渣 发表于 2024-4-10 11:51:59

水刀如何?

卢Tiger 发表于 2024-4-10 13:26:46

按所需的长度订货可以吗?

烟草 发表于 2024-4-12 16:57:16

Ving123456 发表于 2024-4-10 09:40
氧化铝基本上都是当绝缘件用的,常规的电火花线切割搞不了

跟客户沟通过了,它是一种陶瓷的复合材料,是导电的,可以用线切割放电加工

Ving123456 发表于 2024-4-15 10:31:00

烟草 发表于 2024-4-12 16:57
跟客户沟通过了,它是一种陶瓷的复合材料,是导电的,可以用线切割放电加工

这是氧化铝的电阻值,包括95瓷、99瓷,属于非导电材料,放电加工方式得先用电解的方式,才能让表面能够导电,业界常用的特种加工方式有:高压电火花加工、辅助电极电火花加工、电化学电火花加工、电化学放电线切割;传统的电火花线切割不可能切得了,我们工厂有机子,有试过,差点把我钼线搞断了。如果你们的陶瓷管是能导电的,那只能说明参杂了较多的导电物质data:image/png;base64,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
页: [1] 2
查看完整版本: 氧化铝陶瓷管线切割可以么?