你好啊123 发表于 2024-12-3 16:38:08

data:image/png;base64,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
看看这种磁吸门扣,既有吸力(吸力不太大,最大20N左右),又能检测

你好啊123 发表于 2024-12-3 16:39:47

看看这种磁吸门扣,既有吸力(吸力不太大,最大20N左右),又能检测

鹰头猫 发表于 2024-12-3 17:05:26

装磁铁是干嘛?缓冲吗?

家里那种会自己慢慢回去的是不是就用到磁铁了?

十九世纪还不错 发表于 2024-12-3 17:38:40

鹰头猫 发表于 2024-12-3 17:05
装磁铁是干嘛?缓冲吗?

家里那种会自己慢慢回去的是不是就用到磁铁了?

我想的是用来限位,推到位后磁铁吸住,然后轴过来搬运产品。

十九世纪还不错 发表于 2024-12-3 17:39:05

你好啊123 发表于 2024-12-3 16:39
看看这种磁吸门扣,既有吸力(吸力不太大,最大20N左右),又能检测

感谢,我研究研究

十九世纪还不错 发表于 2024-12-3 17:39:58

学渣渣 发表于 2024-12-3 16:35
磁力相隔一点点距离,衰减巨大。

感谢:lol

LatersM 发表于 2024-12-3 18:22:15

这种结构做过,没什么问题,就是比用抽屉导轨贵,我也是用了磁铁。

今天雨夹雪 发表于 2024-12-4 09:38:36

学习了

萝卜包呀 发表于 2024-12-4 16:20:54

几种导轨供参考(价格不便宜。。。)

非标设计人 发表于 2024-12-7 08:51:06

悬臂长,水平不稳。用磁铁行,不能用电磁铁,对位置度要求严,差一点就没劲。
页: 1 [2] 3
查看完整版本: 双倍行程抽屉结构