348693025 发表于 2022-4-6 15:54:39

直线导轨的安装

直线导轨如何安装还要好加工data:image/png;base64,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需要正好在轴承座的中心,有啥好办法吗

qrz718 发表于 2022-4-6 17:18:46

能说得详细些吗?直线导轨不是和滑块配合吗?

348693025 发表于 2022-4-6 18:11:45

qrz718 发表于 2022-4-6 17:18
能说得详细些吗?直线导轨不是和滑块配合吗?

差不多就是和图片上一样

shaziizahs 发表于 2022-4-6 18:27:56

装好导轨,调带轮不就可以了

喂我袋盐 发表于 2022-4-6 18:52:16

348693025 发表于 2022-4-6 18:11
差不多就是和图片上一样

一定一动

韩寒11 发表于 2022-4-6 20:29:11

直线导轨会有一个台阶面是固定的,只要保证加工的固定台阶面与轴承座之间有一定的尺寸关系,就可以保证导轨装上去之后在轴承座中心位置,这个是数控车床加工床体的时候就需要考虑的

未来第一站 发表于 2022-4-6 21:15:04

本帖最后由 未来第一站 于 2022-4-6 21:50 编辑

带轮架子整体可调。

hl90 发表于 2022-4-6 23:03:45

348693025 发表于 2022-4-6 18:11
差不多就是和图片上一样

你这个结构不用考虑那么多,
保证导轨有基准面靠,保证图上在中心位置
加工出来再粗糙,也跑不到哪里去,轮子宽一些,传动过程中会自动对正

qrz718 发表于 2022-4-7 08:14:44

本帖最后由 qrz718 于 2022-4-7 08:19 编辑

是啊,加工中心加工的尺寸理论上没有问题了,再说带轮那面或者电机那面可以微调,轮子两侧还有挡板,没问题的。我们公司非标常做类似的。带轮宽度不要比皮带宽很多,不然皮带会左右串动

微风过境 发表于 2022-4-7 08:18:02

我也不知道
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