亮点 发表于 2023-9-6 16:14:08

关于直线导轨定位

各位大佬,关于直线导轨定位想请教下:1、使用销定位导轨基准面data:image/png;base64,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

2、安装板上机加出定位面data:image/png;base64,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
3、平面直接安装
目前我遇到的这几种,主要是在考虑导轨安装螺丝孔和定位的加工误差,跟各位取取经

高端机械小王 发表于 2023-9-6 16:26:18

一般情况下都是安装板上机加出定位面,单边靠齐。注意清角

亮点 发表于 2023-9-6 16:35:38

谢谢,看到好多设备用销的,自己也倾向机加基准

空空的空 发表于 2023-9-6 16:48:25

长距离的直线导轨 机加工定位面和销轴;短距离的机加工定位面

上梁 发表于 2023-9-6 16:51:57

销除定位外可兼做滑块的硬限位

亮点 发表于 2023-9-6 16:52:30

空空的空 发表于 2023-9-6 16:48
长距离的直线导轨 机加工定位面和销轴;短距离的机加工定位面

谢谢,确实还要考虑导轨的长短采用何种定位方式

hl90 发表于 2023-9-6 18:12:03

靠边的精度要高一些:
单侧靠边,另一侧是用顶块顶上去的,所以导轨是直溜的,顶块和锁导轨的螺丝双重保证;
用销钉的情况导轨直不直溜完全靠锁的螺丝来确定,机床震动,螺丝松动了,导轨可能成S型;

也就是说:
单边靠的一般是机床用的多,因为要保证精度和导轨刚性,但是价格会贵很多,我们做过一米七多的面,平行度和垂直度我忘了,好像都在2丝以内,平面度我记得是一丝以内的,那个焊接的底座,我研发经理说是五万多,那是18年的事;
销钉靠的对精度要求不高的设备用,

kayex 发表于 2023-9-6 20:09:07


FKUEDEJXSQ2 发表于 2023-9-7 08:36:30

要看装配要求了

未名湖畔 发表于 2023-9-7 09:18:32

具体看使用的场景
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