SUSHANG 发表于 2022-9-26 14:44:12

如何限制旋转,保持工件水平

本帖最后由 SUSHANG 于 2022-9-26 14:56 编辑

如下图,黄色工件放置在V型块上并紧贴其侧壁,则共限制了工件的5个自由度。还有一个绕轴线的旋转自由度没有限制,请问如何限制这个自由度?(我本意是想让工件的下表面水平,不要有倾角)现在只考虑定位,不考虑夹紧。

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

晓晓晓27 发表于 2022-9-26 14:53:11

没图

SUSHANG 发表于 2022-9-26 14:59:59

补充图片

SUSHANG 发表于 2022-9-26 15:00:38

晓晓晓27 发表于 2022-9-26 14:53
没图

已补充图片

lcl2094 发表于 2022-9-26 15:00:58

可以把V形块改成L形块。

大白小白 发表于 2022-9-26 15:14:00

黄色工件是一个圆柱,哪来下表面水平?

SUSHANG 发表于 2022-9-26 15:18:32

大白小白 发表于 2022-9-26 15:14
黄色工件是一个圆柱,哪来下表面水平?

工件是一个装配体,有一个圆柱筒和这个长方体块组成,如图所示。

大白小白 发表于 2022-9-26 15:20:07

SUSHANG 发表于 2022-9-26 15:18
工件是一个装配体,有一个圆柱筒和这个长方体块组成,如图所示。

用图表达。精确语言。

SUSHANG 发表于 2022-9-26 15:31:30

lcl2094 发表于 2022-9-26 15:00
可以把V形块改成L形块。

其它限制,这里只能用V块定位

SUSHANG 发表于 2022-9-26 15:32:25

大白小白 发表于 2022-9-26 15:20
用图表达。精确语言。

3#有图
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