wind_zhou 发表于 2024-2-1 09:10:08

传动问题-直线运动转1/4圆周运动

本帖最后由 wind_zhou 于 2024-2-1 09:38 编辑

各位creo的朋友:
这是一个传动问题,如下图,直径16的圆柱先沿着大圆柱垂直向上运动15mm,然后继续沿着大圆柱轴线做一边旋转90°和向上运动 这个行程为40mm,然后继续垂直向上运动15,把运动中大圆柱干涉的区域全部切除掉,这个怎么作图?
附件为三维图和一张运动示意图,下载后把后缀dwg 改为zip 即可解压了
不好意思 不知道怎么设置 下载附件不扣积分大家可以自己简单的做个三维 ,尺寸都无所谓,关键是方法。


如有作图出来的 可以联系我 谢谢

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

逆转的月亮 发表于 2024-2-1 11:02:28

你这是传动问题吗?这明明是建模问题

wind_zhou 发表于 2024-2-1 13:27:29

逆转的月亮 发表于 2024-2-1 11:02
你这是传动问题吗?这明明是建模问题

:) 您说的有道理,请问您是否有兴趣尝试下哦 谢谢 :handshake:handshake

喂我袋盐 发表于 2024-2-1 15:37:48

换其他软件,不行吗

leioukupo 发表于 2024-2-1 16:24:52

第一段直接切除
第二段要画空间曲线切除

leioukupo 发表于 2024-2-1 18:02:31

https://imgse.com/i/pFMWjjx
https://s11.ax1x.com/2024/02/01/pFMWjjx.md.png
这样,生产不了呀

leioukupo 发表于 2024-2-1 18:04:16

只需要先把圆柱沿着路径阵列就行了,然后直接移除相交的部分

wind_zhou 发表于 2024-2-26 07:45:12

leioukupo 发表于 2024-2-1 18:04
只需要先把圆柱沿着路径阵列就行了,然后直接移除相交的部分

您好 能做出光滑的曲面吗?谢谢!

leioukupo 发表于 2024-2-26 08:44:05

wind_zhou 发表于 2024-2-26 07:45
您好 能做出光滑的曲面吗?谢谢!

光滑的曲面我做不出来,只能尽量提升平滑度,达到某个度量等级的光滑曲面

wind_zhou 发表于 2024-2-26 10:06:31

好的 谢谢!
我这边需要能光滑的,这样才能实现传动带动零件旋转90°。
我这边也想了好多方法,做不出来。


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