20180820 发表于 2018-8-20 11:40:20

标注红色的圆的直径不对,怎么样才能标的对呢?

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

20180820 发表于 2018-8-21 08:15:52

草绘红色的圆标注数据不准,比例是1:2;如果是1:1那么我草绘画红色的圆是准的;

3D世界网-零 发表于 2018-8-21 09:14:52

所以你的图呢?

20180820 发表于 2018-8-21 14:36:24

我已经解决我直接的问题了,谢谢

3D世界网-零 发表于 2018-8-22 10:16:21

20180820 发表于 2018-8-21 14:36
我已经解决我直接的问题了,谢谢

解决后希望能分享下解决方法哦

20180820 发表于 2018-8-23 08:21:07

把红色曲线左键-右键-属性-控制线,那么在工程图里面就有这条线,他会跟着物体放大缩小;

20180820 发表于 2018-8-23 08:24:09

在3D画图的时候,曲线圆-右键-属性-控制线,只要把曲线改为控制线,那么在工程图里面就有这条线跟实体一起放大缩小;
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查看完整版本: 标注红色的圆的直径不对,怎么样才能标的对呢?