studyugyang 发表于 2017-12-30 10:39:39

UG10.0草绘时坐标放置在面中心的解决方法

      UG6.0在草绘时会自动把坐标原点放置在需要增加特征的面或者基准平面的中心,个人感觉这个功能非常好用,比如画孔的时候,或者建立相对点的时候,都非常方便,但是6.0以后的版本,好像取消了这个功能,最近因很多图档需要用10.0去编辑,特意去研究了一下草绘时让坐标原点放置在面中心的方法,分享一下,大家相互学习。
   UG10.0进入草绘时,平面方法选择-现有平面
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
草图方向-垂直和水平都可以,
data:image/png;base64,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
取消设置下的三个选项
data:image/png;base64,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
然后选择需要草绘放置的平面-草图方向选择放置平面的一个边即可
data:image/png;base64,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
确定
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
如上图所示
此方法仅限于比较规则的草绘放置平面
以上是总结的一些方法,如有不足,还望高手多多指点。

studyugyang 发表于 2017-12-30 10:51:20

RE: UG10.0草绘时坐标放置在面中心的解决方法

补图

whinnyjia 发表于 2017-12-30 19:45:50

规则形状如矩形等,设置草图中心可以直接在点对话框中用“两点之间”方法,选择对角2点或对边中点等,还可再辅以偏置选项进行任意定位。
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