曲面如何钻眼?
如图, 要在工件的曲面取眼, 如何操作?
最简单的,建个辅助平面可以不? 翔梦随风 发表于 2014-7-29 19:40 static/image/common/back.gif
最简单的,建个辅助平面可以不?
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
建了也不行, 不知道为撒。
在拉伸切除里设置一下 将从草图基准面改为从曲面 好像是这样的
好像基准面改为曲面了,只能切到孔边界,在曲面上的孔内部分切不掉 你画出来 容易,实际加工怎么打眼啊?
这个是灰铁加工件,两个孔是安装黄油嘴的,里面安装轴承。 直接用异型孔向导啊,其余的就不用你考虑了 有学习了一种技巧 谢谢了 重新建立一个基准面
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