[求指点]这个怎么根据二维图纸出三维模型
本帖最后由 mp沧浪水 于 2013-9-20 20:57 编辑data:image/png;base64,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如图,板厚4mm 好像看不清,再补张截图吧
直接根据侧面图拉伸。注意下尺寸就好呗 我做了一个,尺寸是我自定义的,因为有些看不清,不知道是不是这样子的
dusk 发表于 2013-9-21 07:55 static/image/common/back.gif
直接根据侧面图拉伸。注意下尺寸就好呗
呵呵,能不能动手画一下呢,顺带出个教程叻 鲸鱼 发表于 2013-9-21 09:45 static/image/common/back.gif
我做了一个,尺寸是我自定义的,因为有些看不清,不知道是不是这样子的
呵呵,看起来有点像,能不能放文件呢?
有些未注圆弧半径就估摸着画吧 鲸鱼 发表于 2013-9-21 09:45 static/image/common/back.gif
我做了一个,尺寸是我自定义的,因为有些看不清,不知道是不是这样子的
你这个看着好像没“拔模斜度”吧 mp沧浪水 发表于 2013-9-21 17:31 static/image/common/back.gif
你这个看着好像没“拔模斜度”吧
成型剖面,剖视图、、、 鲸鱼 发表于 2013-9-21 09:45 static/image/common/back.gif
我做了一个,尺寸是我自定义的,因为有些看不清,不知道是不是这样子的
怎么看不到你的最新回复呢,
拔模斜度,局部成型的剖面,剖视图 这个是我们公司的三维图纸截图
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