小枣爸爸 发表于 2020-9-14 11:44:10

如何把产品或者包材上面的LOGO单独转换成轴测图效果

本帖最后由 小枣爸爸 于 2020-9-14 11:45 编辑

各位圈内大神、师兄、师姐好!

      小弟在使用CAD时遇到了如下问题。我们客户要求我们用CAD做包装方式,用到的相关包材和方式都要描述清楚,

包括纸箱上面的印刷内容(唛文)。唛文上面一般会有“公司名称”、“纸箱尺寸”、“4防:防潮、防摔、防压等”,文字

方面的内容我可以通关旋转转换为轴测图效果,但是“4防的LOGO”不知道怎么单独转换成轴测图了,如下图如何实现。

大家在帮忙解答的时候注意一下:只能是单独的LOGO变为轴测图,不能影响其他图形喔!小弟知道3D图可以比较好

实现,但是小弟希望大家帮我用AUTO CAD的方式实现,谢谢大家啦!!!:)

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

魍者归来 发表于 2020-9-14 14:34:24

机械制图基础。

小枣爸爸 发表于 2020-9-14 14:36:50

魍者归来 发表于 2020-9-14 14:34
机械制图基础。

大哥,能详细描述一下吗?

远祥 发表于 2020-9-14 19:42:37

能不能在3D软件里面把LOGO转好角度,再给导出CAD文件。

晓昀 发表于 2020-9-14 23:11:58

见过有人画过管道的45°轴侧图(ISO轴测图),不过是用单线条表示管道,不是实体。

小枣爸爸 发表于 2020-9-15 10:09:33

远祥 发表于 2020-9-14 19:42
能不能在3D软件里面把LOGO转好角度,再给导出CAD文件。

3D是可以的,就是想用CAD一次性搞定。

小枣爸爸 发表于 2020-9-15 10:10:30

晓昀 发表于 2020-9-14 23:11
见过有人画过管道的45°轴侧图(ISO轴测图),不过是用单线条表示管道,不是实体。

有具体方法吗?
页: [1]
查看完整版本: 如何把产品或者包材上面的LOGO单独转换成轴测图效果