bazhanggui 发表于 2018-3-21 12:35:26

有关logo导入的问题

在工程图表格中,如何插入一个公司的logo?望大神帮忙解答,万分感谢!!!!

psl1582692708 发表于 2024-8-7 13:55:24

wei65291 发表于 2018-3-21 17:05
1.把你公司的LOGO做成图片,2.在制作界面上选择插入-图像-悬着LOGO即可

千万别,这样做出来的,导出DWG之后,图片会丢失,而且导出DWG的时候会多出来一个图片文件

13516370114 发表于 2018-3-21 16:46:33

插入-符号-定制定义符号

bingbwang 发表于 2018-3-21 13:04:47

导入图片不行吗?

奥巴马2012 发表于 2018-3-21 13:19:53

插入光栅图像不可以么,立体图的话添加部件呗,

wei65291 发表于 2018-3-21 17:05:26

1.把你公司的LOGO做成图片,2.在制作界面上选择插入-图像-悬着LOGO即可

天空左岸 发表于 2018-3-22 07:10:05

用 定制定义符号,成功弄成过

kerryk 发表于 2018-3-22 08:14:09

感谢楼主分享

hb424164 发表于 2018-4-22 20:14:10

插入图片转CAD的时候转部过去,在CAD里用现描一个,然后用斜线填充(密一点),部要用全部填充(就是哪个全黑的,文件转成UG后会很大),把做好的图转成UG放到图框里就好了。

Ugahz715522 发表于 2025-9-7 23:10:34


是这样的,再次打开会丢失,有什么好办法吗?data:image/png;base64,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


页: [1]
查看完整版本: 有关logo导入的问题