kozmosovia
发表于 2025-6-17 16:30:25
这种就只能写代码了,而且需要判断的会很复杂,比如两个DWG里面都有图块C,怎么判定他们是一模一样的?需要指定一些规则来判断,然后将确实图形不一样的再改名插入。
zhwc125
发表于 2025-6-17 16:38:24
kozmosovia 发表于 2025-6-17 16:30
这种就只能写代码了,而且需要判断的会很复杂,比如两个DWG里面都有图块C,怎么判定他们是一模一样的?需要 ...
是这个意思,不知道写一个要多少白银:lol
清水白粥
发表于 2025-6-17 22:59:23
嘒彼小星 发表于 2025-6-17 10:01
源泉和迷你都有批量改块名的功能,改文件1或文件2任意一个文件。全部块名。批量加前缀即可。
大佬,用cad自带的命令rename,也可以批量加前缀
liunian0524
发表于 2025-6-18 08:35:14
赫思 图块粘贴模块 你值得拥有
andymong
发表于 2025-6-18 09:25:20
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
赫思CAD的“块定义粘贴处理”可以解决这个问题,免费的。
嘒彼小星
发表于 2025-6-18 09:45:41
清水白粥 发表于 2025-6-17 22:59
大佬,用cad自带的命令rename,也可以批量加前缀
renname 我知道可以一个一个改,还没尝试批量加前缀哎
嘒彼小星
发表于 2025-6-18 09:47:35
zhwc125 发表于 2025-6-17 11:00
谢谢,全加前缀,会把完全相同的图块会有多个图块名,这个也是有弊端的
是这个弊端、图块增多。但是可以保证你复制过去的图元不会变为别的。
菜鸟初来乍到
发表于 2025-6-18 10:29:26
楼主找到了吗?我也一直在寻找你说的插件
zhwc125
发表于 2025-6-18 10:53:38
菜鸟初来乍到 发表于 2025-6-18 10:29
楼主找到了吗?我也一直在寻找你说的插件
还没有哦,{:1_1:}
wuyunpeng888
发表于 2025-6-18 13:46:58
修块名为*U