308578000 发表于 昨天 00:22

批量导出DXF并命名付费200元

本帖最后由 308578000 于 2025-3-11 00:37 编辑

2014版本CAD 选择导出DXF格式,
导出文件存储位置在原始文件地方
选择第一个区域,点击空格确认后再提示,选择第二个区域,点击空格确认后再提示选择(需要能多次选择)
选择结束后弹出窗体对需要导出的文件命名,窗体有一,二,多各需对应前面选择的次数,窗体内文件名预设原文件名。


窗口留一些备选文字方便复制调用,用于文件命名。
导出的DXF文件需要能在CorelDRAW X4 SP2 中打开
附件插件是单个导出的插件,供参考
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


tanxindong 发表于 昨天 08:51

楼主大爱,围观,

ssyfeng 发表于 昨天 12:28

本帖最后由 ssyfeng 于 2025-3-11 12:35 编辑

应该没什么问题,不过选了这么多,确定能记住哪个是哪个?

308578000 发表于 昨天 13:15

ssyfeng 发表于 2025-3-11 12:28
应该没什么问题,不过选了这么多,确定能记住哪个是哪个?

图纸是有规律的,可以分清

south 发表于 昨天 14:04

本帖最后由 south 于 2025-3-11 14:12 编辑

试了一下,但没有完全按要求来

308578000 发表于 昨天 14:17

south 发表于 2025-3-11 14:04
试了一下,但没有完全按要求来

不能用哦,
页: [1]
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