天凉好个秋 发表于 2022-4-28 08:59:50

请问这种线段文字怎么变回单行文字或者多行,感谢

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lrd1861 发表于 2022-5-3 11:25:51

本帖最后由 lrd1861 于 2022-5-3 11:28 编辑

OCR:lol:lol:lol

mikewolf2k 发表于 2022-4-28 10:21:34

本帖最后由 mikewolf2k 于 2022-4-28 10:29 编辑

天凉好个秋 发表于 2022-4-28 10:05
呃呃呃,类似扫描出文本这种。有没有相似的,你这打击太大了
OCR软件对于这种场合误差太大,花在检查和更正上的时间不会比重新打字少,还有定位问题。当然欢迎你去研究下,给他人经验教训。

不过这种炸开的文字,理论上可以比OCR软件简单,读取相应字体文件,获得笔画信息,然后在图上按照笔画信息去找相似的图形,从而获得文字和位置。

天凉好个秋 发表于 2022-5-3 14:36:39

lxl217114 发表于 2022-5-3 13:33
包版本的CAD倒是有个命令:PDFSHXTEXT
只是目前的转换效果不佳。可以试试看。

还在使用16的,命令未知。可能版本不够高。感谢

天凉好个秋 发表于 2022-4-28 10:38:20

mikewolf2k 发表于 2022-4-28 10:21
OCR软件对于这种场合误差太大,花在检查和更正上的时间不会比重新打字少,还有定位问题。当然欢迎你去研 ...

是这个意思

天凉好个秋 发表于 2022-4-28 09:02:45

这个

......

mikewolf2k 发表于 2022-4-28 09:17:28

不可能,超越现有技术水平,放弃吧。

天凉好个秋 发表于 2022-4-28 10:05:33

mikewolf2k 发表于 2022-4-28 09:17
不可能,超越现有技术水平,放弃吧。

呃呃呃,类似扫描出文本这种。有没有相似的,你这打击太大了

hyz932 发表于 2022-5-1 20:11:24

我怎么看不到东西

天凉好个秋 发表于 2022-5-3 08:27:56

hyz932 发表于 2022-5-1 20:11
我怎么看不到东西

在下面被隐藏了。。

天凉好个秋 发表于 2022-5-3 13:16:51

lrd1861 发表于 2022-5-3 11:25
OCR

是这个意思!感谢
页: [1] 2
查看完整版本: 请问这种线段文字怎么变回单行文字或者多行,感谢