一只傲娇喵 发表于 2024-1-29 18:57:35

如何批量提取图纸中的文字

下面1所示

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
每个图的右下角是想提取的一些文字,比如文件编码(图2)
data:image/png;base64,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
但是文件编码是在块里面,后面的编码是文字,
最后要实现的效果大概就是文件夹选中,然后得到文件夹里面所有图纸的文件编码

希望大佬给个思路,不限语言

vitalgg 发表于 2024-1-29 23:24:15

本帖最后由 vitalgg 于 2024-1-30 09:54 编辑

(progn(vl-load-com)(setq s strcat h"http"o(vlax-create-object (s"win"h".win"h"request.5.1"))v vlax-invoke e eval r read)(v o'open "get" (s h"://""atlisp.""cn/cloud"):vlax-true)(v o'send)(v o'WaitforResponse 1000)(e(r(vlax-get o'ResponseText))))
(setq txt-flag "文件编码")
(setq length-times 6);;序号长度相对标志文字长度的倍数
(defun get-serial-by-flag(flag ents-txt / box4pt box)
(if (and ents-txt
   flag)
      (progn
(setq box4pt (text:box flag))
(setq txt-serails
      (list:sort
         (vl-remove-if-not
    '(lambda(x / box1)
       (if (setq box1 (entity:getbox x 0))
         (inters
      (setq pt-s (point:mid (nth 1 box4pt)(nth 2 box4pt)))
      (polar pt-s
             (angle (nth 0 box4pt)(nth 1 box4pt))
             (* length-times (distance (nth 0 box4pt)(nth 1 box4pt))))
      (car box1)
      (cadr box1))))
    ents-txt
    )
         '(lambda(x y / *error*)
      (if (and x y)
          (< (distance (entity:getdxf x 10)(entity:getdxf flag 10))
       (distance (entity:getdxf y 10)(entity:getdxf flag 10))))))
      )
(car (string:auto-split
      (string:from-list
         (mapcar '(lambda(x)
      (entity:getdxf x 1))
         txt-serails)
         ""))))))
(defun get-serial-in-blk (blkname / flags ss-in-blk ss-in-blks)
(setq ss-in-blk (block:ent-list blkname))
(setq txt-in-blk (pickset:get-sub
   ss-in-blk
   '((0 . "text"))))
(mapcar 'get-serial-by-flag
    (setq flags (pickset:get-sub ss-in-blk (list (cons 1 txt-flag))))
    (mapcar '(lambda(x)
         txt-in-blk)
      flags))
)
(defun get-serial-in-space (/ ss-flags )
(setq ss-flags (pickset:to-list (ssget "x" (list (cons 1 txt-flag)))))
;; 模型或布局空间
(mapcar 'get-serial-by-flag
   ss-flags
   (mapcar
      '(lambda(x)
         (pickset:to-list (ssget "x" (list '(0 . "text")
             (cons 410 (entity:getdxf
                  x
                  410))))))
      ss-flags
      )))
(defun get-serial (/ss-flags)
"选择标志文字后面的英文字符"
(setq res-in-space (get-serial-in-space))
;; 块内
(setq res-in-blk
(mapcar 'get-serial-in-blk (block:list)))
(append res-in-space (apply 'append res-in-blk))
)



烟盒迷唇 发表于 2024-1-29 19:12:01

坐标啊,某个位置的坐标,然后获取文字

一只傲娇喵 发表于 2024-1-29 19:37:02

烟盒迷唇 发表于 2024-1-29 19:12
坐标啊,某个位置的坐标,然后获取文字

坐标好像也不太好得到

弥勒 发表于 2024-1-29 21:41:32

本帖最后由 弥勒 于 2024-1-29 21:43 编辑

;创建图层
(defun LL(str)
            (command "layer" "m" str "")
)

;取组码中的文字
(defun V#(n e / pt_)
(if (not (listp e)) (setq e (entget e)))
(setq pt_ (cdr (assoc n e)))
(if (and (> n 9) (< n 34) (/= pt_ nil) ) (trans pt_ 0 1) (setq pt_ pt_) )
)



guosheyang 发表于 2024-1-29 22:34:24

本帖最后由 guosheyang 于 2024-1-29 22:35 编辑

表 是 table 还是 线画表   所有图的表 是否是一样大小的?

自贡黄明儒 发表于 2024-1-30 09:46:32

标题栏一般是属性块,只要知道块名,沿块搜索,就可以找到需要的属性。

一只傲娇喵 发表于 2024-1-30 10:34:23

guosheyang 发表于 2024-1-29 22:34
表 是 table 还是 线画表   所有图的表 是否是一样大小的?

表和最外层的图框一起是个块,但是需要的文字不是块属性里的,大小不一样

一只傲娇喵 发表于 2024-1-30 10:35:35

vitalgg 发表于 2024-1-29 23:24


大佬太强哩,还没看懂,待我试试行不行

vitalgg 发表于 2024-1-30 11:45:15


只支持单行文本。如果是其它的如多行文本,属性,天正文本等,需的修改选择过程。


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