求教!调整尺寸标注位置
本帖最后由 砥砺前行 于 2024-10-29 17:18 编辑有时从别处导入的文件内线性标注和对齐标注的位置不合适，请教下大佬帮忙写个程序。
框选线性标注与对齐标注,调整文字位置为尺寸界线中点,以标注基点偏移2个文字高度；附图如下。
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
有木有大佬教教我，我一直没找到类似控制标注距离的组码 DXF
13 14
10 这是我自己写的，你可以用这个修改一下;;;*****统一尺寸界线长度*****
(defun c:w4 ( / ang d dim dist ent ent_data i pt10 pt11 pt13 pt14 ss xpt10 xpt11)
(setvar "cmdecho" 0)
(setq ss (ssget '((0 . "DIMENSION"))))
(setq i 0)
(repeat (sslength ss)
(setq ent (ssname ss i))
(setq ent_data (entget ent))
(setq dim (cdr (assoc 3 ent_data)))
(setq pt10 (cdr (assoc 10 ent_data)));pt后面对应的数字就是,图元列表中的组码
(setq pt11 (cdr (assoc 11 ent_data)))
(setq pt13 (cdr (assoc 13 ent_data)))
(setq pt14 (cdr (assoc 14 ent_data)))
;;; --------------------------------------
(setq dist (distance pt13 pt14));13和14可以求出当前标注界限长度
(setq ang (angle pt14 pt10));10和14求出标注角度
(setq d (* 6 (atof (substr dim 3))));截取标注样式名称"yq"后面的数字,在×6就是需要长度
(setq xpt10 (polar pt14 ang d))
(setq xpt11 (polar pt11 ang (- d dist)))
(setq ent_data (subst (cons 10 xpt10) (assoc 10 ent_data) ent_data))
(setq ent_data (subst (cons 11 xpt11) (assoc 11 ent_data) ent_data))
(entmod ent_data)
(setq i (1+ i))
)
(prin1)
)
谢谢老哥，我试着改一下
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