zzyong00 发表于 2015-12-21 15:21:07

88641787 发表于 2015-12-21 14:36 static/image/common/back.gif
你好   我的意思是说只要点一下一个多段线就能把所有端点坐标给标注出来   谢谢

是这意思吧!

88641787 发表于 2015-12-21 15:51:13

zzyong00 发表于 2015-12-21 15:21 static/image/common/back.gif
是这意思吧!

是的    谢谢版主

88641787 发表于 2015-12-21 15:58:26

zzyong00 发表于 2015-12-21 15:21 static/image/common/back.gif
是这意思吧!

能否分享一下

香田里浪人 发表于 2015-12-21 20:21:18

88641787 发表于 2015-12-21 15:58 static/image/common/back.gif
能否分享一下

;;;多段线坐标标注
(defun c:bzzb()
   (setq ps_cmdecho (getvar "cmdecho")
         ps_osmode(getvar "osmode")
         ps_luprec(getvar "luprec")   
   )
   (setvar "cmdecho" 0)
   (setvar "osmode" 0)
   (setvar "luprec" 0)
   (command "-layer" "n" "坐标标注" "c" "4" "坐标标注" "")
      (setvar"dimzin"0);;保留小数位数时如果位数不足可以补零
   (princ "\n输入文字大小-{1~3} <")(princ words)(princ ">:")
   (setq words (getint))
   (princ "\n输入引线长度 (建议")(princ (* words 10))(princ ")")
   (princ "<上次长度为")(princ long)(princ ">:")
   (setq long (getreal))
   (setq sunmer (ssget '((-4 . "<OR")
                           (0 . "POLYLINE")
                           (0 . "LWPOLYLINE")
                           (-4 . "OR>")
                        )
                   )
   )
   (setq germeip (sslength sunmer))
      (setq pianju (* words 0.1))
   (setq somode 0)
   (while (< somode germeip)
      (setq limes (entget (ssname sunmer somode)))
      (setq limun (length limes))
      (setq aobel 0)
      (while (< aobel limun)
          (if (= (car (nth aobel limes)) 10)
            (progn
               (command "layer" "s" "坐标标注" "")
               (setq pt (cdr (nth aobel limes)))
               (setq pt1 (polar pt (+ 0 (* 0.4 pi)) long))
               (setq pt2 (polar pt1 0 (* words 7.5)))
               (command "line" pt pt1 pt2 "")
               (setq xx (strcat "Y=" (rtos (car pt) 2 3)))
               (setq yy (strcat "X=" (rtos (cadr pt) 2 3)))            
               (setq ptx (list (+ (car pt1) 0.1) (- (cadr pt1) words)))
               (setq pty (list (+ (car pt1) 0.1) (+ (cadr pt1) pianju)))
               (command "text" pty words 0 yy)
               (command "text" ptx words 0 xx)
            )
          )
          (setq aobel (1+ aobel))
      )
          (setq somode (1+ somode))
   )
(defun vxs (e / i v lst)
(setq i -1)
(while
    (setq v (vlax-curve-getpointatparam e (setq i (1+ i))))
   (setq lst (cons v lst))
)
(reverse lst)
)   

   (setvar "cmdecho" ps_cmdecho)
   (setvar "osmode" ps_osmode)
   (setvar "luprec" ps_luprec)
)

知行ooo李肖坪 发表于 2015-12-22 08:14:04

论坛里看到过类似的,你搜搜……

88641787 发表于 2015-12-22 08:59:06

香田里浪人 发表于 2015-12-21 20:21 static/image/common/back.gif
;;;多段线坐标标注
(defun c:bzzb()
   (setq ps_cmdecho (getvar "cmdecho")


谢谢分享   这个lsp很好用你真的很厉害

88641787 发表于 2015-12-22 09:00:49

知行ooo李肖坪 发表于 2015-12-22 08:14 static/image/common/back.gif
论坛里看到过类似的,你搜搜……

找了很久没有找到    你能不能提供一下链接我学习学习   谢谢

88641787 发表于 2015-12-24 15:34:25

我觉得把程序改成把多段线的各端点坐标标注在CAD图上然后编上序号 把各端点的坐标都保存在记事本上就完美了

lwg125 发表于 2016-1-11 10:25:15

非常不错的工具,太感谢了!

ferious 发表于 2023-11-5 21:18:58

香田里浪人 发表于 2015-12-21 20:21
;;;多段线坐标标注
(defun c:bzzb()
   (setq ps_cmdecho (getvar "cmdecho")


data:image/png;base64,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
页: 1 [2]
查看完整版本: 如何批量标注多段线坐标