lucas_3333 发表于 2014-3-5 08:19 static/image/common/back.gif
E大，请问这个双线能否改为多段线PL？
完成是双线？
(defun c:2l(/ ent1 ent2 ent3 ent4wwdy1 str1 pt1 pt2 dis1 ag1 pt1u pt2u sspl)
(setq ent1 nil ent2 nil ent3 nil ent4 nil sspl nil)
(defun sk_mkl(p1 p2)
(entmakex
(list
'(0 . "line")
(cons 10 p1)
(cons 11 p2)
)
)
)
(setq cmd_old(getvar 'cmdecho))
(setvar 'cmdecho 0)
(orwwdy (setq wwdy 6))
(if(setq wwdy1 (getreal (strcat "\n请输入宽度<当前:"(rtos wwdy 2 3) ">:")))
(setq wwdy wwdy1))
(setq str1 (rtos wwdy 2 2) sspl (ssadd))
(prompt "\nnow dline width is: ")
(prompt str1)
(if(setq pt1 (getpoint "\n enter start point:"))
(progn
(while (setq pt2 (getpoint pt1 "\n enter next point:"))
(redraw)
(if (and ent1 ent2)
(setq ent3 ent1
ent4 ent2))
(setq dis1 (* 0.5 wwdy))
(setq ag1 (angle pt1 pt2))
(setq pt1u (polar pt1 (+ ag1 1.5708) dis1))
(setq pt2u (polar pt2 (+ ag1 1.5708) dis1))
(setq pt1d (polar pt1 (- ag1 1.5708) dis1))
(setq pt2d (polar pt2 (- ag1 1.5708) dis1))
(setq ent1(sk_mkl pt1u pt2u)
ent2(sk_mkl pt1d pt2d)
pt1 pt2
)
(setvar "FILLETRAD" 0.0)
(command "FILLET"ent1 ent3)
(command "FILLET"ent2 ent4)
(if(and ent1 ent2)
(setq sspl(ssadd ent1 sspl)
sspl(ssadd ent2 sspl)))
(if(and ent3 ent4)
(setq sspl(ssadd ent3 sspl)
sspl(ssadd ent4 sspl)
))
)
;;因为使用command函数调用pedit命令,有的ACAD版本命令不一样仅在2006测试通过
(if (and sspl (> (sslength sspl) 2))
(command "pedit" "m" sspl "" "j" "0.00" "")
)
)
)
(if cmd_old (setvar 'cmdecho cmd_old))
(princ)
)
edata 发表于 2014-3-5 15:34 static/image/common/back.gif
完成是双线？
谢谢E大，难道不是画双线？虽然不是MlLINE,但差不多吧
lucas_3333 发表于 2014-3-5 19:56 static/image/common/back.gif
谢谢E大，难道不是画双线？虽然不是MlLINE,但差不多吧
少打了字，我的意思是完成了的双线是pl线，用pedit命令结合的pl线。
测试：用pedit命令结合不了，出现“输入选项。。。。。。”
edata 发表于 2014-3-6 10:06 static/image/common/back.gif
少打了字，我的意思是完成了的双线是pl线，用pedit命令结合的pl线。
E大，我用2007 同2010测式了，看程序是自动合并多段线，但是实际还是输入Y然后输入J，然后回车才行
学习一下。
edata 发表于 2014-2-16 15:05 static/image/common/back.gif
;简单修改by edata@mjtd
老大，能不能增加平行线的根数呢？如果能在程序运行时提示输入需要画的平行线根数就更好了！恳请老大出手
edata 发表于 2014-2-16 15:05 static/image/common/back.gif
;简单修改by edata@mjtd
关于 command "FILLET"
如果两条直线是交叉但是不接触的时候，是可以自动倒角的，
但是当两条直线是交叉并接触的时候，怎么控制让他按照相应的方式倒角？
比如原来两条直线是这个样子
data:image/png;base64,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
命令执行完是这个样子
data:image/png;base64,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
我怎么让他成这个样子？
data:image/png;base64,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
谢谢了