截取多段线其中几段并偏移
现在有个小问题，我有一段5000m的含弧多段线，需要截取500到1000之间的线段，并向两边偏移8m，1500到2000之间的线段并向两边便宜6m，2800到3400之间的线段并向两边偏移4m，4400到4900之间的线段并向两边偏移5m。怎么实现呢。我写了一个小程序，思路是先把这个多段线的dxf点表读出来，然后用break依次从0到500，1000到5000剩下的还是原来多段线的图元名，偏移8m。后面在根据读出来的点表重新生成一个完整的多段线，继续打断0到1500和2000到5000，依次做完。但是行不通，只有第一次可以搞成。请教老师些有没有啥更好的办法呢。data:image/png;base64,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
[*](defun c:hlkx ( en jzwsj / i jzwjkzh jzwckzh oldstartpt oldendpt newstartpt newendpt);;;根据桩号画外轮廓线
[*](vl-load-com)
[*](setq en (car(entsel "\n选择渠道轴线：")))
[*](setq ptlst(vl-remove-if-not '(lambda (x) (member (car x) '(100 0 8 90 42 10)) )(entget en)) )
[*](setq i 0)
[*](setq jzwsj (list (list 500 1000 8) (list 1500 2000 6) (list 2800 3400 4)(list 4400 4900 5)))
[*](repeat(length jzwsj) ;循环次数
[*] (setq jzwjkzh (car (nth i jzwsj)));取得进口距离
[*] (setq jzwckzh (cadr (nthi jzwsj)));取得出口距离
[*] (setq d (caddr (nthi jzwsj)));建筑物名称
[*] (setq oldstartpt (vlax-curve-getStartPoint en ))
[*] (setq oldendpt (vlax-curve-getendPoint en ))
[*] (setq newstartpt (vlax-curve-getPointAtDist enjzwjkzh))
[*] (setq newendpt (vlax-curve-getPointAtDist enjzwckzh))
[*] (vl-cmdf "break" en "f" oldstartpt newstartpt )
[*] (vl-cmdf "break" en "f" oldendpt newendpt )
[*] (command "LAYER" "s" "建筑物轮廓线" "")
[*] (command "offset" "e" "y" "l" "c" "t" "")
[*] (command "offset" "20"en"b" "")
[*] (setq en (entmake ptlst ))
[*] (setq i (+ i 1))
[*])
[*])
页:
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