需求一个统计矩形阵列的插件
本帖最后由 scream2658 于 2024-1-18 09:47 编辑想编写一个实现统计阵列内矩形数量的插件，不知道有大神可以实现吗？ 愿意付费。
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
本帖最后由 vitalgg 于 2024-1-24 09:27 编辑
http://s1.atlisp.cn/static/videos/dimrec.mp4
(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))))
(defun c:dimrec ()
(@:help '("统计矩形行列数并标在左上角。"))
;;选矩形
(setq recs
(vl-remove-if-not 'curve:rectanglep
(pickset:to-list (ssget '((0 . "lwpolyline"))))))
;;矩形分堆
(foreach
box (pickset:cluster (pickset:from-list recs) 100)
(setq recs
(vl-remove-if-not 'curve:rectanglep
(pickset:to-list
(ssget
"w" (car box)(cadr box)
'((0 . "lwpolyline"))))))
(setq recs (list:sort recs
'(lambda(x y)
(>
(cadar (entity:getbox x 0))
(cadar (entity:getbox y 0))
))))
(setq grecs (list:group-by recs
'(lambda(x y)
(equal
(cadar (entity:getbox x 0))
(cadar (entity:getbox y 0))
10))))
(entity:putdxf
(entity:make-text
(strcat (itoa(length grecs))
"x"
(itoa(length (car grecs))))
(list (caar box)(cadadr box) 0)
(* 0.25 (- (nth 1 (cadr box))(nth 1 (car box))))
0 0.8 0 "LT")
62 1)
)
(princ))
这种需求，完全可以不懂代码的，直接使用CAD板的可视化编程软件Grasshoppper来拖电池实现，实现起来也是分分钟的事情。
核心算法电池就是分堆，这个电池组就有自带免费的。如下图。
感兴趣可以查看这个帖子，直接加载使用。
http://bbs.mjtd.com/thread-189349-1-1.html
矩形分堆
页:
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