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기타
[CAD] 라인그리기 캐드기본명령어 궁금증
글쓴이 :
에스텍
날짜 :
2024-05-09 (목) 21:20
조회 :
3804
오토캐드 기본명령어에서
1번의 경우에 30도 각도선을 그릴때 ,, @ < 요걸로 각도와 길이를 지정해서 선분을 그릴수가 있는데..
2번의 경우처럼 선이 그려져있을때.. 빨간선에 대해서 특정각도만큼 그리는..
캐드기본명령어 방법이 있을까요?
로테이션명령어로 각도를 줘서 선분을 그릴수는 있는데, 이럴경우 선분의 길이까지는 정할수가 없어서.
혹시 기본명령어로 할수있는 방법 아시는 분!! 조언을 구해봅니다요
에스텍
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+2
관리자
2024-05-10 (금) 08:42
기본 명령어는 없을 것 같네요.
UCS를 선에 맞게 돌려놓으면
마치 선이 수평일때와 같이 사용할 수 있습니다.
UCS원상복귀는
명령: UCS -> W
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" alt=""></div><div><span style="font-size: 10pt;">기본 명령어는 없을 것 같네요.</span></div><div><span style="font-size: 10pt;"><br></span></div>UCS를 선에 맞게 돌려놓으면<div>마치 선이 수평일때와 같이 사용할 수 있습니다.</div><div><br></div><div>UCS원상복귀는 </div><div>명령: UCS -> W</div><div><br></div>
에스텍
2024-05-10 (금) 09:01
뭔가 이런거 보면..
캐드 자체에서 편리한 기능(?)에 대한 업그레이드는
부족한것 같아요 ㅎㅎㅎ
기계에서 축틀기랑 비슷한거네요 ㅎㅎㅎ
감사합니다!!
뭔가 이런거 보면..<div>캐드 자체에서 편리한 기능(?)에 대한 업그레이드는 </div><div>부족한것 같아요 ㅎㅎㅎ</div><div><br></div><div><br></div><div>기계에서 축틀기랑 비슷한거네요 ㅎㅎㅎ</div><div>감사합니다!!</div><div><br></div><div><br></div>
관리자
2024-05-10 (금) 10:53
;; 명령어: LANG
...
이 코드를 사용해 보세요.
명령: LANG 는 수정하셔도 됩니다.
<div><span style="font-size: 13.3333px;">;; 명령어: LANG</span></div><div>...</div><div><br></div><div><span style="font-size: 13.3333px;">이 코드를 사용해 보세요.</span></div><div><span style="font-size: 13.3333px;">명령: LANG 는 수정하셔도 됩니다.</span></div>
에스텍
2024-05-10 (금) 18:24
LANG을 사용해서 그려보았는데요!
흰색선분의 1번위치를 클릭했을때 생성되는 선분과
2번위치를 클릭했을때 생성되는 선인데..
뭔가 좀 다릅니당!
<img src="http://www.pointcam.co.kr/data/geditor/2405/2041655454_c4443a5d_20240510_182303.jpg" align=""><br><div><br></div><div>LANG을 사용해서 그려보았는데요!</div><div><br></div><div>흰색선분의 1번위치를 클릭했을때 생성되는 선분과</div><div>2번위치를 클릭했을때 생성되는 선인데..</div><div><br></div><div>뭔가 좀 다릅니당!</div>
관리자
2024-05-10 (금) 18:34
;; 명령어: LANG
(defun c:LANG (/ ang len ent obj pts idx sp ep)
(or #ang# (setq #ang# 30.0))
(or #len# (setq #len# 100.0))
(setq ang (getreal (strcat "\n>> 각도 입력 <" (vl-princ-to-string #ang#) ">: ")))
(if ang (setq #ang# ang) (setq ang #ang#))
(setq len (getreal (strcat "\n>> 길이 입력 <" (vl-princ-to-string #len#) ">: ")))
(if len (setq #len# len) (setq len #len#))
(while (setq ent (entsel "\n>> 선 선택: "))
(setq obj (vlax-ename->vla-object (car ent)))
(if (/= (vlax-get obj 'ObjectName) "AcDbLine") (exit))
(setq pts (list (vlax-get obj 'StartPoint) (vlax-get obj 'EndPoint)))
(setq idx (vl-sort-i (mapcar '(lambda (p) (distance p (trans (cadr ent) 1 0))) pts) '<))
(setq sp (nth (car idx) pts) ep (nth (cadr idx) pts))
(entmake (list (cons 0 "LINE") (cons 10 sp) (cons 11 (polar sp (+ (angle sp ep) (dtr ang)) len)) (cons 62 2)))
)
(princ)
)
코드 수정했습니다.
<div><span style="font-size: 13.3333px;">;; 명령어: LANG</span></div><div><span style="font-size: 13.3333px;">(defun c:LANG (/ ang len ent obj pts idx sp ep)</span></div><div><span style="font-size: 13.3333px;"> (or #ang# (setq #ang# 30.0))</span></div><div><span style="font-size: 13.3333px;"> (or #len# (setq #len# 100.0))</span></div><div><span style="font-size: 13.3333px;"> (setq ang (getreal (strcat "\n>> 각도 입력 <" (vl-princ-to-string #ang#) ">: ")))</span></div><div><span style="font-size: 13.3333px;"> (if ang (setq #ang# ang) (setq ang #ang#))</span></div><div><span style="font-size: 13.3333px;"> (setq len (getreal (strcat "\n>> 길이 입력 <" (vl-princ-to-string #len#) ">: ")))</span></div><div><span style="font-size: 13.3333px;"> (if len (setq #len# len) (setq len #len#))</span></div><div><span style="font-size: 13.3333px;"> (while (setq ent (entsel "\n>> 선 선택: "))</span></div><div><span style="font-size: 13.3333px;"> (setq obj (vlax-ename->vla-object (car ent)))</span></div><div><span style="font-size: 13.3333px;"> (if (/= (vlax-get obj 'ObjectName) "AcDbLine") (exit))</span></div><div><span style="font-size: 13.3333px;"> (setq pts (list (vlax-get obj 'StartPoint) (vlax-get obj 'EndPoint)))</span></div><div><span style="font-size: 13.3333px;"> (setq idx (vl-sort-i (mapcar '(lambda (p) (distance p (trans (cadr ent) 1 0))) pts) '<))</span></div><div><span style="font-size: 13.3333px;"> (setq sp (nth (car idx) pts) ep (nth (cadr idx) pts))</span></div><div><span style="font-size: 13.3333px;"> (entmake (list (cons 0 "LINE") (cons 10 sp) (cons 11 (polar sp (+ (angle sp ep) (dtr ang)) len)) (cons 62 2)))</span></div><div><span style="font-size: 13.3333px;"> )</span></div><div><span style="font-size: 13.3333px;"> (princ)</span></div><div><span style="font-size: 13.3333px;">)</span></div><div><span style="font-size: 13.3333px;"><br></span></div><div><span style="font-size: 13.3333px;">코드 수정했습니다. </span></div>
에스텍
2024-05-13 (월) 10:28
감사합니다! ^^
감사합니다! ^^
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