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[포인트캠] 무인가공 순서변경
글쓴이 :
원준아빠
날짜 :
2023-10-29 (일) 10:20
조회 :
3003
안녕하세요 사장님
무인가공시 형상10개 가공시 1차가공 완료->절단완료->2차가공완료 순으로
가공을 하려면 어떻게 해야되는지 문의 드립니다
현재 작업방법은 프로그램을 3개 만들어서 1번P/G에서 절단 삭제편집하고, 2
번P/G에서 절단만 남기게 편집하고,
3번P/G에서 2차부터가공으로 작업 중입니다
프로그램 하나로 가능한지 문의 드립니다
원준아빠
님의 묻고답하기 최신글
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[2025-05-21] NC 시작부분 수정 방법 알려주세요~~
+4
[2023-04-25] TOKTOK,무인가공 작업방법
+4
[2023-04-21] 부분조건문의드립니다
+1
관리자
2023-11-01 (수) 06:56
무인가공에서 녹색부분과 같이 하면 됩니다.
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" alt=""></div><div><br></div><div>무인가공에서 녹색부분과 같이 하면 됩니다.</div><div><br></div>
원준아빠
2023-11-01 (수) 07:48
해결했습니다!
감사합니다~~^^
해결했습니다!<div><div>감사합니다~~^^</div></div>
박석신
2023-11-01 (수) 17:00
무인가공 절단정삭시 역순가공 하고 싶습니다???
방법 알려주세요
무인가공 절단정삭시 역순가공 하고 싶습니다???<div>방법 알려주세요</div><div><br></div>
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