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[포인트캠] TOKTOK,무인가공 작업방법
글쓴이 :
원준아빠
날짜 :
2023-04-25 (화) 08:00
조회 :
2755
1.TOKTOK -0.36P로 가공하면 리드아웃G40코드로0.2m들어가서 절단 M21을 입력해야됩니다
자동으로 입력할수 있는지요!?
2.무인가공은 G40 전에 절단M21명령어가 들어갑니다 TOKTOK기능과 동일하게
작업가능 할런지요?
원준아빠
님의 묻고답하기 최신글
[더보기]
[2025-05-21] NC 시작부분 수정 방법 알려주세요~~
+4
[2023-10-29] 무인가공 순서변경
+3
[2023-04-21] 부분조건문의드립니다
+1
관리자
2023-04-26 (수) 08:31
1번
G40라인을 가공하려면 아래를 체크하면됩니다.
2번
무인가공에서도 G40라인에서 0.2mm정도 가공한 후에 M21(절단코드)가 들어가야 된다.
이렇게 이해하면 될까요?
혹시 이 기능이 필요한 이유를 알 수 있을까요? (대체기능이 있으면 설명해 드릴려고 합니다)
1번<div>G40라인을 가공하려면 아래를 체크하면됩니다.</div><div><img src="data:image/png;base64,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" alt=""></div><div><br></div><div>2번</div><div>무인가공에서도 G40라인에서 0.2mm정도 가공한 후에 M21(절단코드)가 들어가야 된다.</div><div>이렇게 이해하면 될까요?</div><div>혹시 이 기능이 필요한 이유를 알 수 있을까요? (대체기능이 있으면 설명해 드릴려고 합니다)</div><div><br></div>
원준아빠
2023-04-27 (목) 08:07
1번 톡톡기능으로 가공했을때 와이어절단(M21) 삽입이 안됩니다
M21삽입이 되게하는방법을 말씀드린겁니다
1차작업완료 후 다음장소 이동중 와이어에 걸려서 작업한 형상부를 파먹습니다
편집에서 M21을 수동으로 일일이 넣어줘야 합니다(A,일반 B.황삭후 정삭 C,1차만가공)가공시!
2번
톡톡기능(-0.36P)을 줬을때 스크랩이 붙어있다면 동일하게 무인가공으로 0.36을 준다면 스크랩이
떨어져버립니다 거리를 톡톡과동일하게 해서 거리계산을 따로 할필요없게 할수 없는지 엽쭤보느것입니다
*톡톡기능은 스크랩 제거후 정삭가공을 하면 띠부위가 살아있습니다
*무인가공은
스크랩 제거후
띠부위만 한번더 가공하고 정삭가공을 진행합니다
제가원하는 작업방법은 스크랩을 톡쳐서 제거하고 띠부위를 한버더 먹여주고 정삭을 진행하는 방식입니다
1번 톡톡기능으로 가공했을때 와이어절단(M21) 삽입이 안됩니다 <br><div>M21삽입이 되게하는방법을 말씀드린겁니다</div><div>1차작업완료 후 다음장소 이동중 와이어에 걸려서 작업한 형상부를 파먹습니다</div><div>편집에서 M21을 수동으로 일일이 넣어줘야 합니다(A,일반 B.황삭후 정삭 C,1차만가공)가공시!</div><div><br></div><div>2번 <span style="font-size: 13.3333px;">톡톡기능(-0.36P)을 줬을때 스크랩이 붙어있다면 동일하게 무인가공으로 0.36을 준다면 스크랩이</span></div><div><span style="font-size: 13.3333px;">떨어져버립니다 거리를 톡톡과동일하게 해서 거리계산을 따로 할필요없게 할수 없는지 엽쭤보느것입니다</span></div><div><span style="font-size: 13.3333px;"><br></span></div><div><span style="font-size: 13.3333px;">*톡톡기능은 스크랩 제거후 정삭가공을 하면 띠부위가 살아있습니다</span></div><div><span style="font-size: 13.3333px;">*무인가공은 </span><span style="font-size: 13.3333px;"> </span><span style="font-size: 13.3333px;">스크랩 제거후</span><span style="font-size: 13.3333px;"> 띠부위만 한번더 가공하고 정삭가공을 진행합니다</span></div><div><span style="font-size: 13.3333px;"><br></span></div><div><span style="font-size: 13.3333px;"> 제가원하는 작업방법은 스크랩을 톡쳐서 제거하고 띠부위를 한버더 먹여주고 정삭을 진행하는 방식입니다 </span></div><div><span style="font-size: 13.3333px;"> </span></div><div><span style="font-size: 13.3333px;"> </span></div><div><span style="font-size: 13.3333px;"><br></span></div>
관리자
2023-04-27 (목) 18:09
1번은
<포인트캠셋팅><NC파일출력조건>
[4740] ;;TOKTOK조건
M21;M91F100.
설정하고 사용하셔야 합니다.
1번은<div><포인트캠셋팅><NC파일출력조건></div><div>[4740] ;;TOKTOK조건</div><div>M21;M91F100.</div><div><br></div><div>설정하고 사용하셔야 합니다.</div>
ES테크
2024-06-25 (화) 20:14
저도 2번이 궁금하네요 ^^
저도 2번이 궁금하네요 ^^
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