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[포인트캠] 파이 가공시 질문입니다.
글쓴이 :
이포
날짜 :
2020-12-29 (화) 13:10
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3551
파이 2차 가공시
2차 시야기 방향을 1차 시작 방향과 반대로 돌게 할수있나요?
이포
님의 묻고답하기 최신글
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[2019-09-16] 표시된부분 없앨수있나요?
+1
관리자
2020-12-30 (수) 17:49
<NC데이터생성> 창의 <옵션1>에서
[v] 정회전 역회전
check 해 보세요.
<NC데이터생성> 창의 <옵션1>에서<div>[v] 정회전 역회전</div><div><br></div><div>check 해 보세요.</div><div><br></div>
이포
2021-01-04 (월) 12:16
관리자님 사진 첨부 했습니다.
사진처럼 1차랑 2차 방향이 다르게 할 수 있나요?
<p>관리자님 사진 첨부 했습니다.</p><p>사진처럼 1차랑 2차 방향이 다르게 할 수 있나요?</p>
관리자
2021-01-04 (월) 22:28
< 방법 1 >
가공패턴에 K를 입력하시면 됩니다.
K = 180도
K120 = 120도
K90 = 90도
(주의) 이 기능을 사용할 때 원 형상만 적용하십시오.
< 방법 2 >
가공정보수정 -> 형상좌표회전
<div>< 방법 1 ></div><div><img src="data:image/png;base64,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" alt=""></div><div><br></div>가공패턴에 K를 입력하시면 됩니다.<div>K = 180도</div><div>K120 = 120도</div><div>K90 = 90도</div><div>(주의) 이 기능을 사용할 때 원 형상만 적용하십시오.</div><div><br></div><div><br></div><div>< 방법 2 ></div><div>가공정보수정 -> 형상좌표회전</div><div><img src="data:image/png;base64,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" alt=""></div><div><br></div>
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