성심 성의껏 질문을 작성하여 주세요, 대충하시면 답변도 대충작성합니다.^^
① CAD 종류 : 오토캐드
② VERSION : 2009, 2004
③ 운영 체제 : 윈도우7
④ 질문내용 및 스크린샷(이미지 및동영상)
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)
qgis 에서 wgs84로 crs 변환후 dxf 파일로 저장했습니다.
위경도는 맞는데(값만) 거리값이 소수점으로 나오는 문제를 해결할수 있는 방법이 있는지 궁금합니다.
중부표준좌료계에서 wgs84로 변환했습니다.
⑤ 파일첨부 (LISP/DWG) - DWG 첨부시 보다 정확한 답변을 얻을수 있습니다.
※ 유의사항
- ①말머리 : 말머리를 달아야 구분이 쉽겠죠^^(필수 선택)
- ②Screenshot : 이해를 돕기위해 삽입요망.
- ③파일 첨부 : 상위버전에서 테스트할 파일이 아니면 가급적 하위버전으로 저장후 첨부.
해당리습/해당파일(DWG) 도 같이 첨부하여 주세요.
- ④제 목 : 질문 내용 반영(개략적인 내용), 예) 해치를 만들고 싶어요, pline을 연결할려면?
금지어(만들어주세요? 해주세요? 안되는데 이렇게 변경해주세요? 등등)
- ⑤질문글 삭제금지 : 질문후 댓글이 달린글은 삭제금지.
여러 리플러들이 소중한 시간을 내어서 고민한후 댓글을 작성한 이상 "강력조치" 토록 하겠음.
※ 정답만이 댓글은 아닙니다. 그 답이 맞던 틀리던 그건 그 댓글로서 존중되어야 합니다.
회원님들이 글을 읽었다는것과 댓글을 달았다는건 그만큼 관심을 가지고 있고 또 그 답을 해주기 위해
검색도 해보고 도움말도 보고 고민도 하는 일련의 과정을 거치면서 나오기 때문이죠.
이에 대한 고마움과 감사함을 모르는 테러행위(?)는 없었으면 합니다.
첫댓글 여기에 맞지 않는 질문 같네요...
질문도 약간.. 이해하기 어렵네요
단순 units로 소숫점 이하는 안보이게 조정하시는것도 하나의 방법 같네요
참고로.. 지구는 타원체입니다... 동부원점에서는 수평이라고해도(y변화량없음)
중부원점에서는 y변화량이 생기죠??