전체RevitDynamoRhinoGrasshopperEnscape건축실무공지ETC 전체게시글 221 최신순추천순조회순업데이트순 전체RevitDynamoRhinoGrasshopperEnscape건축실무공지ETC 추천 0 댓글 1 조회 5240 need help Revit · Hi curently i am modelling a hip roof structure and i need to join two steel wide flange beams as seen on the attachment. i've tried to use beam/column joins but still cant join them perfectly. or should i cut them individually with reference plane?the problem is,the beams are not perpendicular to the view and i cant use the reference plane. do you have solution for this case? sayasajah 작성일 2023.11.10 추천 0 댓글 2 조회 5963 커튼월 코너 멀리언 질의 Revit · 안녕하세요 연달아 질의 드립니다. 커튼월의 경우 대각선 코너 멀리언의 경우 보통 화살표 코너가 화살표 멀리언의 방식으로 진행되는 경우가 많은거 같은데요 . 강의에서 보여주신 판스워스 하우스의 경우에도 코너 멀리언을 두개로 쪼개서 왼쪽 오른쪽으로 넣던데 <img 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 떼쟁 작성일 2023.10.21 추천 0 댓글 3 조회 5689 revit을 이용한 설계와 전환 설계에 대해 궁금점이 있습니다. Revit · 안녕하세요 오랜만에 질문 드립니다. 요즘 유튜브를 보다보면 소규모설계라서 그런지 구조+마감을 같이 모델링 하는 부분과 전환 설계의 경우는 구조/건축 을 따로 모델링을 하던데.. 소규모의 경우는 도서 작성및 개략적 물량을 표현하기 위함, 또는 저층이다 보니 용량등을 고려하여 파일 하나에 작성하는거 같은데 전환설계는 보통 규모(용량up)가 있으므로 및 정확한 표현과 물량을 위해서 각각의 파일로 작업을 하는건지 의문점이 들어서 질문 올립니다. 전환쪽만 해보다 소규모쪽 설계 (cnv님의 영상을 보다보니)쪽을 보다 보니 그런차이가 있는가 싶어서 여쭤 봅니다. (질문이 이상하쥬?? 물어볼사람이 없어서..) 떼쟁 작성일 2023.10.21 추천 0 댓글 2 조회 5520 보를 그릴때....경사진 표현 Revit · 안녕하세요. 전문가가 아니라 질문도 어렵게합니다. 1. 단면도에서는 이형보 패밀리 사용하면 되는데.... 2. 평면도 에서는 경사진 부분 어떻게 표현하나요(이미지 참조) -편법으로 바닥그리기로 하고 있느데....구조물은 참조하는거라서.... 늘 좋은정보 고맙습니다. zungfa 작성일 2023.09.16 추천 0 댓글 0 조회 5600 Re: Re: 레빗 커튼월 그리드 선택이 안되는데 해결 좀 해주세요!! Revit · 답변 감사합니다.!!! 젊은미소 작성일 2023.09.12 추천 0 댓글 1 조회 5383 Re: 해치 적용 시, 메지라인 위치 어떻게 조정하면 되나요?? Revit · > > > 안녕하세요~ > 혹시 해치 패턴 적용했을때 메지라인 위치는 어떻게 맞추면 될까요?? > >안녕하세요 해치 패턴에는 Drafting 유형과 Model 유형이 있는데요 Model 패턴으로 설정하시고 정렬(Align)하시면 메지라인을 정렬하실 수 있습니다. 포매 작성일 2023.09.03 추천 0 댓글 1 조회 5481 Re: 커튼월 기준선 질문입니다. Revit · > > > 안녕하세요! 판스워스하우스 따라해보다가 궁금한 점이 생겨 질문드립니다! 커튼월을 작성할때, 영상보면 커튼월 기준선이 중심에 잡혀있던데 제가 해보면 기준선이 커튼월 외부에 이격되어서 잡히더라구요.. 혹시 커튼월의 기준선을 중심으로 위치시키는 방법이 따로 있나요? > align이 커튼월면에 직접적으로 적용되지가 않고 이격된 기준선에만 적용이 되네요ㅜㅜ > >안녕하세요!문의 주신 글로만 판단해 봤을 때는 아래 이미지를 참고하시어 설정하신 커튼월 패널이나 멀리언에 옵셋이 설정되어 있는지 확인해보시면 될 것 같습니다. 감사합니다. 포매 작성일 2023.09.03 추천 0 댓글 0 조회 5384 해치 적용 시, 메지라인 위치 어떻게 조정하면 되나요?? Revit · 안녕하세요~ 혹시 해치 패턴 적용했을때 메지라인 위치는 어떻게 맞추면 될까요?? CHHHK 작성일 2023.09.03 추천 0 댓글 0 조회 5256 커튼월 기준선 질문입니다. Revit · 안녕하세요! 판스워스하우스 따라해보다가 궁금한 점이 생겨 질문드립니다! 커튼월을 작성할때, 영상보면 커튼월 기준선이 중심에 잡혀있던데 제가 해보면 기준선이 커튼월 외부에 이격되어서 잡히더라구요.. 혹시 커튼월의 기준선을 중심으로 위치시키는 방법이 따로 있나요? align이 커튼월면에 직접적으로 적용되지가 않고 이격된 기준선에만 적용이 되네요ㅜㅜ CHHHK 작성일 2023.09.02 추천 1 댓글 0 조회 5534 Re: 레빗 커튼월 그리드 선택이 안되는데 해결 좀 해주세요!! Revit · 안녕하세요!혹시 레빗 우측하단에 Select Pinned Element 아이콘이 잠겨있는지 확인 한번 해보시기 바랍니다.이 아이콘이 잠겨 있으면 핀으로 고정된 객체를 선택할 수가 없습니다.감사합니다. 포매 작성일 2023.08.29처음«12345678910»마지막 전체제목내용작성자 Powered by KBoard
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