기껏 원전 지어서 돌려봤더니... 출력은 빵빵한데 에너지 낭비가 노답임
스팀 터빈 자체는 전력 소모량에 맞춰서 증기를 필요한 만큼만 소모하고 열교환기도 스팀 소모량만큼만 열을 소모하는데...
가장 중요한 반응로는 핵연료를 주는대로 계속 쳐묵쳐묵ㅡ,.-;
심지어 낮엔 태양광 패널로 전력을 충당해서 스팀터빈이 안도는데도 반응로는 코딱지만큼 나오는 우라늄을 계속 쳐묵쳐묵하네.
결국 이 쳐묵쳐묵 날려먹는 에너지를 살릴 방법을 찾으려고 메모리 셀부터 별별 방법을 다 찾아보다 결국 벨트로 해결함
삽질의 목적은
1. 반응로가 핵연료 쳐묵쳐묵하는 동안 열은 계속 발생하며 최대 온도를 유지.
2. 스팀 터빈은 필요한 만큼만 증기를 소모하고 열교환기는 소모된만큼만 증기를 만들기 때문에 증기를 만들지 않는 열은 걍 날아감.
3. 그러므로 잉여 열을 증기로 변환해 보관해줄 탱크 떼거지가 필요함.
이 때 탱크간의 전달효율이 낮은 편이므로 각 탱크 라인 사이에 펌프 라인을 박아줄 필요가 있음.
이렇게 잉여증기를 탱크에 저장하는 단계가 충전모드이며, 이 때 탱크는 터빈이 안쓰는 잉여증기를 저장만 할 뿐 터빈에 공급해선 안됨.
4. 만약 탱크에 잉여 증기가 가득찰 경우엔 인출모드로 전환하며 이 땐 반응로에 핵연료 공급을 중단.
이걸 위해 반응로의 연료 소모 타이밍에 맞춰 1개씩만 투입하는 회로가 필요.
인출모드로 전환될 경우 반응로에 남은 열에 의한 열교환기의 발생증기 + 탱크에 저장된 잉여증기로 터빈을 가동.
5. 만약 탱크의 잉여증기가 다 떨어져갈 경우 다시 충전모드로 전환, 핵연료 공급을 재개.
핵연료 공급 후 열교환기의 증기발생 시작까지는 탱크 바닥에 남은 증기로 터빈을 가동.
6. 탱크의 잉여증기 상태에 따라 충전모드 - 인출모드 를 계속 반복.
충전모드 - 인출모드 토글하는 회로를 만들려고 별별짓을 다 해보다 결국 벨트 링에 센서 달고 아이템 하나 떨궈서 해결ㅡ,.-;
원전 건설하고 첫 핵연료 투입 후 벨트의 저 위치에 U-238 1개를 z키로 드롭해야 사이클이 정상동작함
U-238 의 위치에 따라 아래쪽에 있으면 충전모드, 윗쪽에 있으면 인출모드로 동작
핵연료 소모시간은 틱 타이머로 6000 틱이길래 10으로 나눈 후 600으로 나눈 나머지가 0일 때에만 1개씩 투입하도록 해놨음
돌리면서 의외의 사실을 발견한게 핵연료 투입이 중단되어도 열교환기가 증기발생을 안하면 반응로의 온도가 안떨어짐
열교환기가 증기를 발생한만큼만 반응로의 온도가 떨어져서 인출모드로 전환되어도 꽤 오랫동안 열교환기가 증기를 발생시킴
저 탱크 다 채울 때까지 4개 반응로 합쳐서 핵연료 20개 소모했음
블루프린트 찍었는데 좀 엉뚱한 파이프들이 끼어있으니 참고용으로만 쓰시길
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코드
댓글 영역
획득법
① NFT 발행
작성한 게시물을 NFT로 발행하면 일주일 동안 사용할 수 있습니다. (최초 1회)
② NFT 구매
다른 이용자의 NFT를 구매하면 한 달 동안 사용할 수 있습니다. (구매 시마다 갱신)
사용법
디시콘에서지갑연결시 바로 사용 가능합니다.