전산응용건축제도기능사 2015년 04월 04일 필기 기출문제
1과목 : 건축구조
1. 네모돌을 수평줄눈이 부분적으로만 연속되게 쌓고, 일부 상하 세로줄눈이 통하게 쌓는 방식을 무엇이라 하는가?
① 허튼층 쌓기 ② 허튼 쌓기
③ 바른층 쌓기 ④ 층지어 쌓기
2. 기본벽돌(190×90×57)의 1.58 쌓기 시 두께는? (단, 공간쌓기가 아님)
① 280㎜ ② 290㎜
③ 310㎜ ④ 320㎜
3. 철근콘크리트 사각형 기둥에는 주근을 최소 몇 개 이상 배근해야 하는가?
① 2개 ② 4개
③ 6개 ④ 8개
4. 철골공사 시 바닥슬래브를 타설하기 전에 철골보위에 설치하여 바닥판 등으로 사용하는 절곡된 얇은 판의 부재는?
① 윙플레이트 ② 데크플레이트
③ 베이스플레이트 ④ 메탈라스
5. 다름 그림에서 철근의 피복두께는?
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)
① A ② B
③ C ④ D
6. 그림에서 화살표가 지시하는 부재의 명칭으로 옳은 것은?
![](data:image/png;base64,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)
① 평고대 ② 처마돌림
③ 당골막이널 ④ 박공널
7. 다음 중 인장링이 필요한 구조는?
① 트러스 ② 막구조
③ 철판구조 ④ 동구조
8. 지반이 연약하거나 기둥에 작용하는 하중이 커서 기초판이 넓어야 할 때 사용하는 기초로 건물의 하부 전체 또는 지하실 전체를 하나의 기초판으로 구성한 것은?
① 잠함기초 ② 온통기초
③ 독립기초 ④ 복합기초
9. 건물의 부동침하의 원인과 가장 거리가 먼 것은?
① 지반이 동결작용을 받을 때
② 지하수위가 변경될 때
③ 이웃건물에서 깊은 굴착을 할 때
④ 기초를 크게 할 때
10. 철근콘크리트구조에 사용되는 철근에 관한 설명으로 틀린 것은?
① 인장력에 취약한 부분에 철근을 배근한다.
② 철근의 합산한 총 단면적이 같을 때 가는 철근을 사용하는 것이 부착력 향상에 좋다.
③ 철근의 이음길이는 콘크리트 압축강도와는 무관하다.
④ 철근의 이음은 인장력이 작은 곳에서 한다.
11. 고력볼트접합에 대한 설명으로 틀린 것은?
① 고력볼트접합의 종류는 마찰접합이 유일하다.
② 접합부의 강성이 높다.
③ 피로강도가 높다.
④ 정확한 계기공구로 죄어 일정하고 정확한 강도를 얻을 수 있다.
12. 선 공장 제작하여 현장에서 짜맞춘 구조이며, 규격화할 수 있고, 대량생산이 가능하고, 공사기간을 단축할 수 있는 구조체의 구성양식은?
① 조립식 구조 ② 습식 구조
③ 조적식 구조 ④ 일체식 구조
13. 철골구조에서 H형강보의 플랜지 부분에 커버플레이트를 사용하는 가장 주된 목적은?
① H형강의 부식을 방지하기 위해서
② 집중하중에 의한 전단력을 감소시키기 위해서
③ 덕트 배관 등에 사용할 수 있는 개구부를 확보하기 위해서
④ 휨내력을 보강하기 위해서
14. 철골보에 관한 설명 중 틀린 것은?
① 형강보는 주로 I형강 또는 H형강이 많이 쓰인다.
② 판보는 웨브에 철판을 쓰고 상하부에 플랜지철판을 용접하거나 ㄱ형강을 접합한 것이다.
③ 허니컴 보는 I형강을 절단하여 구멍이 나게 맞추어 용접한 보이다.
④ 래티스보에 접합판(gusset plate)을 대서 접합한 보를 격자보라 한다.
15. 건축물 구성 부분 중 구조재에 속하지 않는 것은?
① 기둥 ② 기초
③ 슬래브 ④ 천장
16. 입체 구조 시스템의 하나로서, 축방향만으로 힘을 받는 직선재를 핀으로 결합하여 효율적으로 힘을 전달하는 구조 시스템을 무엇이라 하는가?
① 막구조 ② 셸구조
③ 현수구조 ④ 입체트러스구조
17. 철근콘크리트 보에 관한 설명으로 틀린 것은?
① 단순보는 중앙에 연직 하중을 받으면 휨모멘트와 전단력이 생긴다.
② T형보는 압축력을 슬래브가 일부 부담한다.
③ 보 단부의 헌치는 주로 압축력을 보강하기 위해 만든다.
④ 캔틸레버 보에는 통상적으로 단면 상부에 철근을 배근한다.
18. 보강콘크리트블록조의 벽량에 대한 설명으로 틀린 것은?
① 내력벽길이의 총합계를 그 층의 건물면적으로 나눈 값을 의미한다.
② 보강블록구조의 내벽력의 벽량은 15㎝/㎡ 이상이 되도록 한다.
③ 큰 건물에 비해 작은 건물일수록 벽량을 증가할 필요가 있다.
④ 벽량을 증가시키면 횡력에 대항하는 힘이 커진다.
19. 면이 30㎝×30㎝ 정방형에 가까운 네모뿔형의 돌로서 석축에 사용되는 돌은?
① 마름돌 ② 각석
③ 견치돌 ④ 다듬돌
20. 자중도 지지하기 어려운 평면체를 아코디언과 같이 주름을 잡아 지지하중을 증가시킨 구조형태는?
① 절판구조 ② 셸구조
③ 돔구조 ④ 입체트러스
2과목 : 건축재료
21. 알루미늄의 주요 특성에 대한 설명 중 틀린 것은?
① 알칼리에 약하다.
② 열전도율이 높다.
③ 강도, 탄성계수가 작다.
④ 용융점이 낮다.
22. 구조용 재료에 요구되는 성질과 가장 거리가 먼 것은?
① 재질이 균일하고 강도가 큰 것이어야 한다.
② 색채와 촉감이 좋은 것이어야 한다.
③ 가볍고 큰 재료를 용이하게 얻을 수 있어야 한다.
④ 내화, 내구성이 큰 것이어야 한다.
23. 재료의 내구성에 영향을 주는 요인에 대한 설명 중 틀린 것은?
① 내후성 : 건습, 온도변화, 동해 등에 의한 기후변화 요인에 대한 풍화작용에 저항하는 성질
② 내식성 : 목재의 부식, 철강의 녹 등의 작용에 대해 저항하는 성질
③ 내화학약품성 : 균류, 충류 등의 작용에 대해 저항하는 성질
④ 내마모성 : 기계적 반복 작용 등에 대한 마모작용에 저항하는 성질
24. 양철판의 구성에 대해 옳게 나타낸 것은?
① 철판에 납을 도금한 것
② 철판에 아연을 도금한 것
③ 철판에 주석을 도금한 것
④ 철판에 알루미늄을 도금한 것
25. 파티클 보드의 특성에 관한 설명으로 틀린 것은?
① 칸막이 가구 등에 이용된다.
② 열의 차단성이 우수하다.
③ 가공성이 비교적 양호하다.
④ 강도에 방향성이 있어 뒤틀림이 거의 일어나지 않는다.
26. 수지의 종류 중 천연수지계에 속하지 않는 것은?
① 송진 ② 셸락
③ 다마르 ④ 니트로셀룰로오스
27. 다음 방수재료 중 액체상 재료가 아닌 것은?
① 방수공사용 아스팔트
② 아스팔트 루핑류
③ 폴리머시멘트 페이스트
④ 아크릴고무계 방수재
28. 목구조에 사용되는 금속의 간결철물 중 2개의 부재접합에 끼워 전단력에 견디도록 사용되는 것은?
① 감잡이쇠 ② ㄱ자쇠
③ 안장쇠 ④ 듀벨
29. 목재가 기건상태일 때 함수율은 대략 얼마 정도인가?
① 7% ② 15%
③ 21% ④ 25%
30. 암모니아 가스에 침식되므로 외부 화장실 등에 사용하기 곤란한 금속은?
① 구리(Cu) ② 스테인레스(SS)
③ 주석(Sn) ④ 아연(Zn)
31. 미장재료 중 돌로마이트 플라스터에 대한 설명으로 틀린 것은?
① 수축 균열이 발생하기 쉽다.
② 소석회에 비해 작업성이 좋다.
③ 점도가 없어 해초풀로 반죽한다.
④ 공기 중의 탄산가스와 반응하여 경화한다.
32. 요소수지에 대한 설명으로 틀린 것은?
① 착색이 용이하지 못하다.
② 마감재, 가구재 등에 사용된다.
③ 내수성이 약하다.
④ 열경화성 수지이다.
33. 물체에 외력이 작용되면 순간적으로 변형이 생기지만 외력을 제거하면 원래의 상태로 되돌아가는 성질은?
① 소성 ② 점성
③ 탄성 ④ 연성
34. 재료의 열에 대한 성질 중 착화점에 대한 설명으로 옳은 것은?
① 재료에 열을 계속 가하면 불에 닿지 않고도 자연 발화하게 되는 온도
② 재료에 열을 계속 가하면 열분해를 일으켜 증발가스가 발생하며 불에 닿으면 쉽게 발화하게 되는데 이때의 온도
③ 금속재료와 같이 열에 의하여 고체에서 액체로 변하는 경계점의 온도
④ 아스팔트나 유리와 같이 금속이 아닌 물질이 열에 의하여 액체로 변하는 온도
35. 앞으로 요구되는 건축 재료의 발전방향이 아닌 것은?
① 고품질 ② 합리화
③ 프리패브화 ④ 현장시공화
36. 한국산업표준화의 분류 중 토목·건축 부분의 분류 기호는?
① A ② D
③ F ④ P
37. 목재의 보존성을 높이고 충해 및 변색 방지를 위한 방부처리법이 아닌 것은?
① 도포법 ② 저장법
③ 침지법 ④ 주입법
38. 겨울철의 콘크리트공사, 해수공사, 긴급 콘크리트공사에 적당한 시멘트는?
① 보통포틀랜드 시멘트 ② 알루미나 시멘트
③ 팽창 시멘트 ④ 고로 시멘트
39. 강화 판유리에 대한 설명으로 틀린 것은?
① 열처리를 한 다음에 절단 연마 등의 가공을 하여야 한다.
② 보통 유리의 3~5배의 강도를 가지고 있다.
③ 유리 파편에 의한 부상이 다른 유리에 비하여 적다.
④ 유리를 500~600℃로 가열한 다음 특수 장치를 이용하여 급랭한 것이다.
40. 바닥재를 플로어링 판으로 마감을 할 경우의 수종으로 부적합한 것은?
① 참나무 ② 너도밤나무
③ 단풍나무 ④ 마디카
3과목 : 건축계획 및 제도
41. 다음 설명에 알맞은 주택 부엌가구의 배치 유형은?
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)
① L자형 ② 일자형
③ 병렬형 ④ 아일랜드형
42. 주택의 침실에 관한 설명으로 옳지 않은 것은?
① 방위상 직사광선이 없는 북쪽이 가장 이상적이다.
② 침실은 정적이며 프라이버시 확보가 잘 이루어져야 한다.
③ 침대는 외부에서 출입문을 통해 직접 보이지 않도록 배치하는 것이 좋다.
④ 침실의 위치는 소음원이 있는 쪽은 피하고, 정원 등의 공지에 면하도록 하는 것이 좋다.
43. 다음 중 소규모 주택에서 다이닝 키친(Dining kitchen)을 채택하는 이유와 가장 거리가 먼 것은?
① 공사비의 절약 ② 실면적의 절약
③ 조리시간의 단축 ④ 주부노동력의 절감
44. 건축제도에서 투상법의 작도 원칙은?
① 제 1각법 ② 제 2각법
③ 제 3각법 ④ 제 4각법
45. 건축법령상 공동주택에 속하지 않는 것은?
① 아파트 ② 연립주택
③ 다가구주택 ④ 다세대주택
46. 색의 3요소에 속하지 않는 것은?
① 광도 ② 명도
③ 채도 ④ 색상
47. 에스컬레이터에 관한 설명으로 옳지 않은 것은?
① 수송량에 비해 점유면적이 작다.
② 대기시간이 없고 연속적인 수송설비이다.
③ 수송능력이 엘리베이터의 1/2 정도로 작다.
④ 승강 중 주위가 오픈되므로 주변 광고효과가 크다.
48. 제도용지에 관한 설명으로 옳지 않은 것은?
① A0용지의 넓이는 약 1㎡이다.
② A2용지의 크기는 A0용지의 1/4이다.
③ 제도 용지의 가로와 세로의 길이비는 √2:1이다.
④ 큰 도면을 접을 때에는 A3의 크기로 접는 것을 원칙으로 한다.
49. 건축물의 에너지절약을 위한 계획 내용으로 옳지 않은 것은?
① 실의 용도 및 기능에 따라 수평, 수직으로 조닝계획을 감소시킨다.
② 공동주택은 인동간격을 좁게 하여 저층부의 일사 수열량을 감소시킨다.
③ 거실의 층고 및 반자 높이는 실의 용도와 기능에 지장을 주지 않는 범위 내에서 가능한 낮게 한다.
④ 건축물의 체적에 대한 외피면적의 비 또는 연면적에 대한 외피면적의 비는 가능한 작게 한다.
50. 드렌쳐설비에 관한 설명으로 옳은 것은?
① 화재의 발생을 신속하게 알리기 위한 설비이다.
② 소화전에 호스와 노즐을 접속하여 건물 각 층 내부의 소정 위치에 설치한다.
③ 인접건물에 화재가 발생하였을 때 수막을 형성함으로써 화재의 연소를 방재하는 설비이다.
④ 소방대 전용 소화전인 송수구를 통하여 실내로 물을 공급하여 소화 활동을 하는 설비이다.
51. 건축제도의 글자에 관한 설명으로 옳지 않은 것은?
① 숫자는 아라비아 숫자를 원칙으로 한다.
② 문장은 왼쪽에서부터 가로쓰기를 원칙으로 한다.
③ 글자체는 수직 또는 30° 경사의 명조체로 쓰는 것을 원칙으로 한다.
④ 글자의 크기는 각 도면의 상황에 맞추어 알아보기 쉬운 크기로 한다.
52. 증기난방에 관한 설명으로 옳지 않은 것은?
① 예열시간이 온수난방에 비해 짧다.
② 방열면적을 온수난방보다 작게 할 수 있다.
③ 난방 부하의 변동에 따른 방열량 조절이 용이하다.
④ 증발 잠열을 이용하기 때문에 열의 운반 능력이 크다.
53. 심리적으로 상승감, 존엄성, 엄숙함 등의 조형효과를 주는 선의 종류는?
① 사선 ② 곡선
③ 수평선 ④ 수직선
54. 도면에 척도를 기입해야 하는데 그림의 형태가 치수에 비례하지 않을 경우 표시방법으로 옳은 것은?
① US ② DS
③ NS ④ KS
55. 다음과 같은 특징을 갖는 급수방식은?
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)
① 수도직결방식 ② 압력수조방식
③ 펌프직송방식 ④ 고가수조방식
56. 건축도면에서 보이지 않는 부분을 표시하는데 사용되는 선은?
① 파선 ② 굵은 실선
③ 가는 실선 ④ 일점 쇄선
57. 과전류가 통과하면 가열되어 끊어지는 용융회로개방형의 가용성 부분이 있는 과전류보호 장치는?
① 퓨즈 ② 캐비닛
③ 배전반 ④ 분전반
58. 주거공간은 주행동에 의해 개인공간, 사회공간, 가사노동공간 등으로 구분할 수 있다. 다음 중 개인공간에 속하는 것은?
① 식당 ② 서재
③ 부엌 ④ 거실
59. 다음 중 건축설계의 전개과정으로 가장 알맞은 것은?
① 조건파악 - 기본계획 - 기본설계 - 실시설계
② 기본계획 - 조건파악 - 기본설계 - 실시설계
③ 기본설계 - 기본계획 - 조건파악 - 실시설계
④ 조건파악 - 기본설계 - 기본계획 - 실시설계
60. 실제 길이를 16m 축척 1/200인 도면에 나타낼 경우, 도면상의 길이는?
① 80㎝ ② 8㎝
③ 8m ④ 8㎜