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비대칭 평면을 갖는 초고층 건물의 횡적거동에 관한 연구
A Study on Lateral Behavior of Tall Buildings with Asymmetric Plan

  • 간행물
    대한건축학회연합논문집 KCI 등재 바로가기
  • 권호(발행년)
    제12권 제1호 통권 41호 (2010.03) 바로가기
  • 페이지
    pp.183-190
  • 저자
    황혜린, 박성수
  • 언어
    한국어(KOR)
  • URL
    https://www.earticle.net/Article/A117786

원문정보

초록

영어
The Shear wall system which is the most popular structure for tall buildings, provides great structural efficiency when the core is located on the center of the plane. On the other hand, considering the environmental aspects, it is an advantage when the core is exposed to outdoor air. In addition, if restrictions of core location were reduced, it can have many benefits because it offers flexibility in interior layout. In this case, however, it is essential to consider torsional behavior and the research on enhancing structural performance is also required. The purpose of this study is to apprehend the behavior of tall buildings with an eccentric core. Increasing the slenderness ratio from 4 to 9, the change of lateral displacement and rotational angle were estimated. Also, the ability of controlling the lateral displacement and rotational angle were evaluated when the core-outrigger and offset-outrigger adopted in the tall building. Additionally, relationships between stiffness of the models and displacement by the wind load was compared.

목차

Abstract
 1. 서론
  1.1 연구배경 및 목적
  1.2 연구범위 및 방법
 2. 적용 구조시스템의 고찰
  2.1 전단벽-골조 시스템
  2.2 코어-아웃리거 시스템
  2.3 오프셋 아웃리거 시스템
 3. 비틀림 이론
  3.1 수평 비틀림 모멘트
  3.2 비틀림 강성
 4. 해석 모델
  4.1 코어전단벽 모델
  4.2 아웃리거 모델
  4.3 설계하중
 5. 결과 분석
  5.1 코어 위치에 따른 결과
  5.2 아웃리거 위치에 따른 영향
  5.3 아웃리거 개수 증가에 따른 영향
 6. 모델별 강성 비교
  6.1 비틀림 강성
  6.2 Y방향 횡강성
 7. 결론
 참고문헌

저자

  • 황혜린 [ Hwang, Hye-Rin | 부산대학교 건축공학과 석사과정 ]
  • 박성수 [ Park, Sung-Soo | 부산대학교 건축공학과 교수, 공학박사 ] 교신저자

참고문헌

자료제공 : 네이버학술정보

    간행물 정보

    • 간행물
      대한건축학회연합논문집 [Journal of the Regional Association of Architectural Institute of Korea]
    • 간기
      격월간
    • pISSN
      1229-5752
    • 수록기간
      1999~2026
    • 등재여부
      KCI 등재
    • 십진분류
      KDC 540 DDC 690