수정된 등가골조법을 이용한 플랫 플레이트 시스템의 설계

Design of Flat Plate Systems using the Modified Equivalent Frame Method

초록

In general, flat plate systems have been used as a gravity load resisting system (GLRS) in building. Thus, this system should be constructed with lateral force resisting system (LFRS) such as shear walls and brace frames. GLRS should retain the ability to undergo the lateral drift associated with the LFRS without loss of gravity load carrying capacity. And flat plate system can be designed LFRS as ordinary moment frame with the special details. Thus, flat plate system designed as GLRS or LFRS should be considered internal forces (e.g., unbalanced moments) and lateral deformation generated in vicinity of slab joints render the system more susceptible to punching shear. ACI 318(2005) allows the direct design method, equivalent frame method under gravity loads and allows the finite-element models, effective beam width models, and equivalent frame models under lateral loads. These analysis methods can produce widely different result, and each has advantage and disadvantages. Thus, it is sometimes difficult for a designer to select an appropriate analysis method and interpret the results for design purposes. This study is to help designer selecting analysis method for flat plate system and to verify practicality of the modified equivalent frame method under lateral loads. This study compared internal force and drift obtained from frame methods with those obtained from finite element method under gravity and lateral loads. For this purposes, 7 story building is considered. Also, the accuracy of these models is verified by comparing analysis results using frame methods with published experimental results of NRC slab.

키워드

플랫 플레이트등가골조법구조물 해석횡하중중력하중flat plateequivalent framestructural analysislateral loadsgravity loads.
제목
수정된 등가골조법을 이용한 플랫 플레이트 시스템의 설계
제목 (타언어)
Design of Flat Plate Systems using the Modified Equivalent Frame Method
저자
박영미오승용한상환
DOI
10.4334/JKCI.2008.20.1.035
발행일
2008-02
저널명
콘크리트학회 논문집
20
1
페이지
35 ~ 41