RC 깊은보 설계를 위한 스트럿-타이 모델의 적용성 향상Applicability Improvement of Strut-Tie Model for RC Deep Beam Design
- Other Titles
- Applicability Improvement of Strut-Tie Model for RC Deep Beam Design
- Authors
- 이경민; 노삼영
- Issue Date
- Sep-2007
- Publisher
- 대한건축학회
- Keywords
- Strut-tie Model; Deep Beam Design; Height-span Ratio; Column Width-span Ratio; Strut-tie Model; Deep Beam Design; Height-span Ratio; Column Width-span Ratio; 스트럿-타이 모델; 깊은보 설계; 높이-경간비; 기둥폭-경간비
- Citation
- 대한건축학회논문집 구조계, v.23, no.9, pp 107 - 114
- Pages
- 8
- Indexed
- KCI
- Journal Title
- 대한건축학회논문집 구조계
- Volume
- 23
- Number
- 9
- Start Page
- 107
- End Page
- 114
- URI
- https://scholarworks.bwise.kr/erica/handle/2021.sw.erica/44042
- ISSN
- 1226-9107
- Abstract
- A merit of the Strut-Tie model concept may be that the design engineer grasps the flow of the force in the RC members and proposes the rational reinforcing recipe through the representation process of the natural force flows. With these advantages the application of this method seems like quite easy and practical. However, if one will applies the model for the design practice, he will immediately notice several difficulties, e.g. a number of calculation steps according to the design scheme under some initial assumptions which should be checked only after several strenuous computation steps. Additionally, the result of design using Strut-Tie model indicates in some cases remarkable discrepancy with them using other building codes. The aim of this paper is to improve the applicability of the Strut-Tie model, especially for the deep beam design. For this purpose, the simply supported deep beam subjected to the uniformly distributed load was considered. As the main investigation parameter, the height-span ratio of the beam was chosen. The influence of the column-width ratio on the maximum bending moment was systematically investigated. With some modification of the model concept, design nomographs were developed, in order to simplify a number of computation steps. Design examples using the nomographs demonstrated the applicability of this method.
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