|Table of Contents|

Confirm Method of Equivalent Bending Rigidity of Castellated Beams(PDF)

《建筑科学与工程学报》[ISSN:1673-2049/CN:61-1442/TU]

Issue:
2008年01期
Page:
102-
Research Field:
Publishing date:
2008-03-20

Info

Title:
Confirm Method of Equivalent Bending Rigidity of Castellated Beams
Author(s):
ZHOU Chao-yang ZHOU Yun-feng
School of Civil Engineering and Architecture, Central South University, Changsha 410075, Hunan, China
Keywords:
castellated beam equivalent bending rigidity algorithm of rigidity expression of rigidity hexagonal perforation circular hole
PACS:
TU392
DOI:
-
Abstract:
Through analyzing the different opening castellated beams, a method was put forward to determine the equivalent bending stiffness of castellated beams, which was reversely derived from the results of finite element analysis(FEA)for castellated beams under pure bending and the relationships both between deflection and stiffness and between moment and curvature in classical mechanics. It was simple, accurate, economical, and high efficient. A rational formulation was presented to express the equivalent bending stiffness, in which the reduction factor of stiffness for web with openings was obtained by finite element analysis and the method above-mentioned. Furthermore, semi-theory and semi-empirical computing equations were proposed to calculate the factor for castellated beams with hexagonal perforation and circular holes, common shapes in practice. The equivalent bending stiffness of castellated beams can be readily reckoned by using the formula.

References:

[1] 刘 鑫,周朝阳,贺学军.六边形孔蜂窝梁墩心截面纵向应力分析与计算[J].铁道科学与工程学报,2005,2(5):50-55. LIU Xin,ZHOU Chao-yang,HE Xue-jun.FEA and Simplified Calculation for Normal Stresses at Mid-pier Sections of Hexagon-castellated Beams[J].Journal of Railway Science and Engineering,2005,2(5):50-55.
[2] 阮祥炬,周朝阳.圆孔蜂窝梁墩心截面正应力有限元分析与简化计算[J].长沙交通学院学报,2005,21(4):42-46. RUAN Xiang-ju,ZHOU Chao-yang.FEA and Simplified Calculation for Normal Stresses at Mid-pier Sections of Circle-castellated Beams[J].Journal of Changsha Communications University,2005,21(4):42-46.
[3]周朝阳,郑坤龙,李 明.成排侧开圆孔受弯构件的应力简化与刚度等效[J].中南大学学报:自然科学版,2005,36(6):1 089-1 093. ZHOU Chao-yang,ZHENG Kun-long,LI Ming.Longitudinal Stresses at Mid-pier Sections in Flexural Members with Lateral Circle Perforations[J].Journal of Central South University:Science and Technology,2005,36(6):1 089-1 093.
[4]周朝阳.平行圆管空心双向板抗弯刚度的确定[J].计算力学学报,2007,24(5):15-19. ZHOU Chao-yang.Determination of Flexural Stiffness for Voided Plates with Paralleled Circle-tubes[J].Journal of Computational Mechanics,2007,24(5):15-19.
[5]KNOWLES P R.Castellated Beams[J].Proceedings of the Institution of Civil Engineers,1991,90(1):521-536.
[6]倪富生,胡泰祥,胡嗣元,等.蜂窝梁的应力分布及设计计算探讨[J].工业建筑,1984,14(8):27-35. NI Fu-sheng,HU Tai-xiang,HU Si-yuan,et al.Stress Distribution and Calculation of Castellated Beams[J].Industrial Constructions,1984,14(8):27-35.
[7]陈录如.蜂窝梁的简化计算与试验研究[J].工业建筑,1985,15(5):31-38. CHEN Lu-ru.Simplified Calculation and Experimental Study of Castellated Beams[J].Industrial Constructions,1985,15(5):31-38.
[8]罗 烈,罗晓森.蜂窝梁设计规范的比较研究[J].建筑钢结构进展,2005,7(2):43-47. LUO Lie,LUO Xiao-sen.Comparative Research of the Design Specifications for Castellated Beams[J].Progress in Steel Building Structures,2005,7(2):43-47.
[9]ZOU Jin-hua.Reduced Calculation and Its Experimental Comparison for Castellated Beams[J].Journal of South China University of Technology:Natural Science,2005,33(1):47-51.

Memo

Memo:
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Last Update: 2008-03-20