EFFECT OF RESTRAINT FOR CONTINUOUS BRACES ON LATERAL BUCKLING LOAD FOR H-SHAPED BEAMS WITH WARPING RESTRAINT OF BEAMS TO COLUMN JOINT
EFFECT OF RESTRAINT FOR CONTINUOUS BRACES ON LATERAL BUCKLING LOAD FOR H-SHAPED BEAMS WITH WARPING RESTRAINT OF BEAMS TO COLUMN JOINT
复制标题
连续支撑约束对梁柱节点翘曲约束的H型梁横向屈曲载荷的影响
DOI:
10.3130/aijs.83.1353
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发表时间:
2018
期刊:
影响因子:
--
通讯作者:
Wang Liao
中科院分区:
文献类型:
--
作者:
Y. Kimura;Mutsumi Miya;Wang Liao
slab which are effective to prevent the lateral buckling of beams. In this paper, the equation of the elastic lateral buckling load for H-shaped beams with warping restraint and continuous braces are developed. Elasto-plastic lateral buckling stresses of the beams and lateral stiffing force and rotational stiffing moment of continuous braces are evaluated by the energy method and numerical analyses. In for steel boundary condition of beams under lateral buckling simple box-shaped torsional rigidity beam-to-column joints have of warping restraint on lateral buckling for beams. elucidated the lateral buckling load with the warping restraint of the column was larger than that with simple support and the torsional rigidity of box sectional columns is corresponding to warping prevention. On the other hand, long span main beams may not possess enough plastic strength due to lateral buckling load, so that many lateral braces should be set up along the beams to prevent the lateral buckling deformation (AIJ 2010). When non-structural members such as folded roof plate are directly jointed to beams, they may be used as the continuous braces. However, in Japanese design code, the non-structural members are not considered as braces. Kimura, Yoshino, and Ogawa (2013) clarified the lateral buckling behavior for H-shaped beam with continuous braces when the boundary condition of the beams is simple support. This paper evaluates the effect of continuous braces on the increase of elastic lateral buckling load for H-shaped beams under the uniform flexural moment, considering warping and Saint-Venant torsional rigidities in energy conservation equations. In this study, two types of loading conditions are considered, where the upper flange’s compressive load is larger than the lower flange’s one (loading condition, Type A), and where the upper flange’s compressive load is smaller than the lower flange’s one (loading condition,