摘要
为了研究配箍率对高强箍筋活性粉末混凝土(RPC)梁抗剪性能的影响,开展6根配置HRB400级箍筋RPC梁的抗剪试验。考虑RPC的材料特征参数与钢纤维对斜截面承载力的影响,分析有腹筋与无腹筋梁在剪力传递机理及裂缝控制方面的差异。基于修正压力场理论,对开裂后的混凝土在拉、压应力下的本构关系及裂缝处的应力平衡条件进行适当修正;将弯矩效应叠加至纯剪作用下的截面分析中建立RPC梁在弯剪复合作用下的分析模型,并采用MATLAB软件编制RPC梁斜截面抗剪强度分析计算程序;对RPC简支梁的试验结果与计算结果进行对比分析。研究结果表明该计算程序能够较好地预测高强钢筋RPC梁的受剪承载力,具有一定的参考和实用价值。
In order to explore the influence of shear span ratio on shear behavior of RPC beams with highstrength stirrups, six RPC beams with HRB400 Stirrups were tested. Considering the characteristic parameters of RPC and steel fiber influence on the bearing capacity of inclined section, the section analysis model of RPC beam under the action of bending shear was constructed according to the difference between the RPC beams with and without stirrups in the shear force transfer mechanism and the crack control of the beam. A appropriate revision of constitutive relation of cracking concrete under tension and compression stress and stress equilibrium condition of cracks based on the modified compression field theory was made of. The pure shear was overlaid with bending mo- ment. An analysis model of RPC beams was established under the compound action of the bending and shearing and used MATLAB software to write a calculation and analysis procedure for shear strength on inclined section of RPC beams around it. The accuracy of the calculation method was analyzed by the ratio of the test results and the calcu- lated results. The results show that the method can well predict the shear capacity of RPC beams, and it has a certain reliability and practicability.
作者
金凌志
陈璇
梅臣
JIN Ling-zhi CHEN Xuan MEI Chen(Guangxi Key Laboratory of Geomeehanics and Geomechanical Engieering, College of Civil Engineering and Architecture, Guilin University of Technology,Guilin 541004, P. R. China)
出处
《科学技术与工程》
北大核心
2016年第36期61-67,共7页
Science Technology and Engineering
基金
国家自然科学基金(51368013)
广西重点实验室(2015-A-02)资助
关键词
活性粉末混凝土
HRB400级箍筋
弯剪复合作用
修正压力场理论
抗剪承载力
reactive powder concrete HRB400 stirrups compound action of the bending and shearing modified compression field theory shear capacity