Research on Design Methods of Load-Carrying for Circular Concrete Filled Stainless Steel Tube Beam Columns
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摘要: 不锈钢管混凝土结构兼具了普通钢管混凝土良好的力学性能和优越的耐久性特点,不仅因其灌注了混凝土,工程造价上得到相对降低,同时其被应用于海洋平台、海边建筑、桥梁和超高层建筑时,后期维护成本较普通钢管混凝土结构亦得到显著降低,如中国香港的昂船洲大桥和纽约赫斯特大厦等实际工程中已应用不锈钢管混凝土结构。
现行的钢管混凝土结构规范或规程,因对不锈钢显著的后期强化特征未予考虑,承载力计算均偏于保守。为使得不锈钢管混凝土组合结构在应用于实际工程时,其良好的承载力得以准确评估,结合圆形不锈钢管混凝土组合结构在压弯荷载作用下的工况,探讨了圆形不锈钢管混凝土压弯承载力的设计方法。采用现行的中国国家标准GB 50936-2014《钢管混凝土结构技术规范》、福建省地方标准DBJ/T 13-51-2010《钢管混凝土结构技术规程》、欧洲规范Eurocode 4和美国钢结构协会规范ANSI/AISC 360四本规范对收集到的40根圆形不锈钢管混凝土压弯构件的承载力进行了计算,并将承载力计算值与承载力实测值进行了对比,可知:GB 50936规范的承载力计算值和实测值比值的平均值与方差分别为0.871和0.105;DBJ/T规范的承载力计算值与实测值比值的平均值与方差分别为0.868和0.073;EC4规范的承载力计算值与实测值比值的平均值与方差分别为0.832和0.067;AISC规范的承载力计算值和实测值平均值与方差分别为0.612和0.122。
鉴于上述现行规范或规程计算的圆形不锈钢管混凝土压弯构件的承载力结果均偏于保守,利用有限元软件,建立了圆形不锈钢管混凝土压弯构件有限元模型,在验证模型准确性的基础上,分析了不锈钢屈服强度、截面含钢率、核心混凝土强度和长细比对圆形不锈钢管混凝土压弯构件的轴力-弯矩相关曲线的影响,结果表明:轴力-弯矩相关曲线平衡点的横、纵坐标值随着不锈钢屈服强度和截面含钢率的增大而减小,随着核心混凝土强度的增高而增大;长细比越大,轴力-弯矩相关曲线趋近于直线。
最后,在DBJ/T规程建议的圆形普通钢管混凝土压弯构件相对轴力-相对弯矩强度相关方程的基础上,重新回归平衡点坐标值与约束系数的关系,以适用于圆形不锈钢管混凝土压弯承载力的计算,所提出圆形不锈钢管混凝土压弯承载力简化计算式相比于现行规范或规程的计算式精度更高,得到的承载力计算值与试验实测值更为接近,可为不锈钢管混凝土的工程设计提供参考,也为相关规范或规程的编制提供依据。Abstract: The concrete-filled stainless steel tubular (CFSST) structure combines the good mechanical properties of conventional concrete filled carbon steel columns and superior durability. Not only is the construction cost relatively reduced because of its infusion of concrete, but also when it is applied to offshore platforms, seaside buildings, bridges and super high-rise buildings, the later maintenance costs are also significantly reduced compared to conventional concrete——filled carbon steel tube structures. The CFSST structures have been used in actual engineering projects such as Stonecutters Bridge in Hong Kong and Hearst Tower in New York.
The existing specifications for the load bearing capacity of concrete filled steel tubular (CFST) columns, mainly due to the fact that the strain hardening characteristic of stainless steel is not beneficially considered, are all conservative. In order to make sure that the CFSST structures can be accurately evaluated in actual engineering projects, combined with the loading conditions of the circular CFSST beam-columns, the design method of calculating bearing capacity for circular CFSST beam columns is analysed. The existing Chinese national standard GB 50936-2014 Technical Specifications for Concrete Filled-Steel Tubular Structure, the local standard of Fujian Province DBJ/T 13-51-2010 Technical Specifications for Concrete-Filled Steel Tubular Structure, European Code Eurocode 4, and American Steel Structure Association Code ANSI/AISC 360 were used to calculate the bearing capacity of the collected 40 circular CFSST beam columns, and the calculated bearing capacity and the measured bearing capacity are compared:the average and variance of the calculated bearing capacity and the measured value of GB 50936 are respectively 0.871 and 0.105, the average and variance of the calculated and measured values' ratio of the bearing capacity in DBJ/T are respectively 0.868 and 0.073, the average and variance of the calculated and measured ratios of the EC4 specifications are 0.832 and 0.067, respectively. The average and variance of the calculated and measured values of the bearing capacity of the AISC specification are 0.612 and 0.122, respectively.
In view of the fact that the bearing capacity results of circular CFSST beam columns calculated by the above existing codes or specifications are all conservative, using finite element software, a finite element model of circular CFSST beam-column was established. On the basis of verifying the correctness of the model, the influence of grade of stainless steel, section steel ratio, core concrete strength and slenderness ratio on the axial force-bending moment correlation curve was conducted. The results show that the larger stainless steel yield strength and section steel ratio, the smaller abscissa and ordinate values of the equilibrium point in the axial force-bending moment correlation curve; the greater the strength of core concrete, the larger abscissa and ordinate values of the equilibrium point in the axial force-bending moment correlation curve. As the slenderness ratio increases, the the axial force-bending moment correlation curve tends to a straight line.
Finally, on the basis of the relative axial force-bending moment strength correlation equation of the circular CFST beam-columns recommended by the DBJ/T specification, the relationship between the equilibrium point coordinate value and the constraint coefficient is derived to apply for calculating bearing capacity of circular CFSST beam-columns.The simplified calculation formula of the circular concrete-filled stainless steel tubular bending capacity is more appropriate than the calculation formula of the existing codes or specifications, the calculated bearing capacity is closer to the actual measured value, and provide a reference for the engineering design of CFSST, and also provide a basis for the compilation of relevant codes or specifications. -
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