双竖向连梁偏心支撑组合框架理论研究

THEORETICAL STUDY ON THE Y-ECCENTRICALLY BRACED STEEL-CONCRETE COMPOSITE FRAME WITH DOUBLE SHEAR LINKS

  • 摘要: 双竖向连梁偏心支撑组合框架(简称“DY-EBCF”)能在保证足够承载力和抗侧刚度的同时,最大限度降低连梁对下部空间的占用。但仅有的试验研究成果无法证实该结构的优越性和普适性,阻碍了其在实际工程中的应用。该文根据各个构件的受力特点,建立了DY-EBCF结构的理论模型;基于位移法,推导出了在侧向荷载作用下结构的变形模式和内力分布。根据理论模型的分析结果,相较于原组合框架结构,DY-EBCF结构的梁端内力和柱端内力均呈现增加趋势,而梁端转角则略微减小,并且可以通过增大2个连梁之间的中心距来降低梁端和连梁安装位置处的弯矩值,从而减轻混凝土板的损伤;提出了该结构体系“多段线”式的理论骨架曲线,并给出了关键点的荷载、侧移计算公式,按照该方法得到的骨架曲线与试验骨架曲线吻合良好,验证了模型的准确性;讨论了结构关键设计参数,包括:梁柱线刚度比、连梁剪切刚度和布置间距、斜撑刚度对结构力学性能的影响,并给出了相应的取值建议。

     

    Abstract: The Y-eccentrically braced composite frame with double shear links (“DY-EBCF” for short) can ensure sufficient load capacity and lateral stiffness while minimizing the occupation of shear links on the lower building usage space. However, constrained experimental investigations incompletely validate the preeminence and universal suitability of the configuration, hindering the widely application in practical engineering. The theoretical model of DY-EBCF is established based on the load behaviour of each member, then the deformation mode and internal distribution are derived according to displacement method. The theoretical model indicates that, in comparison to the composite frame, the internal forces at both the end of the beam and the base of the column increase as the rotation at the beam end decreases. Besides, the added moment at the beam end and the installation position of shear links can be decreased by increasing the spacing between two shear links to minimize the damage of RC slab. The polylines-type theoretical skeleton curve of DY-EBCF is then proposed and the formulas for calculating the applied load and displacement of key points are both derived, the accuracy of this model is verified by comparing the theoretical result and test result. The influence of key design parameters of DY-EBCF in terms of beam-column stiffness ratio, shear stiffness of shear links, spacing between two shear links and stiffness of diagonal braces on the mechanical properties is discussed and the propositional value of these parameters are proposed.

     

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