圆形截面并联式屈曲约束支撑设计方法及力学性能

DESIGN METHOD AND MECHANICAL PROPERTIES OF CIRCULAR PARALLEL BUCKLING RESTRAINED BRACE

  • 摘要: 该文提出一种圆形截面并联式屈曲约束支撑(CP-BRB),该支撑由内部、外部抗力系统并联组成,且外部抗力系统两端对称设有屈服位移极小且数量众多的微型剪切阻尼器。根据CP-BRB的工作原理,建立了其简化力学模型,并基于最优破坏模式提出了CP-BRB的简化设计方法,推导了轴向刚度、屈服承载力和屈服位移的计算公式。根据文献中多种传统BRB试件,设计了3组CP-BRB算例,采用ABAQUS对其力学性能和破坏模式进行研究。结果表明:数量众多的微型剪切阻尼器的屈服位移均远小于内部圆钢棒的屈服位移,CP-BRB的力学性能具有显著的多阶段屈服特性;CP-BRB的滞回曲线饱满,延性较好,耗能能力强,在轴力作用下,并联的内部和外部抗力系统可形成两道抗力防线;与传统BRB相比,CP-BRB的屈服位移相当于传统BRB的8%~29%,在地震作用下能更早的进入塑性状态,更好的对主体结构进行保护,有良好的工程应用前景;理论结果和有限元结果吻合良好,提出的计算公式结果准确,可用于工程实际。

     

    Abstract: In this study, a circular-section parallel buckling restrained brace (CP-BRB) is proposed, which consists of two parallel resistance systems, the internal and external resistance systems, and a lot of miniature shear dampers with very small yield displacement distributed at both ends of the external resistance system. According to the working principle of CP-BRB, a simplified mechanical model of CP-BRB is established, and a simplified design method for CP-BRB including the calculation formulas of axial stiffness, yield bearing capacity and yield displacement are derived upon the optimal failure mode. Based on a variety of traditional BRB specimens in literatures, three sets of CP-BRB examples were designed, and their mechanical properties and failure modes were studied by ABAQUS. The results show that: The yield displacement of a large number of miniature shear dampers is much smaller than the yield displacement of the internal round steel rod, and the mechanical properties of CP-BRB have a significant staged yield characteristic; The hysteretic curve of CP-BRB is full, which implies that CP-BRB has good ductility and energy dissipation capacity. Under the action of axial force, the parallel internal and external resistance system can form two resistance lines; The yield displacement of CP-BRB is equivalent to 8%~29% of the traditional BRB, which exhibits that: CP-BRB may develop into the plastic state much earlier than the traditional BRB under earthquake action and better protect the main structure, and engineering application prospects is well-hoped; The results obtained by the formulae agree well with the finite element results, and the proposed calculation formulas presented are reliable and can be used in engineering practice.

     

/

返回文章
返回