姜子钦, 郭彦林, 张博浩, 王小安. 双矩管装配式防屈曲支撑设计理论研究[J]. 工程力学, 2015, 32(6): 41-51,61. DOI: 10.6052/j.issn.1000-4750.2014.06.0502
引用本文: 姜子钦, 郭彦林, 张博浩, 王小安. 双矩管装配式防屈曲支撑设计理论研究[J]. 工程力学, 2015, 32(6): 41-51,61. DOI: 10.6052/j.issn.1000-4750.2014.06.0502
JIANG Zi-qin, GUO Yan-lin, ZHANG Bo-hao, WANG Xiao-an. THEORETICAL STUDY ON DESIGN METHODS FOR DOUBLE RECTANGULAR TUBE ASSEMBLED BUCKLING-RESTRAINED BRACES[J]. Engineering Mechanics, 2015, 32(6): 41-51,61. DOI: 10.6052/j.issn.1000-4750.2014.06.0502
Citation: JIANG Zi-qin, GUO Yan-lin, ZHANG Bo-hao, WANG Xiao-an. THEORETICAL STUDY ON DESIGN METHODS FOR DOUBLE RECTANGULAR TUBE ASSEMBLED BUCKLING-RESTRAINED BRACES[J]. Engineering Mechanics, 2015, 32(6): 41-51,61. DOI: 10.6052/j.issn.1000-4750.2014.06.0502

双矩管装配式防屈曲支撑设计理论研究

THEORETICAL STUDY ON DESIGN METHODS FOR DOUBLE RECTANGULAR TUBE ASSEMBLED BUCKLING-RESTRAINED BRACES

  • 摘要: 装配式防屈曲支撑的外围约束构件主要通过高强螺栓连接。由于连系螺栓布置呈一定离散性,因此需要对各外围约束构件形成的整体约束刚度进行一定程度的折减;此外,螺栓的离散布置使得螺栓间外围分肢构件的局部受力影响更为突出,此二者均应在装配式防屈曲支撑设计方法中予以考虑。为此,该文首先对传统铰接防屈曲支撑设计理论进行介绍,而后对双矩管装配式防屈曲支撑约束刚度折减系数的求解思路及方法进行论述,最后结合装配式防屈曲支撑所特有的受力特点,考虑多波变形时挤压力的局部影响,提出了一整套适用于双矩管装配式防屈曲支撑的设计方法,并采用数值分析验证了2个支撑设计算例的可靠性。在理论推导中考虑了内外核之间的间隙、铰接接头长度、内核外伸段长度、外围构件长度、强度、刚度及初始缺陷、螺栓尺寸及布置等诸多设计参数的影响。

     

    Abstract: External restraining members in Assembled Buckling-Restrained Braces (ABRBs) are mainly connected by high-strength bolts. A reduction in the restraining stiffness of the restraining members should be considered due to the sparsity and randomness of the layout of the bolts. In addition, the layout intensifies local stresses of the restraining members between bolts. In this study, the design theory of traditional pinned buckling-restrained braces was first introduced, followed by the solution procedure of the reduction coefficient of the restraining stiffness of double rectangular tube ABRBs with extended cores. Subsequently, a design method applicable for ABRBs with double rectangular tubes was proposed, considering local impact of the contact force when the cores were subjected to multi-wave deformation. Finally, two examples were provided demonstrating the validity of the proposed design method. This design method also considered a series of parameters including the gap between the core and external members, pinned connector length, extended core length, length, strength, stiffness and imperfection of the external restraining members, bolt dimensions and layout, etc.

     

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