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Theoretical and experimental studies of battened buckling-restrained braces

机译:板条屈曲约束牙套的理论和实验研究

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A new type of core-separated buckling-restrained braces, namely a core-separated battened buckling restrained brace (B-BRB) has been proposed. Its load-carrying capacity and hysteretic response are investigated theoretically and experimentally in this paper. The B-BRB has a remarkable advantage over a common buckling-restrained brace (BRB), in which the newly formed cross-section of the B-BRB is spread outwards by spacing two cores, hence resulting in higher material utilization efficiency in its structural design. In addition, the two independent all-steel BRBs, each having a single plate core simply in-filled in a narrow hollow section, are connected by longitudinally distributed battens rather than continuous plates. Based on the elastic-plastic FE analysis of a B-BRB under monotonic compressive load, its ultimate resistance and failure modes are investigated numerically, considering the effect of its overall initial geometric imperfection. An interaction formula between normalized slenderness ratio and buckling factor of the B-BRB is proposed for predicting its ultimate load-carrying capacity. Consequently, the hysteretic response of the B-BRB is explored through elastic-plastic FE analysis. The maximum normalized slenderness ratios of the B-BRBs required for a load-bearing type and an energy-dissipation type are proposed in their strength designs, respectively. Ultimately, hysteretic responses of five B-BRB specimens have been experimentally investigated. The experimental results are compared with the FE numerical analysis, which considers plate local buckling of all components of the B-BRBs. The comparison has verified the rationality of the proposed design method. (C) 2017 Elsevier Ltd. All rights reserved.
机译:提出了一种新型的芯分离屈曲约束支撑,即芯分离的板条屈曲约束支撑(B-BRB)。对其理论承载力和滞后响应进行了理论和实验研究。 B-BRB与普通的屈曲约束支撑(BRB)相比具有显着优势,在BRB中,新形成的B-BRB横截面通过间隔两个芯向外张开,因此在其结构中具有更高的材料利用效率设计。此外,两个独立的全钢BRB通过沿纵向分布的板条而不是连续的板条连接,每个BRB板条都简单地填充在狭窄的空心部分中。基于单调压缩载荷下B-BRB的弹塑性有限元分析,考虑了其整体初始几何缺陷的影响,数值研究了其极限抗力和破坏模式。提出了规范化长细比与B-BRB屈曲因子之间的相互作用公式,以预测其最终的承载能力。因此,通过弹塑性有限元分析来探索B-BRB的滞后响应。在强度设计中分别提出了承重型和耗能型B-BRB的最大标准化细长比。最终,通过实验研究了五个B-BRB样品的滞后响应。将实验结果与有限元数值分析进行了比较,有限元数值分析考虑了B-BRBs所有组件的板局部屈曲。比较结果验证了所提出设计方法的合理性。 (C)2017 Elsevier Ltd.保留所有权利。

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