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Displacement-based seismic design of hysteretic damped braces for retrofitting in-elevation irregular r.c. framed structures

机译:滞后阻尼支撑基于位移的抗震设计,用于改型高程不规则钢筋混凝土。框架结构

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A displacement-based design procedure is proposed for proportioning hysteretic damped braces (HYDBs) in order to attain, for a specific level of seismic intensity, a designated performance level of a reinforced concrete (r.c.) in-elevation irregular framed building which has to be retrofitted. To check the effectiveness and reliability of the design procedure, a numerical investigation is carried out with reference to a six-storey r.c. framed building, which, originally designed according to an old Italian seismic code (1996) for a medium-risk zone, has to be retrofitted by inserting of HYDBs to attain performance levels imposed by the current Italian code (NTC08) in a high-risk zone. To simulate a vertical irregularity, a change of use of the first two floors, from residential to office, is also supposed; moreover, masonry infill walls, regularly distributed along the perimeter, are substituted with glass windows on these floors. Nonlinear dynamic analyses of unbraced (UF), infilled (IF) and damped braced infilled (DBIF) frames are carried out considering sets of artificially generated and real ground motions, whose response spectra match those adopted by NTC08 for different performance levels. To this end, r.c. frame members are idealized by a two-component model, assuming a bilinear moment-curvature law whose ultimate bending moment depends on the axial load, while the response of an HYDB is idealized by a bilinear law, to prevent buckling. Finally, masonry infills are represented as equivalent diagonal struts, reacting only in compression, with an elastic-brittle linear law. (C) 2014 Elsevier Ltd. All rights reserved.
机译:提出了一种基于位移的设计程序,用于按比例分配滞后阻尼支撑(HYDB),以便在特定的地震烈度水平下达到钢筋混凝土(rc)高程不规则框架的指定性能水平,加装。为了检查设计程序的有效性和可靠性,参考了一个六层高的住宅楼进行了数值研究。框架式建筑,最初是根据旧的意大利地震法典(1996)设计的,属于中等风险区域,必须通过插入HYDB进行改造,以在高风险中达到当前意大利法典(NTC08)规定的性能水平区。为了模拟垂直的不规则性,还应该改变从住宅到办公室的前两层的使用;此外,沿周长规则分布的砖石填充墙被这些地板上的玻璃窗所取代。考虑到人工生成的和真实的地面运动的集合,对无支撑(UF),填充(IF)和阻尼支撑(DBIF)框架进行了非线性动力分析,其响应谱与NTC08在不同性能水平上采用的响应谱相匹配。为此,框架构件由两部分模型理想化,假设双线性弯矩曲率定律的极限弯矩取决于轴向载荷,而HYDB的响应则由双线性定律理想化,以防止屈曲。最后,砌体填充物表示为等效的对角撑杆,仅在压缩时具有弹性脆性线性定律。 (C)2014 Elsevier Ltd.保留所有权利。

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