• Title/Summary/Keyword: analytical fragility curve

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Seismic performance evaluation of buckling restrained braced frames (BRBF) using incremental nonlinear dynamic analysis method (IDA)

  • Khorami, M.;Khorami, M.;Alvansazyazdi, M.;Shariati, M.;Zandi, Y.;Jalali, A.;Tahir, M.M.
    • Earthquakes and Structures
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    • v.13 no.6
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    • pp.531-538
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    • 2017
  • In this paper, the seismic behavior of BRBF structures is studied and compared with special concentric braced frames (SCBF). To this purpose, three BRBF and three SCBF structures with 3, 5 and 10 stories are designed based on AISC360-5 and modelled using OpenSees. These structures are loaded in accordance with ASCE/SEI 7-10. Incremental nonlinear dynamic analysis (IDA) are performed on these structures for 28 different accelerograms and the median IDA curves are used to compare seismic capacity of these two systems. Results obtained, indicates that BRBF systems provide higher capacity for the target performance level in comparison with SCBF systems. And structures with high altitude (in this study, 5 and 10 stories) with the possibility of exceeding the collapse prevention performance level, further than lower altitude (here 3 floors) structures.

Rapid Seismic Vulnerability Assessment Method for Generic Structures (일반 구조물에 대한 신속한 지진 취약성 분석 방법)

  • Jeong, Seong-Hoon;Choi, Sung-Mo;Kim, Kang-Su
    • Journal of the Korea Concrete Institute
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    • v.20 no.1
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    • pp.51-58
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    • 2008
  • Analytical probabilistic vulnerability analysis requires extensive computing effort as a result of the randomness in both input motion and response characteristics. In this study, a new methodology whereby a set of vulnerability curves are derived based on the fundamental response quantities of stiffness, strength and ductility is presented. A response database of coefficients describing lognormal vulnerability relationships is constructed by employing aclosed-form solution for a generalized single-degree-of-freedom system. Once the three fundamental quantities of a wide range of structural systems are defined, the vulnerability curves for various limit states can be derived without recourse to further simulation. Examples of application are given and demonstrate the extreme efficiency of the proposed approach in deriving vulnerability relationships.