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Information Journal Paper

Title

Reliability-Based Economic Seismic Design

Pages

  251-260

Abstract

 The seismic design of the structures is subjected to the uncertainties originating from various sources. To ensure that a safe design is achieved, the uncertainties must be considered in the seismic design process. The reliability-based seismic design is the proper approach that directly takes into account the uncertainties. In this approach, the performance objectives are the reliability-based seismic criteria expressed either in terms of an annual probability of exceeding a given performance level or in terms of a probability of exceeding a given performance level conditioned on the seismic intensity corresponding to a specific hazard level. It is obvious that the ultimate aim of the reliability-based seismic design of a building is not only to satisfy the reliability-based seismic criteria, but also to minimize the initial or life-cycle cost. The Reliability-Based Seismic Design Optimization (RBDO) is the method that achieves the most economic design satisfying the reliability-based seismic criteria (probabilistic constraints). However, the RBDO is less preferred. This is because to ensure that reliability-based seismic criteria are achieved, the statistics parameters of the seismic demand and capacity must be determined through the results of the nonlinear dynamic analyses. On the other hand, the use of the nonlinear dynamic analyses in the RBDO method can lead to the increase of the computational cost so that the personal computers require several years to run it. In this study, a method to produce the reliability-based economic seismic design is proposed. Reliability-based seismic criteria are expressed in terms of a mean annual probability of exceeding a given performance level. The main goals are to ensure satisfying the reliability-based seismic criteria through the use of the results of the incremental dynamic analyses and to produce the economic seismic design within reasonable computing time. The proposed method achieves the two goals through determining the optimum design of the Force-Based Design method that satisfies the reliability-based seismic criteria. The optimum design of the Force-Based Design method depends on the value of the Response Modification Factor. The value of the Response Modification Factor of a building, which leads to satisfying the reliability-based seismic criteria, is in the range of one to a maximum value. From an economic point of view, the desirable value of the Response Modification Factor is the maximum one, which results in a minimum design base shear and accordingly in an economic design. In order to respond to the two main goals, the method aims to determine the maximum value of the Response Modification Factor of a building so that leads to satisfying the reliability-based seismic criteria. The proposed method is used to produce the seismic design of a 4-story building for two reliability-based seismic criteria. The steel special moment resisting frame is considered as the lateral load resisting system in the studied building. The results reveal that the proposed method can efficiently produce the economic seismic designs satisfying the reliability-based seismic criteria within reasonable computing time. While the designed frame by Zacharenaki et al using existing RBDO method can not satisfy spesifications of reliability.

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  • Cite

    APA: Copy

    YARAHMADI, H., MIRI, M., & RAKHSHANIMEHR, M.. (2018). Reliability-Based Economic Seismic Design. MODARES CIVIL ENGINEERING JOURNAL, 18(5 ), 251-260. SID. https://sid.ir/paper/256895/en

    Vancouver: Copy

    YARAHMADI H., MIRI M., RAKHSHANIMEHR M.. Reliability-Based Economic Seismic Design. MODARES CIVIL ENGINEERING JOURNAL[Internet]. 2018;18(5 ):251-260. Available from: https://sid.ir/paper/256895/en

    IEEE: Copy

    H. YARAHMADI, M. MIRI, and M. RAKHSHANIMEHR, “Reliability-Based Economic Seismic Design,” MODARES CIVIL ENGINEERING JOURNAL, vol. 18, no. 5 , pp. 251–260, 2018, [Online]. Available: https://sid.ir/paper/256895/en

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