A seismological method for estimating the long-period transition periodTLin the seismic building code
Autor(en): |
Christie Assadollahi
Shahram Pezeshk Kenneth Campbell |
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Medium: | Fachartikel |
Sprache(n): | Englisch |
Veröffentlicht in: | Earthquake Spectra, 29 April 2023, n. 2, v. 39 |
Seite(n): | 1037-1057 |
DOI: | 10.1177/87552930231153673 |
Abstrakt: |
Many changes have been made to the design response spectrum used in the ASCE 7 Standard in recent years. One parameter that has not been investigated or revisited since its first appearance in FEMA 450-1/2003 is the long-period transition period parameter, TL. The long-period transition period parameter was introduced and defined as the corner period that marks the transition from the constant velocity to the constant displacement segments of the design response spectrum. The long-period transition period parameter is primarily important for long-period structures such as high-rise buildings and bridges. The most current estimation of TLused in engineering design standards is loosely based on a correlation between modal magnitude Mwand TLthat does not account for stress drop Δ σ or the crustal velocity in the source region β. This study aims to include both Δ σ and β in its estimation of TL. Modal magnitude is obtained from disaggregation data from the 2018 National Seismic Hazard Model (NSHM) for the conterminous United States (CONUS) and from the 2021 NSHM for Hawaii (HI). The parameter β is determined from previous literature. Then, inversion of ground motion models for Central and Eastern United States (CEUS) is used to determine Δ σ for CEUS events, and published information is used to determine Δ σ for Western United States (WUS) events and HI events. Then, the definition of the corner period is used to determine TL. The results yield a generally more conservative (or longer) estimation of TLthan the estimation that is currently used in engineering design standards. |
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Datenseite - Reference-ID
10777219 - Veröffentlicht am:
12.05.2024 - Geändert am:
12.05.2024