Development and Verification of Non-Ergodic Ground-Motion Methodologies and Modeling Tools

被引:0
|
作者
Lavrentiadis, Grigorios [1 ,2 ]
Seylabi, Elnaz [3 ]
Kuehn, Nicolas M. [1 ]
Meng, Xiaofeng [4 ]
Kottke, Albert R. [5 ]
Bozorgnia, Yousef [1 ]
Goulet, Christine A. [4 ]
机构
[1] Univ Calif Los Angeles, Garrick Inst Risk Sci, Nat Hazards Risk & Resiliency Res Ctr, Los Angeles, CA 90024 USA
[2] CALTECH, Dept Mech & Civil Engn, Pasadena, CA 91125 USA
[3] Univ Nevada, Dept Civil & Environm Engn, Reno, NV 89557 USA
[4] Univ Southern Calif, Southern Calif Earthquake Ctr, Los Angeles, CA 90007 USA
[5] Pacific Gas & Elect Co, Geosci, Oakland, CA USA
关键词
PREDICTION; CALIFORNIA;
D O I
暂无
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
Non-ergodic ground-motion models (NGMMs) have the potential of reducing the ground-motion aleatory variability significantly, which has a large impact on the seismic hazard, especially at large return periods important for critical infrastructure. This reduction in aleatory variability is accompanied by epistemic uncertainty in regions with sparse recordings or a systematic shift in the median ground motion in regions with dense recordings. Gaussian process regression (GPR)-with spatially varying coefficients for modeling the source and site systematic effects and cell-specific anelastic attenuation for modeling the systematic path effects-is a flexible and robust modeling technique used in this study for developing NGMMs. As part of this work, open-source computer tools and instructions have been developed to show the steps toward developing NGMMs in the GPR framework. Statistical software packages STAN and INLA are used and compared. The developed software packages were tested against synthetic data sets with known non-ergodic effects, and different implementations of the developed software were evaluated for scalability, universality, precision, and model complexity.
引用
收藏
页码:373 / 383
页数:11
相关论文
共 50 条
  • [1] Overview and introduction to development of non-ergodic earthquake ground-motion models
    Grigorios Lavrentiadis
    Norman A. Abrahamson
    Kuehn M. Nicolas
    Yousef Bozorgnia
    Christine A. Goulet
    Anže Babič
    Jorge Macedo
    Matjaž Dolšek
    Nicholas Gregor
    Albert R. Kottke
    Maxime Lacour
    Chenying Liu
    Xiaofeng Meng
    Van-Bang Phung
    Chih-Hsuan Sung
    Melanie Walling
    Bulletin of Earthquake Engineering, 2023, 21 : 5121 - 5150
  • [2] Overview and introduction to development of non-ergodic earthquake ground-motion models
    Lavrentiadis, Grigorios
    Abrahamson, Norman A.
    Nicolas, Kuehn M.
    Bozorgnia, Yousef
    Goulet, Christine A.
    Babic, Anze
    Macedo, Jorge
    Dolsek, Matjaz
    Gregor, Nicholas
    Kottke, Albert R.
    Lacour, Maxime
    Liu, Chenying
    Meng, Xiaofeng
    Phung, Van-Bang
    Sung, Chih-Hsuan
    Walling, Melanie
    BULLETIN OF EARTHQUAKE ENGINEERING, 2023, 21 (11) : 5121 - 5150
  • [3] Efficient non-ergodic ground-motion prediction for large datasets
    Maxime Lacour
    Bulletin of Earthquake Engineering, 2023, 21 : 5209 - 5232
  • [4] Efficient non-ergodic ground-motion prediction for large datasets
    Lacour, Maxime
    BULLETIN OF EARTHQUAKE ENGINEERING, 2023, 21 (11) : 5209 - 5232
  • [5] A non-ergodic effective amplitude ground-motion model for California
    Grigorios Lavrentiadis
    Norman A. Abrahamson
    Nicolas M. Kuehn
    Bulletin of Earthquake Engineering, 2023, 21 : 5233 - 5264
  • [6] A non-ergodic effective amplitude ground-motion model for California
    Lavrentiadis, Grigorios
    Abrahamson, Norman A.
    Kuehn, Nicolas M.
    BULLETIN OF EARTHQUAKE ENGINEERING, 2023, 21 (11) : 5233 - 5264
  • [7] A non-ergodic ground-motion model of Fourier amplitude spectra for France
    Chih-Hsuan Sung
    Norman A. Abrahamson
    Nicolas M. Kuehn
    Paola Traversa
    Irmela Zentner
    Bulletin of Earthquake Engineering, 2023, 21 : 5293 - 5317
  • [8] A non-ergodic ground-motion model of Fourier amplitude spectra for France
    Sung, Chih-Hsuan
    Abrahamson, Norman A.
    Kuehn, Nicolas M.
    Traversa, Paola
    Zentner, Irmela
    BULLETIN OF EARTHQUAKE ENGINEERING, 2023, 21 (11) : 5293 - 5317
  • [9] A partially non-ergodic ground-motion prediction equation for Europe and the Middle East
    Kuehn, Nicolas M.
    Scherbaum, Frank
    BULLETIN OF EARTHQUAKE ENGINEERING, 2016, 14 (10) : 2629 - 2642
  • [10] A partially non-ergodic ground-motion prediction equation for Europe and the Middle East
    Nicolas M. Kuehn
    Frank Scherbaum
    Bulletin of Earthquake Engineering, 2016, 14 : 2629 - 2642