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Dive into the research topics where Karim Tarbali is active.

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Featured researches published by Karim Tarbali.


New Zealand Journal of Geology and Geophysics | 2017

Ground motion simulations of great earthquakes on the Alpine Fault: effect of hypocentre location and comparison with empirical modelling

Brendon A. Bradley; Sung E. Bae; Viktor Polak; R.L. Lee; E.M. Thomson; Karim Tarbali

ABSTRACT This paper discusses simulated ground motion intensity, and its underlying modelling assumptions, for great earthquakes on the Alpine Fault. The simulations utilise the latest understanding of wave propagation physics, kinematic earthquake rupture descriptions and the three-dimensional nature of the Earths crust in the South Island of New Zealand. The effect of hypocentre location is explicitly examined, which is found to lead to significant differences in ground motion intensities (quantified in the form of peak ground velocity, PGV) over the northern half and southwest of the South Island. Comparison with previously adopted empirical ground motion models also illustrates that the simulations, which explicitly model rupture directivity and basin-generated surface waves, lead to notably larger PGV amplitudes than the empirical predictions in the northern half of the South Island and Canterbury. The simulations performed in this paper have been adopted, as one possible ground motion prediction, in the ‘Project AF8’ Civil Defence Emergency Management exercise scenario. The similarity of the modelled ground motion features with those observed in recent worldwide earthquakes as well as similar simulations in other regions, and the notably higher simulated amplitudes than those from empirical predictions, may warrant a re-examination of regional impact assessments for major Alpine Fault earthquakes.


Earthquake Spectra | 2017

Consideration and Propagation of Ground Motion Selection Epistemic Uncertainties to Seismic Performance Metrics

Karim Tarbali; Brendon A. Bradley; Jack W. Baker

This paper investigates various approaches to propagate the effect of epistemic uncertainty in seismic hazard and ground motion selection to seismic performance metrics. Specifically, three approaches with different levels of rigor are presented for establishing the conditional distribution of intensity measures considered for ground motion selection, selecting ground motion ensembles, and performing nonlinear response history analyses (RHAs) to probabilistically characterize seismic response. The mean and distribution of the seismic demand hazard is used as the principal means to compare the various results. An example application illustrates that, for seismic demand levels significantly below the collapse limit, epistemic uncertainty in seismic response resulting from ground motion selection can generally be considered as small relative to the uncertainty in the seismic hazard itself. In contrast, uncertainty resulting from ground motion selection appreciably increases the uncertainty in the seismic demand hazard for near-collapse demand levels.


Earthquake Engineering & Structural Dynamics | 2015

Ground motion selection for scenario ruptures using the generalised conditional intensity measure (GCIM) method

Karim Tarbali; Brendon A. Bradley


Earthquake Engineering & Structural Dynamics | 2016

The effect of causal parameter bounds in PSHA‐based ground motion selection

Karim Tarbali; Brendon A. Bradley


Archive | 2015

Bounds on causal parameters of prospective ground motions and their effect on characteristics of selected ground motions

Karim Tarbali; Brendon A. Bradley


Archive | 2014

GROUND-MOTION SELECTION FOR SCENARIO RUPTURES USING THE GENERALIZED CONDITIONAL INTENSITY MEASURE (GCIM) APPROACH AND ITS APPLICATION FOR SEVERAL MAJOR EARTHQUAKE SCENARIOS IN NEW ZEALAND

Karim Tarbali; Brendon A. Bradley


Archive | 2014

Representative ground motion ensembles for several major earthquake scenarios in New Zealand

Karim Tarbali; Brendon A. Bradley


Archive | 2018

Cybershake NZ v17.9: New Zealand simulation-based probabilistic seismic hazard analysis

Brendon A. Bradley; Karim Tarbali; J. Huang; Lagrava D; Jason Motha; S. Bae; Polak


Archive | 2018

Ground Motion Simulation Computational Workflow

S. Bae; Viktor Polak; Daniel Lagrava; Jason Motha; Brendon A. Bradley; Karim Tarbali; R.L. Lee; Jonney Huang


Archive | 2018

Seismic Response of Complex Structure Systems using Code-Compatible as-Recorded and Simulated Ground Motions

Vahid Loghman; Karim Tarbali; Brendon A. Bradley; Reagan Chandramohan; Christopher R. McGann; Didier Pettinga

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R.L. Lee

University of Canterbury

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Viktor Polak

University of Canterbury

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E.M. Thomson

University of Canterbury

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Seokho Jeong

University of Canterbury

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Sung E. Bae

University of Canterbury

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