Abstract

A large seismic gap lies along northern Chile and could potentially trigger a M w ~ 8.8–9.0 megathrust earthquake as pointed out in several studies. The April 1, 2014, Pisagua earthquake broke the middle segment of the megathrust. Some slip models suggest that it ruptured mainly from a depth of 30 to 55 km along dip and over 180 km in length, reaching a magnitude M w 8.1–8.2. The northern and southern segments are still unbroken; thus, there is still a large area that could generate a M w > 8.5 earthquake with a strong tsunami. To better understand the effects of source parameters on the impact of a tsunami in the near field, as a case study, we characterize earthquake size for a hypothetical and great seismic event, M w 9.0, in northern Chile. On the basis of physical earthquake source models, we generate stochastic k −2 finite fault slips taking into account the non-planar geometry of the megathrust in northern Chile. We analyze a series of random slip models and compute vertical co-seismic static displacements by adding up the displacement field from all point sources distributed over a regular grid mesh on the fault. Under the assumption of passive generation, the tsunami numerical model computes the runup along the shore. The numerical results show a maximum peak-runup of ~35–40 m in the case of some heterogeneous slip models. Instead, the minimum runup along the coast, from the heterogeneous slip models tested, almost coincides with the runup computed from the uniform slip model. This latter assumption underestimates the runup by a factor of ~6 at some places along the coast, showing agreement with near-field runups calculated by other authors using similar methodologies, but applied in a different seismotectonic context. The statistical estimate of empirical cumulative distribution functions conducted on two subsets of slips, and their respective runups, shows that slip models with large amount of slip near the trench are more probable to produce higher runups than the other subset. The simple separation criterion was to choose slip models that concentrate at least 60 % of the total seismic moment in the upper middle part of the non-planar rupture fault.

Highlights

  • The Chilean coast has been hit by several far- and near-field tsunamis

  • As a case study, we simulated numerically the tsunami generated by a hypothetical Mw 9.0 megathrust earthquake breaking the whole segment in the northern Chile seismic gap

  • The minimum runup along the coast from the whole set of heterogeneous slip models tested almost coincides with the runup computed from the tapered uniform slip model

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Summary

Introduction

The Chilean coast has been hit by several far- and near-field tsunamis. One of the last destructive near-field tsunamis was caused by the 2010, Mw 8.8, Maule, Chile megathrust earthquake and devastated the Chilean shore (e.g., Lay et al 2010; Vigny et al 2011). The studies conducted on this earthquake suggest that the rupture broke the deeper zone of the seismogenic contact interface and stopped northward approximately at the latitude of the Mejillones Peninsula (Delouis et al 2009; Loveless et al 2010; Peyrat et al 2010) and just filling a small area of the expected seismic gap. Focusing on the last historically reported megathrust earthquake that struck the northern Chile seismic gap in May 9, 1877, the moment magnitudes estimated by some authors are Mw 8.9 (Kausel 1986) and Mw 8.8 (Comte and Pardo 1991). The northern and southern segments are still unbroken; there still is a large area that could break, as a worst case scenario, following a Mw [ 8.5 (Schurr et al 2014) earthquake with its potential tsunami These unbroken segments raise the question about how the northern Chile seismic gap will break in the future. The upper portion of the broken segment, the northern segment and southern segments of the original seismic gap are still unbroken, leading us to think that the possibility of a megathrust earthquake still remains (e.g., Hayes et al 2014)

Setting a non-planar complex rupture fault geometry
Stochastic complex earthquake rupture model
Modeling co-seismic static displacement field for complex slip earthquake
Static displacement field from uniform dislocations
Initial condition for tsunami modeling
Tsunami numerical model
Model setup
Setting scenarios for a set of stochastic k-2 slip
Analysis of the results
Findings
Discussion and conclusions
Full Text
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