38 citations · 56 across the 8 of their papers we have counts for
9 papers
A divide-and-conquer strategy for fast elastodynamic simulation of earthquakes and aseismic slip on fault networks
Federico Ciardo, Pierre Romanet
Simulating long-term, fully dynamic sequences of earthquakes and aseismic slip (SEAS) on geometrically complex fault networks remains computationally demanding due to the cost of r…
Fault volume digital twin to reproduce the full slip spectrum, scaling and statistical laws
M. Almakari, N. Kheirdast, C. Villafuerte +7
Seismological and geodetic observations of fault zones reveal diverse slip dynamics, scaling, and statistical laws. Existing mechanisms explain some but not all of these behaviors.…
A rate-and-state friction based criterion for the probability of earthquake fault jumps
Sylvain Michel, Oona Scotti, Sebastien Hok +5
Geometrical complexities in natural fault zones, such as steps and gaps, pose a challenge in seismic hazard studies as they can act as obstacles to seismic ruptures. In this study,…
Coupled Boundary Element and Finite Volume Methods for Modeling Fluid-Induced Seismicity in Fault Networks within Low-Permeability Rocks
Pierre Romanet, Marco Maria Scuderi, Jean-Paul Ampuero +2
To better understand the mechanics of injection-induced seismicity, we developed a two-dimensional numerical code to simulate both seismic and aseismic slip on non-planar faults an…
Could planet/sun conjunctions be used to predict large (>=Mw7) earthquake?
Pierre Romanet
No.
Fully dynamic earthquake cycle simulations on a non-planar fault using the spectral boundary integral element method
Pierre Romanet, So Ozawa
One of the most suitable methods for modeling fully dynamic earthquake cycle simulations is the spectral boundary integral element method (sBIEM), which takes advantage of the fast…
Curvature, a mechanical link between the geometrical complexities of a fault
P. Romanet, D. Sato, R. Ando
Many recent studies have tried to determine the influence of geometry of faults in earthquake mechanics. In this paper, we suggest a new interpretation of the effect of geometry on…
Paradox of Modeling Curved Faults Revisited with General Non-Hypersingular Stress Green's Functions
Dye SK Sato, Pierre Romanet, Ryosuke Ando
In a dislocation problem, a paradoxical discordance is known to occur between an original smooth curve and an infinitesimally discretized curve. To solve this paradox, we have inve…
Fast and slow earthquakes emerge due to fault geometrical complexity
Pierre Romanet, Harsha S. Bhat, Romain Jolivet +1
Active faults release elastic strain energy via a whole continuum of modes of slip, ranging from devastating earthquakes to Slow Slip Events and persistent creep. Understanding the…