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20202022
most citedFault friction under thermal pressurization during large coseismic-slip Part I: Numerical analyses

2 citations · 3 across the 4 of their papers we have counts for

collaborators

6 papers

physics.geo-ph2022

Fault friction under thermal pressurization during large coseismic-slip Part II: Expansion to the model of frictional slip

Alexandros Stathas, Ioannis Stefanou

In Stathas and Stefanou (2022) we presented the frictional response of a bounded fault gouge under largecoseismic slip. We did so by taking into account the evolution of the Princi…

physics.geo-ph20222 cited

Fault friction under thermal pressurization during large coseismic-slip Part I: Numerical analyses

Alexandros Stathas, Ioannis Stefanou

In this paper, we study the role of thermal pressurization in the frictional response of a fault under large coseismic slip. We investigate the role of the seismic slip velocity, m…

math.OC2022

Motion Planning and Robust Tracking for the Heat Equation using Boundary Control

Diego Gutiérrez-Oribio, Yury Orlov, Ioannis Stefanou +1

Robust output tracking is addressed in this paper for a heat equation with Neumann boundary conditions and anti-collocated boundary input and output. The desired reference tracking…

physics.geo-ph2021

Controlling earthquake-like instabilities using artificial intelligence

Efthymios Papachristos, Ioannis Stefanou

Earthquakes are lethal and costly. This study aims at avoiding these catastrophic events by the application of injection policies retrieved through reinforcement learning. With the…

physics.app-ph2021

The role of viscous regularization in dynamical problems, strain localization and mesh dependency

Alexandros Stathas, Ioannis Stefanou

Strain localization is responsible for mesh dependence in numerical analyses concerning a vast variety of fields such as solid mechanics, dynamics, biomechanics and geomechanics. T…

physics.geo-ph20201 cited

Control instabilities and incite slow-slip in generalized Burridge-Knopoff models

Ioannis Stefanou

Generalized Burridge-Knopoff (GBK) models display rich dynamics, characterized by instabilities and multiple bifurcations. GBK models consist of interconnected masses that can slid…