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Room: Tubughnenq’ 4

Date: 5/1/2024

Session Time: 8:00 AM to 9:15 AM (local time)

We equally invite both contributions to numerical-modeling methods/algorithms and applications in any dimension if appropriate. Progress in seismology is unthinkable without continuous developments of theory and numerical-modeling methods. This is well seen in very recent important advances in the discontinuous Galerkin, finite-difference and spectral- element methods as well as in emergence of the new powerful distributional finite-difference method. 
 
Recent developments include faithful rheological and geometrical complexity of the Earth’s interior, earthquakes and other important seismological phenomena, time-space discretization, optimizations of computational algorithms and computer codes, optional balance between accuracy and efficiency. Remarkable progress in the finite-difference modeling in seismic exploration poses a useful challenge for numerical modeling in earthquake seismology. New observations and data from local dense networks make it possible for numerical modeling to considerably contribute to our understanding of rupture dynamics, seismic wave propagation, earthquake ground motion including non-linear behavior, seismic noise and earthquake hazard. We especially welcome applications to compelling observational issues in seismology. 

Conveners:
Alice Agnes-Gabriel, University of California, San Diego (algabriel@ucsd.edu)
Martin Galis, Comenius University Bratislava (martin.galis@uniba.sk)
Jozef Kristek, Comenius University Bratislava (kristek@fmph.uniba.sk)
Peter Moczo, Comenius University Bratislava (moczo@fmph.uniba.sk)
Arben Pitarka, Lawrence Livermore National Laboratory (pitarka1@llnl.gov)
Wei Zhang, Southern University of Science and Technology (zhangwei@sustech.edu.cn)

Oral Presentations