Numerical Simulation Methods in Geophysics

Numerical simulation is the key to understanding physical fields and to find subsurface models that are able to explain the measured data. Mainly, the task is about to numerically solve partial differential equations (PDEs), which can be elliptic (potential fields), parabolic (diffusive fields) or hyperbolic (wavefield phenomena). There is a wide range of different methods to solve these PDEs, from finite different approximations over finite volume or finite element analysis to spectral or wavenumber solutions. In this course, we learn how these methods work as well as their shortcomings. Computer exercises focus on solving simple Poisson or 1D heat equations over 3D resistivity to GPR wave propagation.

In WS 2025/26, lecture is every Thursday, 9:45-11:15 in MEI-0150

Exercises are on Wednesdays 09:45-11:15, starting 22.10., in room MEI-1203a (next to the geophysics secretary).

In this room there are student rooms, but you can also bring your computer. Let's meet on Wednesday, 22.10. to discuss details.