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To learn the basic concepts of numerical modelling of (geo)physical processes (e.g. the basics of the Finite Element & Finite Difference Methods). Learn to develop simple numerical models for a range of geophysical applications, obtain hands-on experience and develop a critical attitude in evaluating numerical modelling results in general.
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Numerical solution of the important partial differential equations in geophysics.
Finite difference and finite element methods for:
- the Stokes equation for creeping viscous flow;
- thermo-mechanically coupled systems;
- convection of fluids with a nonlinear power-law rheology;
- the convection-diffusion equation.
Hands-on experience will be obtained through a set of geophysical modelling problems.
Transferable skills:
1. Written communication skills: Results are presented in reports.
2. Problem-solving skills: students are presented with complex ODE’s and PDE’s and are expected to implement the techniques presented during the lectures. This involves a thorough attention to detail and detective work to find bugs/come with solutions.
3. Analytical/quantitative skills: this course is very technical in nature and requires a high level of abstraction from the student.
4. Technical skills: students will develop their programming skills on a set of increasingly complex and abstract problems.
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