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In this course we want to build a parallel numerical solver for a typical eliptical partial differential equation from scratch and use it to solve in a case study a real world problem. For the sake of simplicity we use the groundwater flow equation and a contamination problem as example.
Topics of the lecture are:
- Iterative linear solvers
- Flow in porous media
- The Finite-Volume-Method
- Parallelization of iterative solvers
- Time dependend problems
What you will learn: Modern programming techniques and their application to the numerical solution of partial differential equations Prerequisites: Knowledge of basic programing concepts like loops, conditions and variables. Basic knowledge about partial differential equations (content of COMMAS C5 lecture) Readiness to do some programming in the exercises.
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