Simulation - Introduction to the finite element method

The modeling of many technical but also increasingly economic problems leads to (mainly partial) differential equations. The buzzword "simulation" often used today - in the sense of predicting technical or economic processes - usually means nothing more than solving differential equations on the computer.

Expensive experiments are replaced by inexpensive numerical calculations. For a large class of differential equations, the finite element method can be used for their approximate solution. In the training course, the mathematical principles of the method will be explained using simple examples and its efficiency will be illustrated using some more complex problems with partial differential equations.

Program

09.30 - 09.45Welcome Prof. Dr. W. Klotz
09.45 - 10.45Simulation - Introduction to the Finite Element Method, Mathematical Basics I (Dr. H. Behnke)
10.45 - 11.15Coffee break
11.15 - 12.00Mathematical Foundations II (Dr. H. Behnke)
12.00 - 13.15Lunch break
13.15 - 14.30The path to the discrete: From natural phenomena to numerical methods (Prof. Dr. L. Angermann)
14.30 - 15.00Coffee break
15.00 - 16.00From the idea to the program: The implementation of the FEM (Prof. Dr. L. Angermann, Dr. H. Behnke)
16.00 - 16.30Discussion and closing remarks