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The final schedule will be fixed at the introduction meeting. By clicking this Doodle-link
you can inform beforehand about your available time, to help to set up a schedule which fits all.
| Date | Lecture | Protocol |
|---|---|---|
| 2012-01-23 | Introduction and course overview, unconstrained multibody systems (MBS), truck example | Lecture 1 |
| 2012-01-25 | Systems with constraints | Lecture 2 |
| 2012-01-30 | Rotations in 3D, Kardan angles, angular velocity Linearization, state space form | Lecture 3 |
| 2012-02-01 | Numerical computation of the state space form for linear systems, transition matrix, frequency response for systems with time delayed input | Lecture 4 |
| 2012-02-06 | Extra explanation concerning linearization, pseudoinverses etc. | Lecture 5 |
| 2012-02-08 | Linear DAEs, Index and Normal forms | Lecture 6 |
| 2012-02-10 | Matrix pencils, generelaized eigenvalue problem, infinity eigenvalues, invariants, state space form Start with Chapter 3: Homotopy methods | Lecture 7 |
| 2012-02-14 | Homotopy Method: definition, several versions for the truck example, Davidenko ODE, ODEs with invariants, turning points. | Lecture 8 |
| 2012-02-15 | Introduction to ODE Numerics | Lecture 9 |
| 2012-02-20 | Error estimation for ODE solvers | Lecture 10 |
| 2012-02-22 | Basics of Multistep methods for DAEs | Lecture 11 |
| 2012-02-26 | Perturbation index, numerical problems with higher index DAEs, drift-off effect | Lecture 12 |
| 2012-02-29 | Stability, Adams for index-2 (why is there a stability problem), stabilization methods: coordinate projection, Gear/Gupta/Leimkuhler method, derivative projection, state space form | Lecture 13 |
| 2012-03-02 | Parameteridentification in multibody dynamics | Lecture 14 |