SYLLABUS  Previous: 6.4 Quiz  Up: 6 LAGRANGIAN METHOD  Next: 6.6 Further Reading

## 6.5 Exercises

6.01 Arbitrary CFL number.
6.02 Diffusion in CIP.
6.03 Lagrangian method with splines.
6.04 Non-linear equation.

These problems can be edited / submitted for correction from your web browser by selecting assignments under the course main page. The color coding corresponds to the level of difficulty / amount of work:

Easy (2-4 hours).
The problem is a direct illustration of the syllabus and highlights a particular aspect of the theory: the solution consists of a short text with explanations, formulas, maybe an ASCII plot or sometimes a simple modification of the JBONE applet.
Moderate (1 day).
The problem deals with an extension of the syllabus or an application: the solution combines all the steps, starting from the formulation of a model, the analytical derivation of a numerical scheme, the implementation of a program and finishing with a discussion of the simulation in the JBONE applet.
Difficult (2-3 days).
The problem describes an application from a neighbouring field that goes beyond the scope of this course, but can be examined to open the scientific horizon: a certain degree of independence and creativity are required to outline a certain aspect, solve the equations and discuss the result.

SYLLABUS  Previous: 6.4 Quiz  Up: 6 LAGRANGIAN METHOD  Next: 6.6 Further Reading

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