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Curso intensivo sobre Métodos Numéricos Avanzados para Ecuaciones Hiperbólicas.


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The course consists in a structured intensive one-week programme of 40 hours of theoretical lectures and computer laboratory exercises on advanced numerical methods for hyperbolic partial differential equations with applications in engineering and science.

The course covers high order finite volume and discontinuous Galerkin methods, also on unstructured triangular simplex meshes; Riemann solvers, higher order TVD, ENO and WENO schemes, the discretization of hyperbolic PDE with non-conservative products, well balanced schemes as well as meshless Lagrangian particle methods. The lectures are supplemented with computer laboratory exercises to provide practical hands-on experience concerning the practical aspects of the implementation of these advanced numerical methods.

Further information can be found in the attached PDF flyer and on the dedicated web page

www.unitn.it/nm2021

The deadline for registration is January 29th 2021.

For further questions, please contact:

Prof. Dr.-Ing. Michael Dumbser

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Dr. Saray Busto

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