Numerical Methods for Hyperbolic Equations with Applications to Gas Dynamics, Shallow Water and Blood Flow (Winter School – Part I)

Details about registration, programme and course are available here.

NB DICAM PhD Students do not have to pay.

Week 1 - 6-10 February 2017

Prof. Eleuterio Toro

ROOM 1H

	Monday	Tuesday	Wednesday	Thursday	Friday
09:00-10:30	Linear Advection Equation	Linear Hyperbolic Systems I	Theory of Numerical Methods I	Nonlinear Numerical Methods I	Nonlinear Scalar Equations I
11:00-12:30	Finite Differences I	Linear Hyperbolic Systems II	Theory of Numerical Methods II	Nonlinear Numerical Methods II	Nonlinear Scalar Equations II
14:00-15:30	Finite Differences II	Laboratory Exercises	Laboratory Exercises	Laboratory Exercises	Godunov’s Method for Scalar Equations
16:00-17:30	Laboratory Exercises	Laboratory Exercises	Laboratory Exercises	Laboratory Exercises	Laboratory Exercises

Week 2 - 13-17 February 2017

Prof. Eleuterio Toro

ROOM 1H

	Monday	Tuesday	Wednesday	Thursday	Friday
09:00-10:30	Nonlinear Hyperbolic Systems	Godunov’s Method for SWEs I	The Euler Equations for Compressible Materials I	Blood Flow Equations I	ADER High Order Methods
11:00-12:30	Shallow Water Equations I	Godunov’s Method for SWEs II	The Euler Equations for Compressible Materials II	Blood Flow Equations II	Body Fluids and Neurodegenerative Diseases
14:00-15:30	Shallow Water Equations II	Laboratory Exercises	Godunov’s Method for Euler Equations I	Godunov’s Method for Blood Flow	Selected Topics and Closing Remarks
16:00-17:30	Laboratory Exercises	Laboratory Exercises	Godunov’s Method for Euler Equations I I	DG methods	Exams