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Advanced Discretization Methods (PhD)
Corso
A Mendrisio ()
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Descrizione
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Tipologia
Corso
Descrizione The course examines the development and analysis of spectral methods for the solution of time-dependent partial differential equations. Topics include key elements of approximation and stability theory for Fourier and polynomial spectral methods, as well as temporal integration and numerical aspects.
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8 anni del centro in Emagister.
Materie
- Spectral methods
- Analysis of spectral methods
Programma
The course examines the development and analysis of spectral methods for the solution of time-dependent partial differential equations. Topics include key elements of approximation and stability theory for Fourier and polynomial spectral methods, as well as temporal integration and numerical aspects.
REFERENCES
- Spectral methods for time-dependent problems implementation, post-processing and error estimates; J. Hesthaven, S. Gottlieb, D. Gottlieb
- Hybrid and Mixed Finite Element Methods; Atluri SN, Gallagher RH and Zienkiewicz OC.
- Connection between finite volume and mixed finite element methods: Baranger J, Maitre J-F and Oudin F., - Finite Elements., Theory, Fast Solvers and Applications in Solid Mechanics; Braess D.
- Nonconforming finite element methods for the equations of linear elasticity; Falk RS.
- A family of mixed finite elements for the elasticity problem; Stenberg R.
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Advanced Discretization Methods (PhD)