Numerical Methods in Aerodynamics

Lecturer:

Karel Kozel

Tutor:

Karel Kozel

Supervisor:

Department of Technical Mathematics

Synopsis:

Mathematical models of flow. Governing equations: full potential equation, Euler equations, navier-Stokes equation for compressible and incompressible flow. Formulation of basic problems for governing equations. Deferences schemes (finite volume schemes) for 1D, 2D, 3D models. Models lover and higher order. Applications.

Requirements:

Syllabus of lectures:

1, 2Mathematical models of flow

3, 4, 5Derivation and basic properties of compressible models

6, 7Derivation and basic properties incompressible models

8, 9Basic deference schemes in 1D, 2D

10, 11Basic defferencesSCHEMES IN 3D

12, 13Finite volume metohods in 2D, 3D

14Applications of conviderent problems

Syllabus of tutorials:

1, 2Mathematical models of flow

3, 4, 5Derivation and basic properties of compressible models

6, 7Derivation and basic properties incompressible models

8, 9Basic deference schemes in 1D, 2D

10, 11Basic defferencesSCHEMES IN 3D

12, 13Finite volume metohods in 2D, 3D

14Applications of conviderent problems

Study Objective:

Study materials:

Note:

Time-table for winter semester 2011/2012:

Time-table is not available yet

Time-table for summer semester 2011/2012:

Time-table is not available yet

The course is a part of the following study plans: