Computational Fluid Dynamics 1 (CFD1) [SerienID : 4346]
This course deals with a basic introduction to the numerical simulation of fluid flow, i.e., how to obtain a numerical solution to a fluid flow problem, how to discretize the underlying equations and how to evaluate the result.
Content:
- Governing equations and models in fluid mechanics
- The Finite-Difference Method (FDM)
- Unsteady problems: methods of time integration
- The Finite-Volume Method
- Solution of the incompressible Navier-Stokes equations
- Grids and their properties
- Boundary conditions
- Compressible Flows
The students who successfully take this module should:
- understand the physical meaning and mathematical character of the terms in advection-diffusion equations and the Navier-Stokes equations
- assess under what circumstances some terms in these equations can be negelcted
- formulate a FDM for the solution of unsteady transport equations
- asess the convergence, consistency and stability of a FDM
- formulate a FVM for the solution of unsteady transport equations
- know how to solve the Navier-Stokes equation with the FVM
- implemement programs in matlab/octave to simulate fluid flow
- assess the quality and validity of a fluid flow simulation
- work in team and write a report describing the results and significance of a simulation
- know the different types of grids and when to use them
Semester
Wintersemester 2025/2026
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aktualisiert
2025-12-02 19:39:04
Abonnements
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# 1StudOn-ZugangLecture 1 - Basic Governing Equations IProf. Dr. Philipp Schlatter2025-10-14 Wintersemester 2025/20261Lecture 1 - Basic Governing Equations IProf. Dr. Philipp Schlatter2025-10-14 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
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# 2StudOn-ZugangLecture 2 - Basic Governing Equations IIProf. Dr. Philipp Schlatter2025-10-15 Wintersemester 2025/20262Lecture 2 - Basic Governing Equations IIProf. Dr. Philipp Schlatter2025-10-15 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
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# 3StudOn-ZugangLecture 3 - Initial Value Problems - Time SteppingProf. Dr. Philipp Schlatter, Dr.-Ing. Manuel Münsch2025-10-27 Wintersemester 2025/20263Lecture 3 - Initial Value Problems - Time SteppingProf. Dr. Philipp Schlatter, Dr.-Ing. Manuel Münsch2025-10-27 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
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# 4StudOn-ZugangLecture 4 - Finite-Difference-Method 1Prof. Dr. Philipp Schlatter2025-11-04 Wintersemester 2025/20264Lecture 4 - Finite-Difference-Method 1Prof. Dr. Philipp Schlatter2025-11-04 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
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# 5StudOn-ZugangLecture 5 - Finite-Difference-Method 2Dr.-Ing. Manuel Münsch2025-11-11 Wintersemester 2025/20265Lecture 5 - Finite-Difference-Method 2Dr.-Ing. Manuel Münsch2025-11-11 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
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# 6StudOn-ZugangLecture 6 - StabilityDr.-Ing. Manuel Münsch2025-11-11 Wintersemester 2025/20266Lecture 6 - StabilityDr.-Ing. Manuel Münsch2025-11-11 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
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# 7StudOn-ZugangLecture 7 - Compact Finite DifferencesProf. Dr. Philipp Schlatter2025-11-12 Wintersemester 2025/20267Lecture 7 - Compact Finite DifferencesProf. Dr. Philipp Schlatter2025-11-12 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
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# 8StudOn-ZugangLecture 8 - Finite Volume Method IProf. Dr. Philipp Schlatter2025-11-18 Wintersemester 2025/20268Lecture 8 - Finite Volume Method IProf. Dr. Philipp Schlatter2025-11-18 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
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# 9StudOn-ZugangLecture 9 - Finite Volume Method IIProf. Dr. Philipp Schlatter2025-12-02 Wintersemester 2025/20269Lecture 9 - Finite Volume Method IIProf. Dr. Philipp Schlatter2025-12-02 Wintersemester 2025/2026StudOn-ZugangGesperrt clip
