893401 Applied computational fluid dynamics

Type
Lecture
Semester hours
2
Lecturer (assistant)
Bikic, Sinisa
Organisation
Offered in
Sommersemester 2025
Languages of instruction
Englisch
Content

Introductions to CFD
Basic Principe of Conservation
Conservation of Mass, Momentum and Energy
Introduction to PDE
Classification of PDE
Approximate solutions of Differential Equations
Weighted Residual Approach
Introduction to Discretization
Discretization of PDE by using of FVM
Illustration of PDE discretization by using of FVM
Discretization of PDF by using of FDM
Illustration of PDF discretization by using of FDM
Introduction to turbulence
Turbulence models
Solution of systems of linear algebraic equations
Iterative methods for numerical solution of system of linear algebraic equations
Previous knowledge expected

Introductions to CFD
Basic Principe of Conservation
Conservation of Mass, Momentum and Energy
Introduction to PDE
Classification of PDE
Approximate solutions of Differential Equations
Weighted Residual Approach
Introduction to Discretization
Discretization of PDE by using of FVM
Illustration of PDE discretization by using of FVM
Discretization of PDF by using of FDM
Illustration of PDF discretization by using of FDM
Introduction to turbulence
Turbulence models
Solution of systems of linear algebraic equations
Iterative methods for numerical solution of system of linear algebraic equations
Objective (expected results of study and acquired competences)

At the end of the course students will get both theoretical and practical knowledge in the field of computational fluid dynamics. Students will get comprehensive theoretical knowledge which will be good basics for understanding and future usage of computational fluid dynamics in their research. They will also be trained to set up numerical simulation in a computational fluid dynamic software and in this way get practical knowledge and gain skills in this field.
You can find more details like the schedule or information about exams on the course-page in BOKUonline.