FSI-9APHAcad. year: 2020/2021
The course is built in the way to give wider and deeper information about non-vortex and vortex flow of ideal and real fluid. The students will be familiarized with some possibilities how to make numerical model of fluid flow.
Learning outcomes of the course unit
The student will be able to orient oneself in the different kind methods used for the numerical solution of fluid flow.
It is supposed the basic knowledge from hydromechanics, differential and integral calculus.
Recommended optional programme components
Recommended or required reading
Brdička Miroslav, Samek Ladislav, Sopko Bruno: Mechanika kontinua. Academia (CS)
ALEKSEENKO, S. V., P. A. KUĬBIN a V. L. OKULOV. Theory of concentrated vortices: an introduction. New York: Springer, c 2007. ISBN 978-3-540-73375-1. (EN)
Lewis, R.,I.,: Vortex Emelent Methods for Fluid Dynamic Analysis of Engineering Systems (EN)
Kozubková Milada, Drábková Sylva, Šťáva Pavel: Matematické modely nestlačitelného a stlačitelného proudění. Metoda konečných objemů.. VŠB TUO, FS Ostrava (CS)
Kozubková Milada, Drábková Sylva: Numerické modelování proudění. FLUENT I. VŠB TUO, FS Ostrava (CS)
Planned learning activities and teaching methods
The course is taught through lectures explaining the basic principles and theory of the discipline.
Assesment methods and criteria linked to learning outcomes
The course is finished with exam. The students have to proof their knowledge about lectured problems.
Language of instruction
The aim of this course is to make the students knowledge deeper and wider in the field of fluid flow.
Classification of course in study plans
- Programme D-APM-K Doctoral, 1. year of study, winter semester, 0 credits, recommended
- Programme D-IME-P Doctoral, 1. year of study, winter semester, 0 credits, recommended
- Programme D4P-P Doctoral
branch D-APM , 1. year of study, winter semester, 0 credits, recommended
- Programme D-ENE-P Doctoral, 1. year of study, winter semester, 0 credits, recommended
Type of course unit
20 hours, optionally
Teacher / Lecturer
Introduction, basic of used mathematics, fundamental terms of hydromechanics. Non vortex and vortex flow of ideal and real fluid. Turbulent fluid flow and turbulent models. Methods used for solution of ideal and real fluid flow.