Subjects

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Applied fluid mechanics - P409009

Title:	Aplikovaná mechanika tekutin
Guaranteed by:	Department of Chemical Engineering (409)
Faculty:	Faculty of Chemical Engineering
Actual:	from 2023
Semester:	both
Points:	0
E-Credits:	0
Examination process:
Hours per week, examination:	3/0, other [HT]
Capacity:	winter:unknown / unknown (unknown) summer:unknown / unknown (unknown)
Min. number of students:	unlimited
Language:	Czech
Teaching methods:	full-time
Teaching methods:	full-time
Level:
For type:	doctoral
Note:	course is intended for doctoral students only can be fulfilled in the future you can enroll for the course in winter and in summer semester

Guarantor:	Jahoda Milan doc. Dr. Ing.
Is interchangeable with:	AP409009

Examination dates

Annotation -

The course is project-type and follows the knowledge gained in courses focused on the theory of fluid mechanics (e.g. Hydromechanical Processes). The student proposes the project topic in agreement with the thesis supervisor. The topic must be related to the student's dissertation. A CFD solver must be used to solve the problem. The project is concluded with a final report defense. The report must include a description of the geometry of the solved system, the solver setup, the testing of the correctness of the solver setup and the computational mesh, and the resulting values that were obtained. Students can consult with the course supervisor during the solution process. If the students do not have sufficient knowledge of the CFD method, they should take the block course "Flow modelling by CFD method" before or simultaneously.

Last update: Jahoda Milan (15.09.2022)

Aim of the course -

Students will be able to

have a practical understanding of computational fluid dynamics

numerically solve problems related to fluid flow

Last update: Jahoda Milan (15.09.2022)

Literature -

R: Maric T., Hopken J., Moonet K., The OpenFOAM Technology Primer, Sourceflux UG, 2014.

R: Munson B. R., Okiishi T. H., Huebsch W. W., Rothmayer A. P., Fundamentals of fluid mechanics 7th edition, John Wiley & Sons, Inc., 2013.

Last update: Jahoda Milan (13.11.2018)

Learning resources - Czech

Dostupné na https://e-learning.vscht.cz/

Last update: Jahoda Milan (17.10.2018)

Syllabus -

1. - 14. Solving an individual project.

Last update: Jahoda Milan (15.09.2022)

Entry requirements - Czech

Znalosti z teorie modelování proudění tekutin.

Last update: Jahoda Milan (15.09.2022)

Course completion requirements -

The subject is finished by elaborating a report from an individual project and defending the project.

Last update: Jahoda Milan (13.11.2018)